diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/-oZSLACDJP8_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/-oZSLACDJP8_raw.json
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+{"segments": [{"id": 1, "seek": 4779, "start": 21.19, "end": 47.79, "text": "بسم الله الرحمن الرحيم السلام عليكم ورحمة الله وبركاته احنا ان شاء الله اليوم هنكمل ال boundary conditions احنا قلنا هناخد boundary conditions بين dielectric و dielectric conductor و dielectric و conductor في space و هنستيين بيه ال y2 max with equations ل ال clause integral دي dot dl بساوة zero هي قلنا conservative force اللي هو ال work و ال clause integral دي dot DS بتساوي", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 21136, 37440, 25894, 24793, 4032, 2288, 35571, 3660, 21984, 4032, 26890, 4117, 9307, 3224, 1975, 5016, 8315, 16472, 13412, 16606, 21984, 45595, 20498, 8032, 1863, 24793, 1211, 2423, 12866, 4487, 1975, 5016, 8315, 12174, 1211, 8315, 8032, 1863, 47283, 3215, 12866, 4487, 49374, 978, 38421, 4032, 978, 38421, 29957, 4032, 978, 38421, 4032, 29957, 8978, 1901, 4032, 8032, 1863, 14851, 1829, 9957, 4724, 1829, 3224, 2423, 288, 17, 11469, 365, 11787, 5296, 2423, 25925, 11573, 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in plus في ال conductor وبالتالي بيكون ال electric field بساوة zero قولنا معدى اذا احنا أجبرناه ووصلنا معاه أسلاب، مفذكرين؟ لإن هو في ال free space", "tokens": [1863, 7435, 1829, 5296, 4587, 7578, 2423, 29957, 978, 38421, 1975, 1829, 8592, 27188, 2288, 4587, 49374, 978, 38421, 4032, 978, 38421, 22807, 49374, 978, 38421, 4032, 29957, 1975, 5016, 8315, 12174, 1211, 8315, 2423, 29957, 1975, 1829, 8592, 4724, 1829, 30544, 2423, 5210, 2519, 8978, 12174, 46152, 3224, 4018, 37495, 22653, 16490, 9381, 16373, 9381, 2423, 29957, 2423, 5210, 2519, 4724, 1829, 30544, 4724, 3794, 995, 2407, 3660, 8608, 5172, 2288, 8978, 12174, 46152, 3224, 5296, 33456, 2423, 12235, 4724, 13546, 2407, 5016, 15844, 2423, 3753, 4724, 9566, 1211, 8978, 3224, 12235, 294, 1804, 8978, 2423, 29957, 46599, 6027, 2655, 6027, 1829, 4724, 1829, 30544, 2423, 5210, 2519, 4724, 3794, 995, 2407, 3660, 4018, 12174, 12610, 8315, 20449, 3215, 7578, 1975, 15730, 1975, 5016, 8315, 5551, 7435, 26890, 8315, 3224, 4032, 2407, 36520, 8315, 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2197.76, "end": 2197.94, "word": " ده", "probability": 0.9306640625}, {"start": 2197.94, "end": 2198.26, "word": " chapter", "probability": 0.302001953125}, {"start": 2198.26, "end": 2198.64, "word": " 7", "probability": 0.90869140625}, {"start": 2198.64, "end": 2199.68, "word": " بس", "probability": 0.872314453125}, {"start": 2199.68, "end": 2199.94, "word": " عشان", "probability": 0.9845377604166666}, {"start": 2199.94, "end": 2200.72, "word": " تستفيدوا", "probability": 0.98837890625}, {"start": 2200.72, "end": 2200.88, "word": " من", "probability": 0.994140625}, {"start": 2200.88, "end": 2201.08, "word": " حل", "probability": 0.916259765625}, {"start": 2201.08, "end": 2201.68, "word": " الأمثلة", "probability": 0.9761962890625}, {"start": 2201.68, "end": 2202.86, "word": " راجعوا", "probability": 0.829345703125}, {"start": 2202.86, "end": 2202.94, "word": " ان", "probability": 0.416748046875}, {"start": 2202.94, "end": 2203.34, "word": " تطلعوا", "probability": 0.933984375}, {"start": 2203.34, "end": 2203.74, "word": " عليه،", "probability": 0.7091064453125}, {"start": 2203.74, "end": 2204.14, "word": " اتطلعوا", "probability": 0.8815511067708334}, {"start": 2204.14, "end": 2204.34, "word": " على", "probability": 0.7080078125}, {"start": 2204.34, "end": 2204.54, "word": " اللي", "probability": 0.9189453125}, {"start": 2204.54, "end": 2205.2, "word": " حكيناه", "probability": 0.903515625}, {"start": 2205.2, "end": 2205.64, "word": " و", "probability": 0.68310546875}, {"start": 2205.64, "end": 2206.06, "word": " اتطلعوا", "probability": 0.921875}, {"start": 2206.06, "end": 2206.18, "word": " على", "probability": 0.87939453125}, {"start": 2206.18, "end": 2206.6, "word": " الأمثلة", "probability": 0.9901123046875}, {"start": 2206.6, "end": 2207.0, "word": " نفسها", "probability": 0.9944661458333334}, {"start": 2207.0, "end": 2207.22, "word": " عشان", "probability": 0.97509765625}, {"start": 2207.22, "end": 2207.36, "word": " لو", "probability": 0.97314453125}, {"start": 2207.36, "end": 2207.68, "word": " فينكم", "probability": 0.7862955729166666}, {"start": 2207.68, "end": 2207.86, "word": " اي", "probability": 0.755615234375}, {"start": 2207.86, "end": 2208.5, "word": " استفسارات", "probability": 0.8323974609375}, {"start": 2208.5, "end": 2209.62, "word": " تحصلوا", "probability": 0.9473876953125}, {"start": 2209.62, "end": 2209.72, "word": " على", "probability": 0.67578125}, {"start": 2209.72, "end": 2210.16, "word": " الإجابات", "probability": 0.9488525390625}, {"start": 2210.16, "end": 2210.26, "word": " و", "probability": 0.89306640625}, {"start": 2210.26, "end": 2210.38, "word": " احنا", "probability": 0.8927408854166666}, {"start": 2210.38, "end": 2210.8, "word": " بنحكيها", "probability": 0.9603515625}, {"start": 2210.8, "end": 2210.98, "word": " مع", "probability": 0.998046875}, {"start": 2210.98, "end": 2211.46, "word": " بعض،", "probability": 0.95068359375}, {"start": 2211.46, "end": 2211.98, "word": " تسألون", "probability": 0.96533203125}, {"start": 2211.98, "end": 2212.18, "word": " ليش", "probability": 0.811767578125}, {"start": 2212.18, "end": 2212.38, "word": " هي", "probability": 0.58056640625}, {"start": 2212.38, "end": 2212.76, "word": " النقطة", "probability": 0.8587239583333334}, {"start": 2212.76, "end": 2213.08, "word": " هيكي", "probability": 0.8361002604166666}, {"start": 2213.08, "end": 2213.16, "word": " و", "probability": 0.54833984375}, {"start": 2213.16, "end": 2213.22, "word": " ليش", "probability": 0.911865234375}, {"start": 2213.22, "end": 2213.58, "word": " النقطة", "probability": 0.849609375}, {"start": 2213.58, "end": 2214.16, "word": " هيكي،", "probability": 0.8375244140625}, {"start": 2214.16, "end": 2214.34, "word": " أما", "probability": 0.8173828125}, {"start": 2214.34, "end": 2214.58, "word": " هيكي", "probability": 0.9329427083333334}, {"start": 2214.58, "end": 2214.98, "word": " باعتبار", "probability": 0.980078125}, {"start": 2214.98, "end": 2215.08, "word": " ال", 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/5STYzhKVl6A.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/5STYzhKVl6A.srt
new file mode 100644
index 0000000000000000000000000000000000000000..70b4471564f85f9adb03d8002c13e131ad47ef16
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/5STYzhKVl6A.srt
@@ -0,0 +1,1835 @@
+1
+00:00:20,570 --> 00:00:24,090
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:24,090 --> 00:00:29,630
+وبركاته احنا اليوم هنكمل موضوع ال vector analysis 
+
+3
+00:00:29,630 --> 00:00:33,070
+و هنكمل هو ال second derivative احنا المحاضرة 
+
+4
+00:00:33,070 --> 00:00:36,750
+الماضية شوفنا ال second derivative لل scalar كمان
+
+5
+00:00:36,750 --> 00:00:41,730
+شوفنا ال second derivative لل vector شوفنا كمان لل
+
+6
+00:00:41,730 --> 00:00:44,910
+scalar أن اقدر اكتب ال second derivative ب
+
+7
+00:00:44,910 --> 00:00:45,750
+Cartesian
+
+8
+00:00:48,900 --> 00:00:53,260
+و طبعا قلنا أن ها scalar لانها divergence  الـ del تبتدي 
+
+9
+00:00:53,260 --> 00:00:57,980
+بردك دايما scalar فاحنا في ال cartesian شفناه وفي
+
+10
+00:00:57,980 --> 00:01:01,360
+ال cylindrical وفي ال spherical وعرفنا ال harmonic
+
+11
+00:01:01,360 --> 00:01:07,020
+field اللي بتكون الـ del بتاعته بساوي صفر بعدين
+
+12
+00:01:07,020 --> 00:01:10,860
+شفنا ال vector field الـ del أو second derivative لل
+
+13
+00:01:10,860 --> 00:01:14,900
+vector field قلنا بنعبر عنها في المعادلة قدامنا دل
+
+14
+00:01:14,900 --> 00:01:21,680
+وقتي ايه؟ بتساوي del تربيع a ناقص كيرل a تربيع و
+
+15
+00:01:21,680 --> 00:01:27,060
+برضه كيرل تربيع b بيساوي كيرل تربيع a ×  ×ات كيرل 
+
+16
+00:01:27,060 --> 00:01:30,920
+تربيع b y  ×ات كيرل تربيع b z z ×ات  و قد حكينا أن 
+
+17
+00:01:30,920 --> 00:01:36,880
+المحاضرة تماما وقفنا عن المثال احنا قلنا أونلي
+
+18
+00:01:36,880 --> 00:01:42,360
+scalar field زي اللي ماشي هنا طلب مننا أن نجيب اللي
+
+19
+00:01:42,360 --> 00:01:43,360
+هو ال second derivative
+
+20
+00:01:58,040 --> 00:02:02,420
+في مجال كارتيجين يقولون أن تذكروا ال del تربيع هو عبارة
+
+21
+00:02:02,420 --> 00:02:09,160
+عن second derivative بالنسبة لـ X تربيع زائد 
+
+22
+00:02:09,160 --> 00:02:15,120
+second derivative تربيع بالنسبة لـ Y تربيع زائد second derivative
+
+23
+00:02:15,120 --> 00:02:22,940
+تربيع Z تربيع 
+
+24
+00:02:24,990 --> 00:02:28,210
+بعنوان أنا ابقى فاضل أول مرة ال B بالنسبة لـ X كلمة
+
+25
+00:02:28,210 --> 00:02:36,230
+مرة اتنين
+
+26
+00:02:36,230 --> 00:02:41,730
+نقطة و 2 كوساين 2 X X هات زائد B by BY
+
+27
+00:02:41,730 --> 00:02:47,830
+و فاضل بالنسبة لـ Y هتكون E3-E3Z E3-E3Z E3-E3Z E3
+
+28
+00:02:47,830 --> 00:02:48,850
+-E3Z E3-E3-E3Z E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3
+
+29
+00:02:48,850 --> 00:02:52,290
+-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3
+
+30
+00:02:52,290 --> 00:02:57,520
+-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3بعض الاختصارات
+
+31
+00:03:08,310 --> 00:03:11,230
+يعني إتفاض بسيط يعني مش أكتر بقى بحاجة بس الواحد 
+
+32
+00:03:11,230 --> 00:03:15,750
+يكون فيه إيش الأشياء اللي مطلوبينها فمش هترجع فاضل
+
+33
+00:03:15,750 --> 00:03:20,210
+ال 10 بالأعلى بالأسفل X هتجيب Minus 4 E to the
+
+34
+00:03:20,210 --> 00:03:32,750
+minus 6 Cos Inverted Y Sin Inverted X X hat Cos
+
+35
+00:03:32,750 --> 00:03:35,030
+Inverted Y Y hat
+
+36
+00:03:49,790 --> 00:03:53,970
+في حد عنده أي استفسار ما اسمه special course
+
+37
+00:03:53,970 --> 00:03:56,610
+ما كانش بالدولة أصلا في حد بدويا في كهبة اللي عادة 
+
+38
+00:03:56,610 --> 00:03:59,970
+يسوقه أن هي فكرة التفاضل زي ما اتفقنا هي second
+
+39
+00:03:59,970 --> 00:04:04,850
+derivative التفاضل مرتين لـ V و مرتين لـ Y و مرتين لـ
+
+40
+00:04:04,850 --> 00:04:10,340
+Z هتشوف أن أنا X و Y تتنفسد أو تسكيل على الكلمة Dبس 
+
+41
+00:04:10,340 --> 00:04:13,880
+فعلا هذا scalar quantity هي الـ del الـ V أن ها del
+
+42
+00:04:13,880 --> 00:04:17,220
+divergence  del divergence يعني scalar quantity D2V by DX
+
+43
+00:04:17,220 --> 00:04:21,740
+تربيع زي D2V by DY تربيع زي D2V by DZ تربيع كمرة
+
+44
+00:04:21,740 --> 00:04:25,800
+باكد أن عملت هذا الخطأ لما أن هي خلته vector هي
+
+45
+00:04:25,800 --> 00:04:29,980
+scalar quantity زي ما احنا شفنا كمان مرة أن هي 
+
+46
+00:04:29,980 --> 00:04:36,540
+عبارة عن del divergence جدد product عبارة عن scalar 
+
+47
+00:04:36,540 --> 00:04:46,230
+quantityو V أصلا هي scalar quantity هذا هو
+
+48
+00:04:46,230 --> 00:04:52,060
+المثال الأولفي بعض ال quantity يعني بشكل عام ال
+
+49
+00:04:52,060 --> 00:04:54,700
+classification تبع ال fields لأن بينا نيجي نصنف ال
+
+50
+00:04:54,700 --> 00:04:58,320
+fields لما نقدر ناخد ع ال fields نفترض أن ايه هو 
+
+51
+00:04:58,320 --> 00:05:01,960
+بشكل عام هو أي field electric field magnetic field
+
+52
+00:05:01,960 --> 00:05:05,440
+أي تصنيف في أي field بتمن خلال تصنيف ال divergence
+
+53
+00:05:05,440 --> 00:05:08,980
+و ال curl تبعه يعني بحسب ال divergence و ال curl 
+
+54
+00:05:08,980 --> 00:05:14,070
+تبعه وقداش كام و ببدأ اصنف ال fieldهل هما 
+
+55
+00:05:14,070 --> 00:05:17,590
+vanishing ولا vanishing؟ هل هو يساوي صفر ولا 
+
+56
+00:05:17,590 --> 00:05:20,970
+يساوي صفر؟ وبناء عليهم بقرر إيش طبيعة ال field
+
+57
+00:05:20,970 --> 00:05:24,010
+بناخدوم شوية شوية إيش معنى لما يكونوا التنين zero
+
+58
+00:05:24,010 --> 00:05:28,110
+لما واحد منهم zero والتاني لأ واحد zero والتاني لأ
+
+59
+00:05:28,110 --> 00:05:32,630
+التنين لا يساوي zero يعني هنعرف ال fields بناء
+
+60
+00:05:32,630 --> 00:05:37,230
+على طبيعة ال divergence و ال curl تبعهم حتى أعطيهم 
+
+61
+00:05:37,230 --> 00:05:41,960
+مسميات و تعريفاتبس ده ايه؟ بشكل عام .. بشكل عام لأ
+
+62
+00:05:41,960 --> 00:05:45,020
+يصلنا في ال field على واحدة منهم لحالة، يوصلنا 
+
+63
+00:05:45,020 --> 00:05:48,360
+نقعد تلتين مع بعض، يعني لازم اجيب ال divergence و
+
+64
+00:05:48,360 --> 00:05:53,320
+ال curl عشان اقول ايش طبيعي في ال fieldمثلًا أن هى 
+
+65
+00:05:53,320 --> 00:05:58,080
+نوع من أنواع ال field A بساوي K X hat يعني بهذا
+
+66
+00:05:58,080 --> 00:06:02,960
+الشكل هي ال field اتجاهه قيمته constant K اتجاه X 
+
+67
+00:06:02,960 --> 00:06:06,380
+hat لو حسبنا ال divergence تبعه هنلاقيه بساوي صفر
+
+68
+00:06:06,380 --> 00:06:10,560
+لو حسبنا ال curl تبعه برضه بساوي صفر هده نوع من
+
+69
+00:06:10,560 --> 00:06:13,120
+أنواع ال field إله التنين بساوي zero هده مجرد
+
+70
+00:06:13,120 --> 00:06:16,520
+أمثلة لهاي الحلقة و لحلقة A لما يكون ال field ال
+
+71
+00:06:16,520 --> 00:06:19,970
+divergence وال curl بساوي zeroلايلو divergence
+
+72
+00:06:19,970 --> 00:06:23,670
+ولايلو curl يعني لايلو source ولايلو circulation
+
+73
+00:06:23,670 --> 00:06:31,580
+حوالين اللي هو axisهنا ال field مثلا لو كان a
+
+74
+00:06:31,580 --> 00:06:37,980
+بيساوي k r vector يعني x x hat زي y y hat زي z z
+
+75
+00:06:37,980 --> 00:06:42,380
+hat k برضه constant لو جبنا ال divergence تبعه
+
+76
+00:06:42,380 --> 00:06:46,220
+هلاقيها بتساوي ثلاثة k  بتساوي zero إذا ما هي
+
+77
+00:06:46,220 --> 00:06:50,840
+شايفين إذن هي إلها source موجب إذن طالع من ال
+
+78
+00:06:50,840 --> 00:06:55,200
+source واضح؟ لكن ال curl تبعه لو حسبنا ال curl
+
+79
+00:06:55,200 --> 00:07:00,400
+هلاقيه بيساوي zero إذا هذا ال fieldبيمثل لي قيمته
+
+80
+00:07:00,400 --> 00:07:04,980
+k r vector و ال divergence تبعه له يساوي zero زي ما 
+
+81
+00:07:04,980 --> 00:07:08,220
+أشرحتلكم حتى لو نطلع على الصورة أطول بقول أن له
+
+82
+00:07:08,220 --> 00:07:11,120
+divergence لكن ال curl تبعه zero مش اللي هو curl
+
+83
+00:07:11,120 --> 00:07:16,700
+فال curl تبعه zero لو جينا على هذا المثال اللي هو
+
+84
+00:07:16,700 --> 00:07:23,220
+عندي a بساوي k cross r اتنين ال vectorsالـ A هو 
+
+85
+00:07:23,220 --> 00:07:27,040
+عبارة عن plus product ل K مع R لو حسبت ال 
+
+86
+00:07:27,040 --> 00:07:29,100
+divergence على A هو Zero فالشيء عند ال divergence
+
+87
+00:07:29,100 --> 00:07:32,780
+لا بيطلع من ال source ولا بيدخل على ولا sinking
+
+88
+00:07:32,780 --> 00:07:36,100
+ولا emerging لكن الكيرل تبعه بلا إيه اللي بيساوي
+
+89
+00:07:36,100 --> 00:07:39,240
+ال K فهو إله curling إله قيمة curl موجة يعني
+
+90
+00:07:39,240 --> 00:07:42,580
+بيكون clockwise سالف بيكون counter clockwise
+
+91
+00:07:42,580 --> 00:07:47,170
+فالقيمة curl ال A موجة بقىفهذا ال field اللي هو 
+
+92
+00:07:47,170 --> 00:07:50,470
+curling لكي بلغه share diversions دعونا نشوف field
+
+93
+00:07:50,470 --> 00:07:56,730
+زي هذا A بساوي k cross R زي CR هذا ال field لو
+
+94
+00:07:56,730 --> 00:07:59,930
+جبت ال diversions تبعه بيطلع له يساوي 0 وال curl
+
+95
+00:07:59,930 --> 00:08:04,510
+يساوي 0هو طالع من source من المقطة و في نفس الوقت
+
+96
+00:08:04,510 --> 00:08:08,510
+ماله بعمل curling يعني هو emerging طالع لبره ال
+
+97
+00:08:08,510 --> 00:08:12,190
+divergence تبعه موجة و في نفس الوقت إيش ماله بعمل 
+
+98
+00:08:12,190 --> 00:08:16,510
+curling فهذا ال field ماله له both ال divergence و
+
+99
+00:08:16,510 --> 00:08:19,710
+ال curl يساوي zero هذه أسئلة بتيجي في الامتحانة
+
+100
+00:08:19,710 --> 00:08:22,770
+يجيكي field يقولك حسب ال divergence و يحسبيه ال
+
+101
+00:08:22,770 --> 00:08:26,090
+curl عايزاكم تعرفوا كيف تحسب ال divergence و كيف
+
+102
+00:08:26,090 --> 00:08:27,110
+تحسبيه ال curl
+
+103
+00:08:30,840 --> 00:08:33,920
+أول حاجة التصنيفات احنا قلنا حسب ايش طبيعة ال
+
+104
+00:08:33,920 --> 00:08:37,300
+field احنا بنبدأ نصنفه يعني لما يكون عند ال
+
+105
+00:08:37,300 --> 00:08:40,800
+divergence تبع ال field بساوي zero ماله و احنا
+
+106
+00:08:40,800 --> 00:08:43,020
+قلنا ال divergence تبعه ماله zero ال divergence
+
+107
+00:08:43,020 --> 00:08:46,880
+لسه ده مالهوش divergence يعني لأ له source ال source
+
+108
+00:08:46,880 --> 00:08:50,400
+تبعه zero مالروحش على نقطة ولا بيطلع من نقطة هاي
+
+109
+00:08:50,400 --> 00:08:53,500
+معناه divergence بيساوي zero del أو ال divergence
+
+110
+00:08:53,500 --> 00:08:59,000
+تبع ايه بيساوي zero معناه divergence less مالهوش
+
+111
+00:08:59,000 --> 00:09:02,000
+divergence أو باختصار بيقولوا عنه solenoidal
+
+112
+00:09:02,870 --> 00:09:07,370
+Solenoidal أو Divergence less فبالتالي تحفظوها لأن هاي
+
+113
+00:09:07,370 --> 00:09:10,450
+الأسئلة بتيجي في الامتحان بعطيك ال field بقولك إيش
+
+114
+00:09:10,450 --> 00:09:13,430
+طبيعي في هذا ال field بتجيب ال divergence تبعه
+
+115
+00:09:13,430 --> 00:09:19,730
+بساوي zero بتقولي Solenoidal هذا ال field معناه لا 
+
+116
+00:09:19,730 --> 00:09:23,130
+sinking ولا إيش ماله لا إله source ولا إله sink
+
+117
+00:09:23,130 --> 00:09:26,610
+لا إله source بتطلع منه ولا إله sink اللي بنزل في 
+
+118
+00:09:26,610 --> 00:09:29,920
+قلبهامن ال divergence theorem احنا متذكرين إيش هو
+
+119
+00:09:29,920 --> 00:09:31,920
+ال divergence theorem؟ ال closed integral على ال
+
+120
+00:09:31,920 --> 00:09:35,840
+surface دقاقه ال DS إيش بيساوي ال volume integral ل
+
+121
+00:09:35,840 --> 00:09:40,040
+divergence A dVمتذكرين هال divergence of sphere؟
+
+122
+00:09:40,040 --> 00:09:42,880
+قلنا ال closed integral على ال surface بساوي A dot
+
+123
+00:09:42,880 --> 00:09:46,740
+dS بتساوي ال volume integral بس divergence A بساوي 
+
+124
+00:09:46,740 --> 00:09:52,020
+zero إذا ماله ال surface integral بساوي zero هذا
+
+125
+00:09:52,020 --> 00:09:55,840
+معناه أن مجموعة ال flux اللي داخل بساوي اللي خارج
+
+126
+00:09:55,840 --> 00:09:58,820
+لما يكون ليه، احنا قلنا هذا ال closed surface 
+
+127
+00:09:58,820 --> 00:10:02,080
+integral بسميه ال flux متذكرين؟ سمينا ب Psi، ال
+
+128
+00:10:02,080 --> 00:10:05,980
+fluxمعنى أن يكون ال flux بساوي zero معناه أن 
+
+129
+00:10:05,980 --> 00:10:08,480
+الخطوط اللي دخلت بساوي الخطوط اللي خرجت من ال
+
+130
+00:10:08,480 --> 00:10:12,720
+surface كمان مفهوم اوصله منه إذا أن هو solenoidal 
+
+131
+00:10:12,720 --> 00:10:17,340
+معناه أن ال divergence بساوي zero كمان ال flux بتاعه
+
+132
+00:10:17,340 --> 00:10:21,680
+بساوي zero لان ال closed surface integral لهذا ال
+
+133
+00:10:21,680 --> 00:10:25,700
+vector field بساوي zero معناه عدد الخطوط اللي 
+
+134
+00:10:25,700 --> 00:10:29,940
+بتدخل ال surface لازم تساوي عدد اللي تخرج منهامن 
+
+135
+00:10:29,940 --> 00:10:32,900
+أمثلة ال fields اللي هي solenoidal، ال
+
+136
+00:10:32,900 --> 00:10:36,360
+incompressible في fluids اللي هي السوائل اللي غير
+
+137
+00:10:36,360 --> 00:10:40,060
+مضغوطة، magnetic fields، هي الأمثلة برضه لازم
+
+138
+00:10:40,060 --> 00:10:43,120
+تكونوا حافظينها في امتحان النصفي، conduction
+
+139
+00:10:43,120 --> 00:10:47,560
+current density under steady state conditions مش أي 
+
+140
+00:10:47,560 --> 00:10:49,900
+conduction current لكن conduction current density
+
+141
+00:10:49,900 --> 00:10:54,520
+under steady state conditions بشكل عام هذا ال
+
+142
+00:10:54,520 --> 00:10:59,200
+field اللي له ال divergence بساوي zero بقدر أعبر 
+
+143
+00:10:59,200 --> 00:11:03,600
+عنه هذا ال field ايه ب curl field التالي لان احنا 
+
+144
+00:11:03,600 --> 00:11:08,300
+تعلمنا أن divergence ال curl بساوي zero واضح؟ احنا 
+
+145
+00:11:08,300 --> 00:11:13,200
+قلنا أن divergence ال curl بشكل عام قلنا divergence 
+
+146
+00:11:15,150 --> 00:11:18,950
+الـ curl مثلا ال field up is diverged الـ curl
+
+147
+00:11:18,950 --> 00:11:23,690
+بساوي 0 و احنا بنقول ال solenoidal field diverged 
+
+148
+00:11:23,690 --> 00:11:27,190
+تبعه 0 مع أنها بشكل عام أي field ال divergence 
+
+149
+00:11:27,190 --> 00:11:31,410
+تبعه ساوي 0 بقدر أعبر عنه لإنه بيساوي K و field
+
+150
+00:11:31,410 --> 00:11:36,730
+ثاني اذا لما يكون عندي 
+
+151
+00:11:40,680 --> 00:11:45,960
+بقدر أقول أن دفع دفع دفع دفع دفع دفع دفع دفع 
+
+152
+00:11:49,170 --> 00:11:53,170
+إذاً هيك معناه أنه بقدر أعبر عن ال A field دلالة
+
+153
+00:11:53,170 --> 00:11:58,150
+ال F أو مثلا هذا ال F بيه C بس ال curl تبعه معروف
+
+154
+00:11:58,150 --> 00:12:02,250
+لأنه A بتساوي .. إذا ساوي curl ال field ثاني،
+
+155
+00:12:02,250 --> 00:12:05,530
+divergence هذا ال curl بساوي Zero إذا أكمل استنتاجنا
+
+156
+00:12:05,530 --> 00:12:08,050
+استنتاجنا، قلنا إذا هذا ال field كان Solenoidal، إيش
+
+157
+00:12:08,050 --> 00:12:11,230
+معناه؟ أو ال divergence less، أن ال divergence تبعه
+
+158
+00:12:11,230 --> 00:12:15,340
+بساوي Zeroهذه اسمها ال divergence تبعه صوه zero
+
+159
+00:12:15,340 --> 00:12:18,640
+معناه ال flux برضه صوه zero يعني ال flow of
+
+160
+00:12:18,640 --> 00:12:21,660
+surface integral لهذا ال field صوه zero معناه عدد 
+
+161
+00:12:21,660 --> 00:12:24,120
+خطوط الفيض اللي داخل على ال surface بساوي الخطوط 
+
+162
+00:12:24,120 --> 00:12:27,240
+اللي طالعة من ال surface كمان لإن احنا عارفين ال
+
+163
+00:12:27,240 --> 00:12:30,140
+divergence ال curl بصوه zero إذا هذا ال field تبعه 
+
+164
+00:12:30,140 --> 00:12:35,190
+مادر أكتر بدلالة curl في ال field ثانيةهذه 
+
+165
+00:12:35,190 --> 00:12:39,310
+الاستنتاجات إذا كان divergence A بساوي 0 إذا ال
+
+166
+00:12:39,310 --> 00:12:43,770
+surface integral لدى ال dS بساوي 0 وكمان ال field 
+
+167
+00:12:43,770 --> 00:12:49,630
+تبع A بساوي K ال field ثاني ال vector A ال
+
+168
+00:12:49,630 --> 00:12:54,610
+rotational يعني لا يلف ال rotational يلف ال
+
+169
+00:12:54,610 --> 00:12:59,580
+rotational لا يلف أو potential بقول عن ال field ال
+
+170
+00:12:59,580 --> 00:13:03,660
+rotational أو potential إذا كان ال curl تبعه بساوي
+
+171
+00:13:03,660 --> 00:13:07,520
+0 هاي كمان تصنيف إذا نقولنا divergence less إذا 
+
+172
+00:13:07,520 --> 00:13:10,880
+كان divergence تبعه بساوي 0 ال rotational أو
+
+173
+00:13:10,880 --> 00:13:14,360
+potential إذا كان ال curl بساوي 0 طب احنا فاكرين
+
+174
+00:13:14,360 --> 00:13:17,380
+Stokes theorem مش أهلها لأن ال surface integral اللي
+
+175
+00:13:17,380 --> 00:13:20,160
+كان ل A dot dS بتساوي ال closed line او ال 
+
+176
+00:13:20,160 --> 00:13:23,480
+circulation ل A dot dL بساوي 0 هذا ال integral
+
+177
+0
+
+201
+00:15:06,830 --> 00:15:09,750
+this implies that the line integral is independent
+
+202
+00:15:09,750 --> 00:15:18,530
+of the chosen path لا يعتمد على الـ path اللي تم 
+
+203
+00:15:18,530 --> 00:15:22,250
+اختياره field is also known as conservative يعني
+
+204
+00:15:22,250 --> 00:15:26,510
+أكمل تعريف صرنا معلّقينه الـ rotational potential
+
+205
+00:15:26,510 --> 00:15:30,430
+conservative ليش إنه conservative؟ لأنه لا يعتمد
+
+206
+00:15:30,430 --> 00:15:34,370
+على الـ path لا يعتمد على المصاد لأنه لعين الـ
+
+207
+00:15:34,370 --> 00:15:38,540
+circulation تبعه بيساوي صفر الأمثلة على هيك الـ
+
+208
+00:15:38,540 --> 00:15:40,980
+electrostatic fields و الـ gravitational fields
+
+209
+00:15:40,980 --> 00:15:45,140
+هدول كلهم conservative fields اللي هتبقوا لازم
+
+210
+00:15:45,140 --> 00:15:50,120
+عارفينه عارفين إيش تعريف الـ curve سواء zero إيش
+
+211
+00:15:50,120 --> 00:15:53,480
+الأمثلة أعطيهم بالتمام زي هنا قولنا الـ divergence
+
+212
+00:15:53,480 --> 00:15:54,400
+و أمثلة عليه
+
+213
+00:15:58,920 --> 00:16:01,360
+دائماً احنا لما عرفنا الـ curl قولنا curl الـ
+
+214
+00:16:01,360 --> 00:16:06,380
+gradient بيساوي 0 و احنا
+
+215
+00:16:06,380 --> 00:16:09,140
+عاملين بنقول curl الـ field تبعنا اللي هو الـ
+
+216
+00:16:09,140 --> 00:16:17,480
+rotational curl أي field curl الـ gradient بالـ field
+
+217
+00:16:17,480 --> 00:16:21,140
+بيساوي 0 ومعناه بقدر أقول إن إيه بتاعتي بتساوي
+
+218
+00:16:21,140 --> 00:16:25,430
+gradient scalar field إيه الـ vector بتاعي؟ بيساوي
+
+219
+00:16:25,430 --> 00:16:29,210
+gradient scalar field يعني بقدر أحصر اللي حكيناها
+
+220
+00:16:29,210 --> 00:16:33,110
+كله لو كان عندي irrotational field إيش معناها؟ إنه
+
+221
+00:16:33,110 --> 00:16:37,730
+هذا الـ field الـ curl تبعه بيساوي zero مع أنها برضه 
+
+222
+00:16:37,730 --> 00:16:41,130
+الـ circulation تبعه بيساوي zero وبقدر أقول إنه
+
+223
+00:16:41,130 --> 00:16:46,020
+إيه بيساوي minus grad V عشان هيك احنا بنسميه 
+
+224
+00:16:46,020 --> 00:16:50,060
+potential field لأن بقدر أعبر عن إيه بدلالة scalar
+
+225
+00:16:50,060 --> 00:16:55,020
+potential يعني مثل قولنا مين الـ electrostatic
+
+226
+00:16:55,020 --> 00:16:59,560
+field E إيه بنقدر نكتب بدلالة minus grad Φ Φ 
+
+227
+00:16:59,560 --> 00:17:03,040
+potential field قولنا أمثلة هذا الـ field اللي هو
+
+228
+00:17:03,040 --> 00:17:05,720
+الـ field تبعه بيساوي Zero اللي هو الـ electrostatic
+
+229
+00:17:05,720 --> 00:17:10,980
+field E إيه بقدر أعبر عنه minus grad Φ فΦ هذا
+
+230
+00:17:10,980 --> 00:17:12,860
+هو عبارة عن potential scalar
+
+231
+00:17:17,210 --> 00:17:20,570
+عشان هيك بالثاني هدول الـ fields و الـ curl تبعهم
+
+232
+00:17:20,570 --> 00:17:24,610
+بيساوي zero potential لأن بقدر أعبر عنهم بدلالة
+
+233
+00:17:24,610 --> 00:17:25,970
+scalar potential
+
+234
+00:17:29,340 --> 00:17:32,200
+طبعاً الـ minus sign ممكن تقول ما هو الجواب صحيح لو
+
+235
+00:17:32,200 --> 00:17:35,840
+أخدت الـ minus ولا ما أخدتش الـ minus يعني E لو قلت
+
+236
+00:17:35,840 --> 00:17:39,680
+بتساوي grad Φ أو E بتساوي minus grad Φ الجواب
+
+237
+00:17:39,680 --> 00:17:44,260
+صحيح لكن الـ minus sign هتقلها أسباب فيزيائية يعني
+
+238
+00:17:44,260 --> 00:17:48,620
+عشان ما تكونش تخالف طبيعة الـ .. الطبيعة بتاعة الـ
+
+239
+00:17:48,620 --> 00:17:52,240
+problem بتاعة الـ electrostatic problem الـ minus بتفرق
+
+240
+00:17:52,240 --> 00:17:57,380
+في طبيعة الـ .. الـ .. الـ field بس هاي الهدف فيزيائي
+
+241
+00:17:57,380 --> 00:18:03,520
+يعني مش .. مش هدف رياضي a vector A is uniquely
+
+242
+00:18:03,520 --> 00:18:07,000
+described within a region by its divergence &
+
+243
+00:18:07,000 --> 00:18:10,660
+curl هذا الحكي حكينا قولنا أي field بقدر أعبر عنه
+
+244
+00:18:10,660 --> 00:18:16,120
+بشكل أكيد يعني unique بدلالة divergence و الـ curl
+
+245
+00:18:16,120 --> 00:18:18,740
+تبعه لو كان divergence A بيساوي V اللي هو الـ
+
+246
+00:18:18,740 --> 00:18:25,250
+source والـ curl A بيساوي ρ S يعني إله curl ρ V
+
+247
+00:18:25,250 --> 00:18:28,270
+can be regarded as a source دي بنسميها الـ source
+
+248
+00:18:28,270 --> 00:18:32,230
+ρ S برضه بنسميها الـ circulation density هي بنعبر
+
+249
+00:18:32,230 --> 00:18:35,350
+عنها الـ source density لأن هذا الـ source في الـ
+
+250
+00:18:35,350 --> 00:18:38,850
+divergence عند نقطة بتطلع منها أو تدخل عليها
+
+251
+00:18:38,850 --> 00:18:41,870
+فبنسميها الـ source density لكن هنا الـ circulation
+
+252
+00:18:41,870 --> 00:18:45,890
+فإيش بنسميها الـ circulation density إذا ρ V في هذه
+
+253
+00:18:45,890 --> 00:18:48,890
+الحالة الـ V هنا عشان سميناها الـ source density
+
+254
+00:18:54,320 --> 00:18:59,840
+لأي vector اللي ρ S ρ V بروحه للصفر بقدر أعبر عن
+
+255
+00:18:59,840 --> 00:19:02,980
+الـ field بقدر أقول طبعاً لو اثنين و اثنين صفر معناه
+
+256
+00:19:02,980 --> 00:19:05,020
+إنه ماله الـ divergence إيه قلنا ماله بيساوي الصفر
+
+257
+00:19:05,020 --> 00:19:10,900
+الـ rotational اسمه الـ divergence solenoidal و الـ
+
+258
+00:19:10,900 --> 00:19:14,200
+field بيساوي الـ zero الـ rotational فأي field اثنين
+
+259
+00:19:14,200 --> 00:19:16,780
+له zero بيكون ماله الـ solenoidal و الـ rotational
+
+260
+00:19:17,960 --> 00:19:21,320
+لما يكونوا اثنين زيرو لأي field هيكون A بقدر أقول
+
+261
+00:19:21,320 --> 00:19:26,060
+إنه ماله solenoidal و الـ rotational هذا الـ field
+
+262
+00:19:26,060 --> 00:19:30,740
+له الـ divergence بيساوي زيرو و الـ curl بيساوي زيرو
+
+263
+00:19:30,740 --> 00:19:35,320
+بنسميه Helmholtz field و بيطبّق الـ Helmholtz
+
+264
+00:19:35,320 --> 00:19:41,080
+theorem إن A بيساوي minus الـ scalar field زائد curl
+
+265
+00:19:41,080 --> 00:19:47,090
+B هذا نسميها الـ Helmholtz theorem واضح؟ هذا الـ
+
+266
+00:19:47,090 --> 00:19:50,630
+field ماله؟ هذا الـ field له الـ divergence بتساوي
+
+267
+00:19:50,630 --> 00:19:56,350
+zero و الـ curl بيساوي zero واضح؟ في أي سؤال لحد
+
+268
+00:19:56,350 --> 00:20:00,910
+هنا؟ بنسمي هذا الـ field أو يعني المعادلة اللي
+
+269
+00:20:00,910 --> 00:20:04,070
+بتعبر عن الـ field اللي له دوس الـ divergence و الـ
+
+270
+00:20:04,070 --> 00:20:06,350
+curl بتساوي zero Helmholtz theorem
+
+271
+00:20:11,780 --> 00:20:15,780
+مثلاً، لو قلنا احنا خلينا A OI بيساوي minus للـ V
+
+272
+00:20:15,780 --> 00:20:19,560
+زي الـ Electric field و A S بيساوي curl الـ V زي
+
+273
+00:20:19,560 --> 00:20:22,420
+الـ Magnetic field، هيكون عندنا curl الـ A OI
+
+274
+00:20:22,420 --> 00:20:26,480
+بيساوي zero و divergence الـ A S بيساوي zero، أي
+
+275
+00:20:26,480 --> 00:20:29,500
+vector اللي له divergence A بيساوي رؤس
+
+276
+00:20:34,800 --> 00:20:39,780
+∇ A Divergence
+
+277
+00:20:39,780 --> 00:20:45,780
+A Divergence A Divergence A Divergence
+
+278
+00:20:45,780 --> 00:20:50,080
+A بشكل عام، إذا أي vector اللي الـ divergence تبعه
+
+279
+00:20:50,080 --> 00:20:53,440
+لا تساوي zero ولا الـ curl تبعه تساوي zero، بقدر أقول
+
+280
+00:20:53,440 --> 00:20:57,540
+إن ∇ به الـ a بعبر عنها بدلالة الـ theorem اللي
+
+281
+00:20:57,540 --> 00:21:00,380
+شفناها بالـ A اللي هي gradient divergence A minus
+
+282
+00:21:00,380 --> 00:21:04,280
+curl curl A، بقدر أعبر عن divergence A بـ V و
+
+283
+00:21:04,280 --> 00:21:08,260
+curl A بـ S، هاي طريقة ثانية لكتابة اللي هو الـ
+
+284
+00:21:08,260 --> 00:21:15,180
+field اللي ماله solenoidal وليس الـ rotational يعني
+
+285
+00:21:15,180 --> 00:21:18,520
+rotational و divergence مادام الـ divergence تبعه
+
+286
+00:21:18,520 --> 00:21:21,060
+لها يساوي zero إذا إن هو divergence ومادام الـ
+
+287
+00:21:21,060 --> 00:21:23,540
+curl تبعه لها يساوي zero إذا إن هو rotational
+
+288
+00:21:23,540 --> 00:21:30,160
+واضح فهذا الـ field divergence و rotational هذه
+
+289
+00:21:30,160 --> 00:21:33,160
+أسئلة عامة على كل الأشياء اللي حكيناها في هذا الشطر
+
+290
+00:21:33,160 --> 00:21:38,860
+نشوف السؤال هذا اللي قولناه هذا الـ differential
+
+291
+00:21:38,860 --> 00:21:44,540
+volume هذا جزء من الـ space إذا اعتبرت الصفحة هذا
+
+292
+00:21:44,540 --> 00:21:49,780
+كارتيش الكواردينية الـ XYZ و أخذت مكعب في الفضاء
+
+293
+00:21:49,780 --> 00:21:53,540
+هذا الـ differential volume نعمل matching بين الـ
+
+294
+00:21:53,540 --> 00:22:00,100
+items من column A و column B يعني مثلاً DL from A
+
+295
+00:22:00,100 --> 00:22:04,690
+to B هي a to b طبعاً هاي الـ coordinate صنع x hat y
+
+296
+00:22:04,690 --> 00:22:09,570
+hat z hat يعني هذا الاتجاه هو الـ x هذا الـ y و اللي
+
+297
+00:22:09,570 --> 00:22:13,930
+طالع هو الـ z فبده dl على هذا الـ line إيش dl؟ مين
+
+298
+00:22:13,930 --> 00:22:17,070
+اللي بتغير في هذا الـ line الـ y الـ y برافو عليك يا
+
+299
+00:22:17,070 --> 00:22:21,030
+لما مالها بس لما اللي معايا يعني ما شاء الله عليها
+
+300
+00:22:21,030 --> 00:22:24,550
+لما يعني هنا ياهوا كلكوا تكونوا معايا إذا هذا الحط
+
+301
+00:22:24,550 --> 00:22:29,950
+أو هذا المصار اللي بتغير في مين الـ y فبيكون عندي dy
+
+302
+00:22:29,950 --> 00:22:34,210
+y hat إذا مين هو يا لما الجواب إنك أنت الجواب ده
+
+303
+00:22:34,210 --> 00:22:43,950
+اللي هي ستة صح ستة اللي بعده dl من a ل d من a ل d
+
+304
+00:22:43,950 --> 00:22:48,930
+إيش اللي بتغير هنا z bravo عليكم dz إذا على a d
+
+305
+00:22:48,930 --> 00:22:55,930
+هو dz z hat إذا هو مين سبع ممتازين dl from a to e
+
+306
+00:22:56,830 --> 00:23:02,470
+from A to E مين اللي بتغير هنا الـ X الـ X ليش الـ Y؟
+
+307
+00:23:02,470 --> 00:23:05,510
+الـ Y ثابتة على Zero يعني إذا فرقتنا إن هو ده على
+
+308
+00:23:05,510 --> 00:23:09,390
+Zero قعدت بتمام أو على قيمة Y ثابتة هنا اللي بتغير
+
+309
+00:23:09,390 --> 00:23:14,510
+هو الـ X A to E اللي بتغير هو dx x hat اللي هو رقم
+
+310
+00:23:14,510 --> 00:23:21,650
+5 طب dS على الفاس A B C D مين الثابت هنا و مين
+
+311
+00:23:21,650 --> 00:23:27,110
+اللي بتغير؟ مين الثابت؟ الـ X اللي ثابتة و اللي
+
+312
+00:23:27,110 --> 00:23:31,050
+بتغير الـ Y أصلاً هو الـ Y و الـ Z d x لأنها
+
+313
+00:23:31,050 --> 00:23:34,950
+differential volume dy dx dz هذا الـ surface mean
+
+314
+00:23:34,950 --> 00:23:39,110
+اللي ثابت فيه اللي هو الـ X و اللي بتغير فيه الـ Y و
+
+315
+00:23:39,110 --> 00:23:43,090
+الـ Z طب الـ .. الـ .. هذا الـ vector الـ dS إيش اتجاهه دي
+
+316
+00:23:43,090 --> 00:23:47,870
+و إيش اتجاهه؟ إذا حيكون اتجاهه في اتجاه الـ x hat
+
+317
+00:23:47,870 --> 00:23:52,710
+برة الـ volume بدي دائماً أحط الـ unit vector بحيث إنه
+
+318
+00:23:52,710 --> 00:23:56,130
+يكون برة الـ volume فهو الـ volume تبعي ف الـ surface
+
+319
+00:23:56,130 --> 00:23:59,910
+hat هيكون عمودي عليه و برة عشان هيك هيكون x hat
+
+320
+00:23:59,910 --> 00:24:06,090
+إذا أي واحد فيهم الأولاني رقم واحد dy dz x hat
+
+321
+00:24:06,090 --> 00:24:16,290
+طيب اللي بعده الـ surface element dS للفاس a e h D
+
+322
+00:24:16,290 --> 00:24:23,150
+لو هذا A, E, H, D مين اللي بتغير فيه؟ dz و dx
+
+323
+00:24:23,150 --> 00:24:28,740
+صح؟ Y ثابتة عند مثلاً الصفر و لا عند .. يعني هاد
+
+324
+00:24:28,740 --> 00:24:31,840
+خلينا نقول Y ثابتة عند الصفر هاد نقول مثلاً عند خمسة
+
+325
+00:24:31,840 --> 00:24:36,900
+مثلاً إذا هاد مين بتغير فيه اللي هو dz و dx طب إيش
+
+326
+00:24:36,900 --> 00:24:42,580
+قيمة الـ unit vector سالب y hat لأن هيك من الاتجاه
+
+327
+00:24:42,580 --> 00:24:45,040
+لبرا الـ volume احنا دفعنا الدنيا اللي بيكون برة
+
+328
+00:24:45,040 --> 00:24:49,360
+إذا هو عبارة عن مين قلنا dy dz و سالب اللي هو إذا
+
+329
+00:24:49,360 --> 00:24:53,720
+هيكون اثنين قلنا إيش هو dx
+
+330
+00:25:06,700 --> 00:25:12,040
+ممتاز هذا التغير xy و x اتجاهه سالب z ممتازين يعني
+
+331
+00:25:12,040 --> 00:25:15,680
+واضحة لكل فكرة يعني بناخد اللي هو المتغيرين هم
+
+332
+00:25:15,680 --> 00:25:19,380
+بيعطوني قيمة الـ surface المجلة اللي تبعها و الاتجاه
+
+333
+00:25:19,380 --> 00:25:23,120
+ده من برة الـ volume عشان هيكون اللي هو الـ minus طب
+
+334
+00:25:23,120 --> 00:25:29,940
+آخر واحد اللي هو الـ case A B F E مين المتغيرات؟ d
+
+335
+00:25:29,940 --> 00:25:38,480
+y dx و الاتجاه إيش هيكون؟ z نعم مجب z اللي هو إيش
+
+336
+00:25:38,480 --> 00:25:46,420
+هيكون أي واحد فيهم؟ اللي هو ثلاثة، bravo كمان في
+
+337
+00:25:46,420 --> 00:25:49,640
+أين؟ في الـ cylindrical coordinate هنعمل مثال و
+
+338
+00:25:49,640 --> 00:25:52,980
+نشرح مثال على الـ line و مثال على الـ surface ناخد
+
+339
+00:25:52,980 --> 00:26:01,500
+مثلاً هو DL من D to L D to L مين اللي بتغير هنا؟
+
+340
+00:26:01,500 --> 00:26:05,920
+مين بتغير هنا؟ هو أصلاً مرسوم الرسلة هذا إيش بتغير
+
+341
+00:26:05,920 --> 00:26:10,600
+أين؟ دي ρ صح؟ و هذا اللي هو الـ curve d Φ ρ d
+
+342
+00:26:10,600 --> 00:26:16,240
+Φ و هذا مين؟ الـ dz هاي الـ coordinates ρ Φ z
+
+343
+00:26:16,240 --> 00:26:23,980
+إذا هنا مين بتغير إلى dz dz dz خلينا نشوف
+
+344
+00:26:23,980 --> 00:26:29,020
+إن هو فيه هون هيكون dz z hat أمام؟ ناخد الـ
+
+345
+00:26:29,020 --> 00:26:37,240
+surface مثلاً a, b, f, e a, b, f, e هذا الـ surface هذا الـ
+
+346
+00:26:37,240 --> 00:26:42,260
+links إيش بيساوي؟ ρ d Φ و هذا d l؟ d ρ،
+
+347
+00:26:42,260 --> 00:26:47,360
+إذا d ρ، ρ، d ρ، d Φ وإيش العمودي عليه؟
+
+348
+00:26:47,360 --> 00:26:52,380
+z hat، إذا احنا بيكون ρ، d ρ، d Φ، z hat،
+
+349
+00:26:52,380 --> 00:26:58,500
+مفتاح طب نشوف هذا الـ surface معطينا شكل source أو
+
+350
+00:26:58,500 --> 00:27:03,200
+شكل field هدفه و بيقولنا إيش طبيعته هو current
+
+351
+00:27:03,200 --> 00:27:07,140
+density J هذا الـ current density J بيمثّلني current
+
+352
+00:27:07,140 --> 00:27:11,920
+density J و بيقولنا قوليلي إيش طبيعته هل طبيعته
+
+353
+00:27:11,920 --> 00:27:16,620
+صحيحة إنه على الـ surface على الـ top surface
+
+354
+00:27:16,620 --> 00:27:21,420
+divergence بينما على الجوانب divergence less هل هذا
+
+355
+00:27:21,420 --> 00:27:26,860
+صحيح ولا لأ؟ هل هنا divergence؟ فهذا الـ top surface
+
+356
+00:27:26,860 --> 00:27:30,660
+و هنا divergence less صحيح احنا مش تعرفنا
+
+357
+00:27:30,660 --> 00:27:33,960
+divergence less زي الـ kx hat مالهوش divergence
+
+358
+00:27:33,960 --> 00:27:38,020
+divergence سبقه هيكون zero مش طالع ولا داخل مالهوش
+
+359
+00:27:38,020 --> 00:27:41,640
+source لكن على الـ top في source هيّ طالع طالع و
+
+360
+00:27:41,640 --> 00:27:44,560
+داخل كمان يعني طالع من هذه النقطة و داخل هذه
+
+361
+00:27:44,560 --> 00:27:47,740
+النقطة إذا هو بالفعل على الـ top surface هو
+
+362
+00:27:47,740 --> 00:27:51,300
+divergence بيطلع من نقطة من source و بيروح على
+
+363
+00:27:51,300 --> 00:27:56,080
+source ثاني لكن عندي جوانب ماله و خطوط مستقيمة خطوط
+
+364
+00:27:56,080 --> 00:27:59,680
+مستقيمة معناها لا sinking ولا sourcing ولا حتى
+
+365
+00:27:59,680 --> 00:28:02,400
+curling فإذا اللي بيحكي إن هو فقط على الـ top
+
+366
+00:28:02,400 --> 00:28:06,160
+surface divergence بينما على جوانب divergence less
+
+367
+00:28:06,160 --> 00:28:12,720
+صحيح إذا إن هو اتروج أهو قبل إتر هم يعطينا field A
+
+368
+00:28:13,860 --> 00:28:18,360
+وقت كان بيست AS هنا أنا حاطّطكم براجع على كل
+
+369
+00:28:18,360 --> 00:28:21,580
+الأشياء إنه معناه harmonic إنه الـ Δ V على
+
+370
+00:28:21,580 --> 00:28:25,380
+scalar field بيساوي zero الـ divergence بتاعه بيساوي
+
+371
+00:28:25,380 --> 00:28:29,120
+zero معناه divergence less solenoidal هي نفسها
+
+372
+00:28:29,120 --> 00:28:33,310
+divergence less rotational معناه إن الـ curl تبعه
+
+373
+00:28:33,310 --> 00:28:36,830
+لايه يساوي زيرو conservative الـ curl تبعه بيساوي صفر
+
+374
+00:28:36,830 --> 00:28:40,470
+بدي أخد هذا الـ field و أطبّق عليه كل هذه الأشياء
+
+
+401
+00:30:52,780 --> 00:30:54,100
+على scalar field
+
+402
+00:31:14,760 --> 00:31:20,560
+أو لحد ال second derivative لـ X ل مين؟ لـ X كله طيب
+
+403
+00:31:20,560 --> 00:31:26,320
+و الـ Y derivative لـ مين؟ لـ Y كله هو بتطلع هاي جزء من
+
+404
+00:31:26,320 --> 00:31:29,600
+الحلقة بس احنا قاعدين بيهم على انهم Δ V زي ما أنا 
+
+405
+00:31:29,600 --> 00:31:36,400
+كتبتها دي التربيه A XX hat capital A هو ال field A
+
+406
+00:31:36,400 --> 00:31:37,520
+XX hat
+
+407
+00:31:40,700 --> 00:31:49,600
+اي واي هات زائد دلتر بيه از زت هات يعني أنا بدي
+
+408
+00:31:49,600 --> 00:31:55,340
+أجيب الدلتر بيه ده ال vector فيه ال x component و
+
+409
+00:31:55,340 --> 00:32:00,240
+ال y component و ال z component ده دي معناه هال
+
+410
+00:32:00,240 --> 00:32:05,620
+second derivative ل ax بالنسبة ل x زائد أعوض عن ال
+
+411
+00:32:05,620 --> 00:32:09,480
+del بس لحظة x تربيع زائد ال second derivative d
+
+412
+00:32:09,480 --> 00:32:18,580
+تربيع by dy تربيع زائد del تربيع by z تربيع لمين
+
+413
+00:32:18,580 --> 00:32:28,220
+separate لل ax ax x زائد second derivative عرفت ايش
+
+414
+00:32:28,220 --> 00:32:32,380
+المحقق تبعي dx تربيع مبسوط هو أودي أنقليه بس لمين
+
+415
+00:32:32,380 --> 00:32:40,700
+هلقيتها بال Y كم هو ناقص أي
+
+416
+00:32:40,700 --> 00:32:42,380
+حاجة
+
+417
+00:32:58,100 --> 00:33:00,560
+بتذكر سكريات الآخرين، بحي حاجة بس احنا كمان
+
+418
+00:33:00,560 --> 00:33:03,640
+بتذكرين كمان يعني عشان نحط يعني طريقة ثانية وممكن
+
+419
+00:33:03,640 --> 00:33:07,960
+توفر علينا شغل كثير مش احنا قلنا دل تنبيه أ
+
+420
+00:33:07,960 --> 00:33:17,500
+متساوي اجرم دايدر أ minus curl curl ال a برضه أنا
+
+421
+00:33:17,500 --> 00:33:21,140
+ممكن أستغل هذه، يا بأعمل هاي، يا بأعمل هاي، ليش؟ أنا
+
+422
+00:33:21,140 --> 00:33:26,000
+في النهاية بدي أحسب الدايدر، مش لازمني، بدي أحسب
+
+423
+00:33:26,000 --> 00:33:27,500
+ال curl، لازمني 
+
+424
+00:33:45,400 --> 00:33:50,420
+مش plus minus عشان ماكنش كتبت لكم حاجة
+
+425
+00:33:55,440 --> 00:34:00,240
+طبعًا يعني أنا بأعمل الدمانية وبأعمل الدانية حسب ايش
+
+426
+00:34:00,240 --> 00:34:03,700
+أنا بفضل لو بدنا نعمل ال divergence كيف بأجيب ال
+
+427
+00:34:03,700 --> 00:34:09,240
+divergence ال divergence ايه اللي عملتيه في الأول
+
+428
+00:34:09,240 --> 00:34:16,580
+هاين dot product اللي هي dAx by dx هاي dot product
+
+429
+00:34:16,580 --> 00:34:23,500
+زي dAy by dy زي dAz
+
+430
+00:34:26,740 --> 00:34:30,200
+تلاحظين ان ال divergence ملبوطة على سكالة لأن بقاش
+
+431
+00:34:30,200 --> 00:34:32,660
+بتعمل في عمرها application للدل هادر بتطلع
+
+432
+00:34:32,660 --> 00:34:39,230
+للvector لأن لأ لما بقاش بتحط الدل عشان تدفعمش
+
+433
+00:34:39,230 --> 00:34:41,650
+عامل الدل على الـ divergence اللي هو القرن اللي
+
+434
+00:34:41,650 --> 00:34:48,070
+بتظهر لكم، ايش هيعطينا الدل؟ d by dx إكسها، زائد d
+
+435
+00:34:48,070 --> 00:34:54,750
+by dy، yها، زائد d by dz، zها، تعني ال application
+
+436
+00:34:54,750 --> 00:35:01,310
+على اللي هو القرن اللي بتظهر لكم، dx by dy, x زائد
+
+437
+00:35:01,310 --> 00:35:05,350
+dy by dy
+
+438
+00:35:09,400 --> 00:35:14,140
+هيخرج معنا ناتج vector مش scalar واضح انه هاد اصلا
+
+439
+00:35:14,140 --> 00:35:19,800
+vector دل تربيع اه vector دل ال diverse صحيح هي
+
+440
+00:35:19,800 --> 00:35:23,100
+scalar لكن applied على vector P فهو ناتج vector
+
+441
+00:35:23,100 --> 00:35:26,640
+واضح؟
+
+442
+00:35:26,640 --> 00:35:35,900
+في مجال تروح غير طالبة ولا تكمل هنا تكمل
+
+443
+00:35:35,900 --> 00:35:36,760
+هنا تعالى
+
+444
+00:35:43,660 --> 00:35:47,920
+أول حاجة بتفاضل هذه الكمبونات بالنسبة ل X هتعطينا
+
+445
+00:35:47,920 --> 00:35:54,480
+6
+
+446
+00:35:54,480 --> 00:36:04,880
+X 6 X زائد التفاضل هاي بالنسبة ل Y هو Zero التفاضل
+
+447
+00:36:04,880 --> 00:36:10,710
+هاي بالنسبة ل Z هيكون هذا خلاص، إذا النتج ماله لا
+
+448
+00:36:10,710 --> 00:36:13,890
+يساوي zero ديري فالي، صح؟ ال divergence لا يساوي
+
+449
+00:36:13,890 --> 00:36:18,050
+zero، خط هذا لا يساوي zero طبعًا بيكفيني جزء إنه لا
+
+450
+00:36:18,050 --> 00:36:21,150
+يساوي zero، بس ده حلينا اختياطها، لحظة يكون
+
+451
+00:36:21,150 --> 00:36:24,870
+بالنهاية لما أقعد أدله، أجيب دليل كير بكير، نجيب
+
+452
+00:36:24,870 --> 00:36:28,130
+كير للآخر، كير للآخر، طبعًا هي أسهل أنتم شايفين
+
+453
+00:36:28,130 --> 00:36:31,980
+حاجة جميلة بالسرعة ف أنا هجيبكم ال divergence
+
+454
+00:36:31,980 --> 00:36:35,960
+فهجيبكم ال kill و ايه؟ إذا ال divergence تبعه لا
+
+455
+00:36:35,960 --> 00:36:40,760
+يساوي zero إذا أن هو ماله هي أحد قصائصه ماله ال
+
+456
+00:36:40,760 --> 00:36:43,620
+divergence لا يساوي zero إذا أن هو لا divergence
+
+457
+00:36:43,620 --> 00:36:47,240
+ولا sinusoidal أنا لازم يكون zero عشان أقول ده إذا
+
+458
+00:36:47,240 --> 00:36:53,740
+هدول هتبقى ببقى بس تبعدهم من احتماليتها فسألنا ع
+
+459
+00:36:53,740 --> 00:36:55,820
+كيم يتأكد أن هو لا B ولا هو C
+
+460
+00:37:00,460 --> 00:37:06,400
+خلّيني أقول لك تلاتة X ترمية Y زت ويئة تمتن X
+
+461
+00:37:06,400 --> 00:37:17,240
+cubed زت ويئة تالتة X cubed Y minus اتنين زت أنا 
+
+462
+00:37:17,240 --> 00:37:24,860
+X hat بس أكثر هدوله هيكون تفاضل هده تفاضل هده
+
+463
+00:37:24,860 --> 00:37:30,600
+تفاضل هده تفاضل هده اتنين X تفاضل بالنسبة ل X
+
+464
+00:37:30,600 --> 00:37:31,220
+ما هيكون؟ تفاضل بالنسبة ل X ما هيكون؟ تفاضل بالنسبة
+
+465
+00:37:31,220 --> 00:37:32,540
+ل X ما هيكون؟ تفاضل بالنسبة ل X ما هيكون؟ تفاضل
+
+466
+00:37:32,540 --> 00:37:33,700
+بالنسبة ل X ما هيكون؟ تفاضل بالنسبة ل X ما هيكون؟
+
+467
+00:37:33,700 --> 00:37:33,860
+تفاضل بالنسبة ل X ما هيكون؟ تفاضل بالنسبة ل X
+
+468
+00:37:33,860 --> 00:37:34,020
+ما هيكون؟ تفاضل بالنسبة ل X ما هيكون؟ تفاضل بالنسبة
+
+469
+00:37:34,020 --> 00:37:34,960
+ل X ما هيكون؟ تفاضل بالنسبة ل X ما هيكون؟ تفاضل
+
+470
+00:37:34,960 --> 00:37:36,920
+بالنسبة ل X ما هيكون؟ تفاضل بالنسبة ل X ما هيكون؟
+
+471
+00:37:36,920 --> 00:37:40,600
+تفاضل
+
+472
+00:37:40,600 --> 00:37:51,340
+بالنسبة ل X ما هيكون؟ تفاضل
+
+473
+00:37:51,340 --> 00:37:56,460
+بالنسبة
+
+474
+00:37:56,460 --> 00:38:07,350
+ل X ما هيكون -3X³Y -3X³Y
+
+475
+00:38:07,350 --> 00:38:10,690
+-3X³Y
+
+476
+00:38:10,690 --> 00:38:16,730
+-3X³Y -3X³Y
+
+477
+00:38:16,730 --> 00:38:21,210
+-3X³Y -3X³Y
+
+478
+00:38:21,210 --> 00:38:23,230
+-3X³Y
+
+479
+00:38:26,440 --> 00:38:29,880
+الكلب بيساوي Zero الكلب بيساوي Zero إذا هو ماله
+
+480
+00:38:29,880 --> 00:38:34,520
+Conservative هاي واحد منهم أخذناه هاي عامة حد هو
+
+481
+00:38:34,520 --> 00:38:37,940
+Conservative ايش طلع علينا نفحص ليه ادتنا البيع؟
+
+482
+00:38:37,940 --> 00:38:40,660
+هدول احنا متأكدين مش هنختارهم اللي هو ال
+
+483
+00:38:40,660 --> 00:38:44,260
+divergence وسنون دول ده و rotational لأن طلعنا
+
+484
+00:38:44,260 --> 00:38:49,020
+الكلب بيساوي Zero إذا هو Conservative وسنون دول ده
+
+485
+00:38:49,020 --> 00:38:52,920
+مش صحيح لأن ال divergence لها سوا Zero لإذن هدول
+
+486
+00:38:52,920 --> 00:38:57,400
+اللي اتحققوا تظهر نكمل هاي احنا طبعًا هدا و هدا،
+
+487
+00:38:57,400 --> 00:39:01,620
+تمام هذا طبعًا كل كل zero خلاص، هذا zero، ضال علينا
+
+488
+00:39:01,620 --> 00:39:05,860
+أجيب دل ال divergence مثلًا أنا أكتب ده هنا، بس
+
+489
+00:39:05,860 --> 00:39:11,740
+عاوزة بدنا نأخذ دي x by دي y، وين ال divergence
+
+490
+00:39:11,740 --> 00:39:16,020
+تبعك؟ دي x by دي y، دي a x by دي x
+
+491
+00:39:24,030 --> 00:39:31,410
+D2AXYDX D2AXYDX D2AXYDX
+
+492
+00:39:31,410 --> 00:39:39,530
+D2AXYDX D2AXYDX D2AXYDX
+
+493
+00:39:39,530 --> 00:39:50,570
+D2AXYDX
+
+494
+00:39:51,450 --> 00:40:01,290
+بدّل هذا هو عبارة عن 6xyz - 2 أي
+
+495
+00:40:01,290 --> 00:40:08,430
+تفاضل مش هيفاضل عن نقصين صح؟ بنفضل
+
+496
+00:40:08,430 --> 00:40:14,370
+بالأول يعني ل x يعني بقى 6 بسلامة أجل بس حلي نكتب
+
+497
+00:40:14,370 --> 00:40:16,290
+احنا مين هو اللي بنقوله اللي هو الدل
+
+498
+00:40:20,140 --> 00:40:25,820
+ماذا سيحصل؟ ستة وزد
+
+499
+00:40:25,820 --> 00:40:38,520
+اكس هات أيوة
+
+500
+00:40:38,520 --> 00:40:45,230
+وزدها سمالها دل دعي فرج A لتساوى Zero فإذا دي
+
+501
+00:40:45,230 --> 00:40:49,330
+الترميع قالة تساوي zero، إذا هو مش هامل، إذا هو بس
+
+502
+00:40:49,330 --> 00:40:52,550
+conservative، واضح؟ هذه الأسئلة برضه تواجه في
+
+503
+00:40:52,550 --> 00:40:57,130
+الامتحان، فينكم أسئلة كثير في الكتاب، يعني بدكم
+
+504
+00:40:57,130 --> 00:41:00,850
+تشوفوا هدول ال kids، أسئلة عليهم، تحلوهم، جيبوا
+
+505
+00:41:00,850 --> 00:41:04,610
+line integral, surface integral, volume integral،
+
+506
+00:41:04,610 --> 00:41:06,610
+هدولها كلهم أسئلة من الكتاب
+
+507
+00:41:13,280 --> 00:41:16,780
+النقاء القادم إن شاء الله يبدو شكر جديد واتفقنا أن
+
+508
+00:41:16,780 --> 00:41:18,900
+امتحانكم يوم ثلاثين أحد عشر 
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/5STYzhKVl6A_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/5STYzhKVl6A_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..f8f8f950d2f801793444c903576a7bc7d28d80f5
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/5STYzhKVl6A_raw.srt
@@ -0,0 +1,2032 @@
+1
+00:00:20,570 --> 00:00:24,090
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:24,090 --> 00:00:29,630
+وبركاته احنا اليوم هنكمل موضوع ال vector analysis
+
+3
+00:00:29,630 --> 00:00:33,070
+و هنكمل هو ال second derivative احنا المحاضرة
+
+4
+00:00:33,070 --> 00:00:36,750
+الماضية شوفنا ال second derivative لل scalar كمان
+
+5
+00:00:36,750 --> 00:00:41,730
+شوفنا ال second derivative لل vector شوفنا كمان لل
+
+6
+00:00:41,730 --> 00:00:44,910
+scalar ان اقدر اكتب ال second derivative ب
+
+7
+00:00:44,910 --> 00:00:45,750
+Cartesian
+
+8
+00:00:48,900 --> 00:00:53,260
+و طبعا قلنا انها scalar لانها diverse الدل تبتد
+
+9
+00:00:53,260 --> 00:00:57,980
+بردك دايما scalar فاحنا في ال cartesian شفناه وفي
+
+10
+00:00:57,980 --> 00:01:01,360
+ال cylindrical وفي ال spherical وعرفنا ال harmonic
+
+11
+00:01:01,360 --> 00:01:07,020
+field اللي بتكون الدل بتاعته بالساوة زير بعدين
+
+12
+00:01:07,020 --> 00:01:10,860
+شفنا ال vector field الدل او second derivative لل
+
+13
+00:01:10,860 --> 00:01:14,900
+vector field قلنا بنعبر عنها في المعادلة قدامنا دل
+
+14
+00:01:14,900 --> 00:01:21,680
+التربيه ايه؟ بتساويدل تايفرج a مانوس كيركل a و
+
+15
+00:01:21,680 --> 00:01:27,060
+برضه تلتر بي ا م بتساوي تلتر بي ا x اكسات ذات تلتر
+
+16
+00:01:27,060 --> 00:01:30,920
+بي ا y و اكسات تلتر بي ا زد زد اكسات و قد حكينا ان
+
+17
+00:01:30,920 --> 00:01:36,880
+المحاضرة تمامة وقفنا عن المثال احنا قلنا اواني
+
+18
+00:01:36,880 --> 00:01:42,360
+scalar here زي اللي امشي هنا طلب مننا ان نجلب اللي
+
+19
+00:01:42,360 --> 00:01:43,360
+هو ال second derivative
+
+20
+00:01:58,040 --> 00:02:02,420
+محضان كارتيجين يقولون ان تذكروا دل تربية هو عبارة
+
+21
+00:02:02,420 --> 00:02:09,160
+عن second derivative بالنسبة ل X اتساور
+
+22
+00:02:09,160 --> 00:02:15,120
+second derivative تربيه بالنسبة ل X تربيه X3 تربيه
+
+23
+00:02:15,120 --> 00:02:22,940
+تربيه Y تربيه
+
+24
+00:02:24,990 --> 00:02:28,210
+بعنوان انا ابقى فاضل اول مرة ال B بالنسبة ل X كلمة
+
+25
+00:02:28,210 --> 00:02:36,230
+مرة اتنين
+
+26
+00:02:36,230 --> 00:02:41,730
+نقطة و اتنين كوصين اتنين X اكس هات زائد B by BY
+
+27
+00:02:41,730 --> 00:02:47,830
+وفاضل بالنسبة ل Y هتكون E3-E3Z E3-E3Z E3-E3Z E3
+
+28
+00:02:47,830 --> 00:02:48,850
+-E3Z E3-E3-E3Z E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3
+
+29
+00:02:48,850 --> 00:02:52,290
+-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3
+
+30
+00:02:52,290 --> 00:02:57,520
+-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3-E3بعض الاختصارات
+
+31
+00:03:08,310 --> 00:03:11,230
+يعني إتفاض بسيط يعني مش أكتر بقى بحاجة بس الواحد
+
+32
+00:03:11,230 --> 00:03:15,750
+يكون فيه إيش الأشياء اللي مطلوبينها فمش هترجع قاضل
+
+33
+00:03:15,750 --> 00:03:20,210
+ال 10 بالأعلى بالأسفل X هتجيب Minus 4 E to the
+
+34
+00:03:20,210 --> 00:03:32,750
+minus 6 Cos Inverted Y Sin Inverted X X hat Cos
+
+35
+00:03:32,750 --> 00:03:35,030
+Inverted Y Y hat
+
+36
+00:03:49,790 --> 00:03:53,970
+في حد عنده أي استفسار ما اسمه special course
+
+37
+00:03:53,970 --> 00:03:56,610
+ماكانش بالدولة اصلا في حد بدويا في كهبة اللي عادة
+
+38
+00:03:56,610 --> 00:03:59,970
+يسوقه ان هي فكرة التفاضل زي ما اتفقنا هي second
+
+39
+00:03:59,970 --> 00:04:04,850
+derivative التفاضل مرتين ل V و مرتين ل Y و مرتين ل
+
+40
+00:04:04,850 --> 00:04:10,340
+Z هشوف ان انا X و Y تتنفسد او تسكيل على الكمة Dبس
+
+41
+00:04:10,340 --> 00:04:13,880
+فعلا هذا scalar quantity هي دل ال V انها دل ال
+
+42
+00:04:13,880 --> 00:04:17,220
+diver دل ال diver يعني scalar quantity D2V by DX
+
+43
+00:04:17,220 --> 00:04:21,740
+تربيه زي D2V by DY تربيه زي D2V by DZ تربيه كمرة
+
+44
+00:04:21,740 --> 00:04:25,800
+باكد انه عملت هذا الخطأ لما ان هي خلته vector هي
+
+45
+00:04:25,800 --> 00:04:29,980
+scalar quantity زي ما احنا شفنا كمان مرة ان هي
+
+46
+00:04:29,980 --> 00:04:36,540
+عبارة عن دل diver جدد product عبارة عن scalar
+
+47
+00:04:36,540 --> 00:04:46,230
+quantityو V أصلا هي scalar quantity هذا هو
+
+48
+00:04:46,230 --> 00:04:52,060
+المثال الأولفي بعض ال quantity يعني بشكل عام ال
+
+49
+00:04:52,060 --> 00:04:54,700
+classification تبع ال fields لان بينا نيجي نصنف ال
+
+50
+00:04:54,700 --> 00:04:58,320
+fields لما نقدر ناخد ع ال fields نفترض ان ايه هو
+
+51
+00:04:58,320 --> 00:05:01,960
+بشكل عام هو اي field electric field magnetic field
+
+52
+00:05:01,960 --> 00:05:05,440
+اي تصنيف في اي field بتمن خلال تصنيف ال divergence
+
+53
+00:05:05,440 --> 00:05:08,980
+و ال curve تبعه يعني بحسب ال divergence و ال curve
+
+54
+00:05:08,980 --> 00:05:14,070
+تبعه و قداش كام و ببدأ اصنف ال fieldهل هما
+
+55
+00:05:14,070 --> 00:05:17,590
+vanishing و لا vanishing؟ هل هو يساوي سفر و لا
+
+56
+00:05:17,590 --> 00:05:20,970
+يساوي سفر؟ وبناء عليهم بقرر إيش طبيعة ال field
+
+57
+00:05:20,970 --> 00:05:24,010
+بحناخدهم شوية شوية إيش معنى لما يكونوا تانين zero
+
+58
+00:05:24,010 --> 00:05:28,110
+لما واحد منهم zero والتاني لأ واحد zero والتاني لأ
+
+59
+00:05:28,110 --> 00:05:32,630
+التانين لا يساوي zero يعني هنعرف ال fields بناء
+
+60
+00:05:32,630 --> 00:05:37,230
+على طبيعة ال divergence و ال care تبعهم حتى أعطيهم
+
+61
+00:05:37,230 --> 00:05:41,960
+مسميات و تعريفاتبس ده ايه؟ بشكل عام .. بشكل عام لأ
+
+62
+00:05:41,960 --> 00:05:45,020
+يوصلنا في ال field على واحدة منهم لحالة، يوصلنا
+
+63
+00:05:45,020 --> 00:05:48,360
+نقعد تلتين مع بعض، يعني لازم اجيب ال divergence و
+
+64
+00:05:48,360 --> 00:05:53,320
+ال curl عشان اقول ايش طبيعي في ال fieldمثلًا إن هى
+
+65
+00:05:53,320 --> 00:05:58,080
+نوع من أنواع ال field A بساوى K X hat يعني بهذا
+
+66
+00:05:58,080 --> 00:06:02,960
+الشكل هى ال field اتجاهه قيمته constant K اتجاه X
+
+67
+00:06:02,960 --> 00:06:06,380
+hat لو حسبنا ال divergence تبعه هنلاقيه بساوة صفر
+
+68
+00:06:06,380 --> 00:06:10,560
+لو حسبنا ال curve تبعه برضه بساوة صفر هده نوع من
+
+69
+00:06:10,560 --> 00:06:13,120
+أنواع ال field إله التنين بساوة zero هده مجرد
+
+70
+00:06:13,120 --> 00:06:16,520
+أمثلة لهاي الحلقة و لحلقة A لما يكون ال field ال
+
+71
+00:06:16,520 --> 00:06:19,970
+divergence وال curve بساوة zeroلايلو divergence
+
+72
+00:06:19,970 --> 00:06:23,670
+ولايلو curve يعني لايلو source ولايلو circulation
+
+73
+00:06:23,670 --> 00:06:31,580
+حوالين اللي هو axisهنا ال field مثلا لو كان a
+
+74
+00:06:31,580 --> 00:06:37,980
+بيساوي k r vector يعني x x hat زي y y hat زي z z
+
+75
+00:06:37,980 --> 00:06:42,380
+hat k برضه constant لو جبنا ال divergence تبعه
+
+76
+00:06:42,380 --> 00:06:46,220
+هلاقيها بتساوي تلاتة كيلات تساوي zero إذا ما هي
+
+77
+00:06:46,220 --> 00:06:50,840
+شايفين إذن هي إلها source موجب إذن طالع من ال
+
+78
+00:06:50,840 --> 00:06:55,200
+source واضح؟ لكن ال curve تبعه لو حسبنا ال curve
+
+79
+00:06:55,200 --> 00:07:00,400
+هلاقيه بيساوي zero إذا هذا ال fieldبيمثل لي قيمته
+
+80
+00:07:00,400 --> 00:07:04,980
+k r vector و ال divergence تبعه له سوى zero زى ما
+
+81
+00:07:04,980 --> 00:07:08,220
+أشرحتلكم حتى لو نطلع على الصورة أطول بقول أنه له
+
+82
+00:07:08,220 --> 00:07:11,120
+divergence لكن ال curve تبعه zero مش اللي هو curve
+
+83
+00:07:11,120 --> 00:07:16,700
+فال curve تبعه zero لو جينا على هذا المثال اللي هو
+
+84
+00:07:16,700 --> 00:07:23,220
+عندى a بساوة k cross r اتنين ال vectorsالـ A هو
+
+85
+00:07:23,220 --> 00:07:27,040
+عبارة عن plus product ل K مع R لو حسبت ال
+
+86
+00:07:27,040 --> 00:07:29,100
+divergence على A هو Zero فالشيء عند ال divergence
+
+87
+00:07:29,100 --> 00:07:32,780
+لا بيطلع من ال source ولا بيدخل على ولا sinking
+
+88
+00:07:32,780 --> 00:07:36,100
+ولا emerging لكن الكيرل تبعه بلا إيه اللي بيساوي
+
+89
+00:07:36,100 --> 00:07:39,240
+ال ticket فهو إله curling إله قيمة curl موجة يعني
+
+90
+00:07:39,240 --> 00:07:42,580
+بيكون clockwise سالف بيكون counter clockwise
+
+91
+00:07:42,580 --> 00:07:47,170
+فالقيمة curl ال A موجة بقىفهذا ال field اللي هو
+
+92
+00:07:47,170 --> 00:07:50,470
+curling لكي بلغه share diversions دعونا نشوف field
+
+93
+00:07:50,470 --> 00:07:56,730
+زي هذا A بيساوي k cross R زي CR هذا ال field لو
+
+94
+00:07:56,730 --> 00:07:59,930
+جبت ال diversions تبعه بيطلع له يساوي 0 وال curl
+
+95
+00:07:59,930 --> 00:08:04,510
+يساوي 0هو طالع من source من المقطة و في نفس الوقت
+
+96
+00:08:04,510 --> 00:08:08,510
+ماله بعمل curling يعني هو emerging طالع لبره ال
+
+97
+00:08:08,510 --> 00:08:12,190
+divergence تبعه موجة و في نفس الوقت اش ماله بعمل
+
+98
+00:08:12,190 --> 00:08:16,510
+curling فهذا ال field ماله له both ال divergence و
+
+99
+00:08:16,510 --> 00:08:19,710
+ال curl يسوا zero هذه أسئلة بتيجي في الامتحانة
+
+100
+00:08:19,710 --> 00:08:22,770
+يجيكي field يقولك حسب ال divergence و يحسبيه ال
+
+101
+00:08:22,770 --> 00:08:26,090
+curl عايزاكم اعرفوا كيف تحسب ال divergence و كيف
+
+102
+00:08:26,090 --> 00:08:27,110
+تحسبيه ال curl
+
+103
+00:08:30,840 --> 00:08:33,920
+أول حاجة التصنيفات احنا قلنا حسب ايش طبيعة ال
+
+104
+00:08:33,920 --> 00:08:37,300
+field احنا بنبدأ نصنفه يعني لما يكون عند ال
+
+105
+00:08:37,300 --> 00:08:40,800
+divergence تبع ال field بساوة zero ماله و احنا
+
+106
+00:08:40,800 --> 00:08:43,020
+قلنا ال divergence تبعه ماله zero ال divergence
+
+107
+00:08:43,020 --> 00:08:46,880
+لسه دهمالوش divergence يعني لأ له source ال source
+
+108
+00:08:46,880 --> 00:08:50,400
+تبعه zero مالروحش على نقطة ولا بيطلع من نقطة هاي
+
+109
+00:08:50,400 --> 00:08:53,500
+معناه divergence بيسوا zero دل أو ال divergence
+
+110
+00:08:53,500 --> 00:08:59,000
+تبع ايه بيسوا zero معناه divergence less مالوش
+
+111
+00:08:59,000 --> 00:09:02,000
+divergence او باختصار بيقولوا عنه solenoidal
+
+112
+00:09:02,870 --> 00:09:07,370
+Solenoidal أو Divergence لسه فبكوا تحفظوها لأن هاي
+
+113
+00:09:07,370 --> 00:09:10,450
+الأسئلة بتيجي في الانتحار بعطيك ال field بقولك إيش
+
+114
+00:09:10,450 --> 00:09:13,430
+طبيعي في هذا ال field بتجيب ال divergence تبعه
+
+115
+00:09:13,430 --> 00:09:19,730
+بساوي zero بتقولي Solenoidal هذا ال field معناه لا
+
+116
+00:09:19,730 --> 00:09:23,130
+sinking ولا إيش مالله لا إله source ولا إله sink
+
+117
+00:09:23,130 --> 00:09:26,610
+لا إله source بتطلع منه ولا إله sink اللي بنزل في
+
+118
+00:09:26,610 --> 00:09:29,920
+قلبهامن ال divergence theorem احنا متذكرين ايش هو
+
+119
+00:09:29,920 --> 00:09:31,920
+ال divergence theorem؟ ال clause انتجرال على ال
+
+120
+00:09:31,920 --> 00:09:35,840
+surface دقاقه ال DS ايش بيساوي ال volume انتجرال ل
+
+121
+00:09:35,840 --> 00:09:40,040
+divergence ADVمتذكرين هال divergence of sphere؟
+
+122
+00:09:40,040 --> 00:09:42,880
+قولنا ال class integral على ال surface بساوي a dot
+
+123
+00:09:42,880 --> 00:09:46,740
+ds بتساوي ال volume integral بس divergence a بساوي
+
+124
+00:09:46,740 --> 00:09:52,020
+zero إذا ماله ال surface integral بساوي zero هذا
+
+125
+00:09:52,020 --> 00:09:55,840
+معناه إن مجموعة ال flux اللي داخل بساوي اللي خارج
+
+126
+00:09:55,840 --> 00:09:58,820
+لما يكون ليه، احنا قولنا هذا ال class surface
+
+127
+00:09:58,820 --> 00:10:02,080
+integral بسميه ال flux متذكرين؟ سمينا ب Psi، ال
+
+128
+00:10:02,080 --> 00:10:05,980
+fluxمعنى ان يكون ال flux بيساوي zero معناه ان
+
+129
+00:10:05,980 --> 00:10:08,480
+الحطوط اللى دخلت بساوي الحطوط اللى خرجت من ال
+
+130
+00:10:08,480 --> 00:10:12,720
+surface كمان مفهوم اوصله منه اذا ان هو solenoidal
+
+131
+00:10:12,720 --> 00:10:17,340
+معناه ان ال divage بيساوي zero كمان ال flux بتاعه
+
+132
+00:10:17,340 --> 00:10:21,680
+بيساوي zero لان ال closed surface integral لهذا ال
+
+133
+00:10:21,680 --> 00:10:25,700
+vector field بيساوي zero معناه عدد الحطوط اللى
+
+134
+00:10:25,700 --> 00:10:29,940
+بتدخل ال surface لازم تساوي عدد اللى تخرج منهامن
+
+135
+00:10:29,940 --> 00:10:32,900
+أمثلة الـ fields اللي هي أسنانويدال، ال
+
+136
+00:10:32,900 --> 00:10:36,360
+incompressible في fluids اللي هي السواق اللي غير
+
+137
+00:10:36,360 --> 00:10:40,060
+مضغوطة، magnetic fields، هي الأمثلة برضه يازم
+
+138
+00:10:40,060 --> 00:10:43,120
+تكونوا حافظينها في امتحان النصفي، conduction
+
+139
+00:10:43,120 --> 00:10:47,560
+current densityunder steady state conditions مش اي
+
+140
+00:10:47,560 --> 00:10:49,900
+conduction current لكن conduction current density
+
+141
+00:10:49,900 --> 00:10:54,520
+under steady state conditions بشكل عام هذا ال
+
+142
+00:10:54,520 --> 00:10:59,200
+field اللي له ال divergence بسوة zero بقدر اعبر
+
+143
+00:10:59,200 --> 00:11:03,600
+عنه هذا ال field ايه ب care field التالي لان احنا
+
+144
+00:11:03,600 --> 00:11:08,300
+اتعلمنا ان diverge ال care بسوة zero واضح؟ احنا
+
+145
+00:11:08,300 --> 00:11:13,200
+قلنا ان diverge ال care بشكل عام قلنا diverge
+
+146
+00:11:15,150 --> 00:11:18,950
+الـKern مثلا ال field up is diverged الـKern
+
+147
+00:11:18,950 --> 00:11:23,690
+بيساوي 0 و احنا بنقول السنونويدل field diverged
+
+148
+00:11:23,690 --> 00:11:27,190
+تبعه 0 مع أنها بشكل عام أي field ال divergence
+
+149
+00:11:27,190 --> 00:11:31,410
+تبعه ساوي 0 بقدر أعبر عنه لإنه بيساوي K و field
+
+150
+00:11:31,410 --> 00:11:36,730
+داني اذا لما يكون عندى
+
+151
+00:11:40,680 --> 00:11:45,960
+بقدر اقول ان دفع دفع دفع دفع دفع دفع دفع دفع
+
+152
+00:11:49,170 --> 00:11:53,170
+إذاً هيك معناه إنه بقدر أعبّل عن ال A field دلالة
+
+153
+00:11:53,170 --> 00:11:58,150
+ال F أو مثلا هذا ال F بيه C بس ال curve تبعه معروف
+
+154
+00:11:58,150 --> 00:12:02,250
+لأنه A بتساوت .. إذا ساوت curve ال field تاني،
+
+155
+00:12:02,250 --> 00:12:05,530
+divergence هذا ال curve بساوة Zero إذا أكمل سنتجة
+
+156
+00:12:05,530 --> 00:12:08,050
+سنتجنا، قولنا إذا هذا ال field كان Solenoidal، إيش
+
+157
+00:12:08,050 --> 00:12:11,230
+معناه؟ أو ال divergence لس، إن ال divergence تبعه
+
+158
+00:12:11,230 --> 00:12:15,340
+بساوة Zeroهذه اسمها ال divergence تبعه صوه zero
+
+159
+00:12:15,340 --> 00:12:18,640
+معناه ال flux برضه صوه zero يعني ال flow of
+
+160
+00:12:18,640 --> 00:12:21,660
+surface integral لهذا ال field صوه zero معناه عدد
+
+161
+00:12:21,660 --> 00:12:24,120
+خطوط الفيض اللي داخل على ال surface بالساعة الخطوط
+
+162
+00:12:24,120 --> 00:12:27,240
+اللي طالعة من ال surface كمان لإن احنا عارفين ال
+
+163
+00:12:27,240 --> 00:12:30,140
+divergence الكيار بصوه zero إذا هذا ال field تبعه
+
+164
+00:12:30,140 --> 00:12:35,190
+مادر أكتر بدلالة كيار في ال field تانيهذه
+
+165
+00:12:35,190 --> 00:12:39,310
+الاستنتاجات اذا كان دايفرج ايه بيساوي 0 اذا ال
+
+166
+00:12:39,310 --> 00:12:43,770
+surface integral لدى ال DS بيساوي 0 وكمان ال field
+
+167
+00:12:43,770 --> 00:12:49,630
+تبع ايه بيساوي k ال field تاني ال vector a ال
+
+168
+00:12:49,630 --> 00:12:54,610
+rotational يعني لا يلوف ال rotational بلوف ال
+
+169
+00:12:54,610 --> 00:12:59,580
+rotational لايلوفاو potential بقول عن ال field ال
+
+170
+00:12:59,580 --> 00:13:03,660
+rotational او potential اذا كان ال curve تبعه بسوء
+
+171
+00:13:03,660 --> 00:13:07,520
+0 هاي كمان تصنيف اذا نقولنا divergence less اذا
+
+172
+00:13:07,520 --> 00:13:10,880
+كان divergence تبعه بسوء 0 ال rotational او
+
+173
+00:13:10,880 --> 00:13:14,360
+potential اذا كان ال curve بسوء 0 طب احنا نذاكرين
+
+174
+00:13:14,360 --> 00:13:17,380
+stock theory مش اهلة لان ال surface integral اللي
+
+175
+00:13:17,380 --> 00:13:20,160
+كان ل a dot ds بتسوء ال closed line او ال
+
+176
+00:13:20,160 --> 00:13:23,480
+circulation ل a dot dl بسوء 0 هذا ال integral
+
+177
+00:13:23,480 --> 00:13:26,860
+يسميها ال circulationالـ A بيساوي 0 إذاً ال
+
+178
+00:13:26,860 --> 00:13:30,100
+circulation بيساوي 0 وانت خدت في رياضيات
+
+179
+00:13:30,100 --> 00:13:32,180
+الcirculation بيساوي 0 إيش بيسمي ال field
+
+180
+00:13:32,180 --> 00:13:37,260
+conservative field معناه إن ال field من أي boss
+
+181
+00:13:37,260 --> 00:13:42,740
+أخده بين نقطتين لازم يعطيه نفس الجواب ممكن أخدته ب
+
+182
+00:13:42,740 --> 00:13:44,500
+6-2 أو أخدته بال
+
+183
+00:13:47,550 --> 00:13:53,130
+لأفض الـDR يساوي 0 إذا كان الـ integral لأفض الـDR
+
+184
+00:13:53,130 --> 00:13:56,630
+ما اعتمدش على ال bus ما بين نقطتين لإن احنا بنعمل
+
+185
+00:13:56,630 --> 00:14:00,610
+integral line integral أفض الـDR بين نقطتين A وB
+
+186
+00:14:00,610 --> 00:14:03,730
+مافرقش أخد هذا ال bus ولا هذا ال bus ولا هذا ال
+
+187
+00:14:03,730 --> 00:14:07,670
+bus أعطان نفس الجواب بنقول إن هاي ال force منها
+
+188
+00:14:07,670 --> 00:14:11,960
+conservative أخدوا قبل هيكهذا مثال مباشر على هذا
+
+189
+00:14:11,960 --> 00:14:15,360
+ال .. احنا بشكل عام هذا field دعم لسه بنحكي عنه اي
+
+190
+00:14:15,360 --> 00:14:18,660
+field اذا ال curl تبعه بصوة zero اذا ال
+
+191
+00:14:18,660 --> 00:14:21,480
+circulation تبعه بصوة zero يعني ال line integral
+
+192
+00:14:21,480 --> 00:14:26,200
+تبعه بصوة zero يعني لو انا بتعمل integral هي plus
+
+193
+00:14:26,200 --> 00:14:32,880
+plus ل a dot dl بصوة zero اش معناه انه انا هيعندي
+
+194
+00:14:32,880 --> 00:14:38,020
+مطبطين مثلا a و b و روحت اخدت هي plus وكملت وقولت
+
+195
+00:14:38,020 --> 00:14:41,860
+مجموع ال integral هيبقى بصوة zeroيعني معناه لو أنا
+
+196
+00:14:41,860 --> 00:14:47,340
+قلت التتابه من A لB زي التتابه من B لA بساوسي تبقى
+
+197
+00:14:47,340 --> 00:14:50,660
+معناه أنه مابعتمدش على البعض بس هو أحد من هنا لهنا
+
+198
+00:14:50,660 --> 00:14:54,920
+و أنا من هنا لهنا ال feel تكون لا يعتمد على البعض
+
+199
+00:14:54,920 --> 00:14:58,260
+أو النتيجة لا تعتمد على البعض وهذا بسميه
+
+200
+00:14:58,260 --> 00:14:59,840
+conservative feel
+
+201
+00:15:06,830 --> 00:15:09,750
+this implies that the line integral is independent
+
+202
+00:15:09,750 --> 00:15:18,530
+of the chosen path لا يعتمد على ال path اللي تم
+
+203
+00:15:18,530 --> 00:15:22,250
+اختياره field is also known as conservative يعني
+
+204
+00:15:22,250 --> 00:15:26,510
+أكمل تعريف صرنا معلفينه ال rotational potential
+
+205
+00:15:26,510 --> 00:15:30,430
+conservative ليش انه conservative؟ لأنه لا يعتمد
+
+206
+00:15:30,430 --> 00:15:34,370
+على ال path لا يعتمد على المصاد لأنه لعين ال
+
+207
+00:15:34,370 --> 00:15:38,540
+circulation تبعه بساوة صفرالأمثلة على هيك ال
+
+208
+00:15:38,540 --> 00:15:40,980
+electrostatic fields و ال gravitational fields
+
+209
+00:15:40,980 --> 00:15:45,140
+هدولة كلهم conservative fields اللي هتبقوا لازم
+
+210
+00:15:45,140 --> 00:15:50,120
+عارفينه عارفين إيش تعريف ال curve سواء zero إيش
+
+211
+00:15:50,120 --> 00:15:53,480
+الأمثلة تعطيهم بالتمام زي هنا قولنا ال divergence
+
+212
+00:15:53,480 --> 00:15:54,400
+و أمثلة عليه
+
+213
+00:15:58,920 --> 00:16:01,360
+دائما احنا لما عرفنا ال kill قولنا kill ال
+
+214
+00:16:01,360 --> 00:16:06,380
+gradient بيساوي 0 و احنا
+
+215
+00:16:06,380 --> 00:16:09,140
+عاملا بنقول kill ال field تبعنا اللي هو ال
+
+216
+00:16:09,140 --> 00:16:17,480
+rotational kill أي field kill ال gradient بالfield
+
+217
+00:16:17,480 --> 00:16:21,140
+بيساوي 0 و معناه بقدر اقول ان ايه بتاعتي بتساوي
+
+218
+00:16:21,140 --> 00:16:25,430
+gradient scalar fieldأيه ال vector بتاعي؟ بيسوي
+
+219
+00:16:25,430 --> 00:16:29,210
+gradient scalar field يعني بقدر احصر اللي حكيناها
+
+220
+00:16:29,210 --> 00:16:33,110
+كله لو كان عندي irrotational field إيش معناها؟ إنه
+
+221
+00:16:33,110 --> 00:16:37,730
+هذا ال field الكيلوب تبعته سواء zero مع أنها برضه
+
+222
+00:16:37,730 --> 00:16:41,130
+ال circulation تبعته بالسواء zero و بقدر أقول إنه
+
+223
+00:16:41,130 --> 00:16:46,020
+ايه بالسواء minus grad Vعشان هيك احنا بنسميه
+
+224
+00:16:46,020 --> 00:16:50,060
+potential field لان بقدر اعبر عن ايه بدلالة scalar
+
+225
+00:16:50,060 --> 00:16:55,020
+potential يعني امثل اقولنا مين ال electrostatic
+
+226
+00:16:55,020 --> 00:16:59,560
+field E ايه بنقدر نكتب دلالة minus grade Phi Phi
+
+227
+00:16:59,560 --> 00:17:03,040
+potential field اقولنا امثلة هذا ال field اللي هو
+
+228
+00:17:03,040 --> 00:17:05,720
+ال field تبعه سوى Zero اللي هو ال electrostatic
+
+229
+00:17:05,720 --> 00:17:10,980
+field E ايه بقدر اعبر عنه minus grade Phi فPhi هذا
+
+230
+00:17:10,980 --> 00:17:12,860
+هو عبارة عن potential scalar
+
+231
+00:17:17,210 --> 00:17:20,570
+عشان هيك بالثاني هدولة ال fields و ال killer تبعهم
+
+232
+00:17:20,570 --> 00:17:24,610
+بيساوي zero potential لإن بقدر أعبر عنهم دلارة
+
+233
+00:17:24,610 --> 00:17:25,970
+scalar potential
+
+234
+00:17:29,340 --> 00:17:32,200
+طبعا ال minus sign ممكن تقول ما هو الجواب صحيح لو
+
+235
+00:17:32,200 --> 00:17:35,840
+أخدت ال minus ولا ما أخدتش ال minus يعني E لو قلت
+
+236
+00:17:35,840 --> 00:17:39,680
+بتساوي grade 5 او E بتساوي minus grade 5 الجواب
+
+237
+00:17:39,680 --> 00:17:44,260
+صحيح لكن ال minus sign هتقلها أسباب فيزيائية يعني
+
+238
+00:17:44,260 --> 00:17:48,620
+عشان ما تكونش تخالف طبيعة ال .. الطبيعة بتاعة ال
+
+239
+00:17:48,620 --> 00:17:52,240
+problem بتاعة ال ecrostatic problem ال minus بتفرق
+
+240
+00:17:52,240 --> 00:17:57,380
+في طبيعة ال .. ال .. ال fieldبس هاي الهدف فيزيائي
+
+241
+00:17:57,380 --> 00:18:03,520
+يعني مش .. مش هيهدف رياضي a vector A is uniquely
+
+242
+00:18:03,520 --> 00:18:07,000
+described within a region by its divergence S
+
+243
+00:18:07,000 --> 00:18:10,660
+-chair هذا الحكي حكينا قولنا أي field بقدر عبر عنه
+
+244
+00:18:10,660 --> 00:18:16,120
+بشكل أكيد يعني unique بتلالة divergence و الchair
+
+245
+00:18:16,120 --> 00:18:18,740
+تبعه لو كان divergence A بيساوره V اللي هو ال
+
+246
+00:18:18,740 --> 00:18:25,250
+sourceوالـ curl A بيساوي رو S يعني إله curl رو V
+
+247
+00:18:25,250 --> 00:18:28,270
+can be regarded as a source دي بنسميها ال source
+
+248
+00:18:28,270 --> 00:18:32,230
+رو S برضه بنسميها ال circulation density هي بنعبر
+
+249
+00:18:32,230 --> 00:18:35,350
+عنها ال source density لإن هذا ال source في ال
+
+250
+00:18:35,350 --> 00:18:38,850
+divergence عند نقطة بتطلع منها أو تدخل عليها
+
+251
+00:18:38,850 --> 00:18:41,870
+فبنسميها ال source density لكن هنا ال circulation
+
+252
+00:18:41,870 --> 00:18:45,890
+فإيش بسميها ال circulation density إذا رو V في هذه
+
+253
+00:18:45,890 --> 00:18:48,890
+الحالة ال V هنا عشان سميناها ال source density
+
+254
+00:18:54,320 --> 00:18:59,840
+لأي vector اللي رو S رو V بروحه للصفر بقدر أعبر عن
+
+255
+00:18:59,840 --> 00:19:02,980
+ال field بقدر أقول طبعا لو اتنين و اتنين صفر معناه
+
+256
+00:19:02,980 --> 00:19:05,020
+انه ماله ال divergence ايه قلنا ماله بيساوي الصفر
+
+257
+00:19:05,020 --> 00:19:10,900
+ال rotational اسمه ال divergence أسرنويدل و ال
+
+258
+00:19:10,900 --> 00:19:14,200
+field بيساوي ال zero ال rotational فأي field اتنين
+
+259
+00:19:14,200 --> 00:19:16,780
+له zero بيكون ماله ال solenoidal و ال rotational
+
+260
+00:19:17,960 --> 00:19:21,320
+لما يكونوا اتنين زيرو لأي field هيكون A بقدر أوع
+
+261
+00:19:21,320 --> 00:19:26,060
+انه ماله solenoidal زاد ال rotational هذا ال field
+
+262
+00:19:26,060 --> 00:19:30,740
+له ال divergence بيساوي زيرو و ال curl بيساوي زيرو
+
+263
+00:19:30,740 --> 00:19:35,320
+بنسميه Helmholtz field و بيطبق ال helmholtz
+
+264
+00:19:35,320 --> 00:19:41,080
+theorem ان A بيساوي minus ال scalar field زاد curl
+
+265
+00:19:41,080 --> 00:19:47,090
+Bهذا نسميها الـ Helmholtz theorem واضح؟ هذا ال
+
+266
+00:19:47,090 --> 00:19:50,630
+field ماله؟ هذا ال field له ال divergence بتساوي
+
+267
+00:19:50,630 --> 00:19:56,350
+zero و ال curve بساوي zero واضح؟ في أي سؤال لحد
+
+268
+00:19:56,350 --> 00:20:00,910
+هنا؟ بنسمي هذا ال field أو يعني المعادلة اللى
+
+269
+00:20:00,910 --> 00:20:04,070
+بتعبر عن ال field اللى له دوس ال divergence و ال
+
+270
+00:20:04,070 --> 00:20:06,350
+curve بتساوي zero Helmholtz theorem
+
+271
+00:20:11,780 --> 00:20:15,780
+مثلًا، لو قلنا احنا خلّينا AOI بالساوية minus للـV
+
+272
+00:20:15,780 --> 00:20:19,560
+زي الـElectric field وAS بالساوية curl الـV زي
+
+273
+00:20:19,560 --> 00:20:22,420
+الـMagnetic field، هيكون عندنا curl الـAOI
+
+274
+00:20:22,420 --> 00:20:26,480
+بالساوية zero و divergence الـAS بالساوية zero، أي
+
+275
+00:20:26,480 --> 00:20:29,500
+vector اللي له divergence A بالساوية رؤس
+
+276
+00:20:34,800 --> 00:20:39,780
+DEL A Diverge
+
+277
+00:20:39,780 --> 00:20:45,780
+A Diverge A Diverge A Diverge
+
+278
+00:20:45,780 --> 00:20:50,080
+Aبشكل عام، اذا اي vector اللي ال divergence تبعه
+
+279
+00:20:50,080 --> 00:20:53,440
+لا تسوى zero ولا ال curl تبعه تسوى zero، بقدر اقول
+
+280
+00:20:53,440 --> 00:20:57,540
+ان دلتر بيه ال a ببعبر عنها بدلالة ال theorem اللي
+
+281
+00:20:57,540 --> 00:21:00,380
+شفناها بالـA اللي هي gradient divergence A minus
+
+282
+00:21:00,380 --> 00:21:04,280
+curl curl A، بقدر اعبر عن divergence A برا V و
+
+283
+00:21:04,280 --> 00:21:08,260
+curl A برا S، هاي طريقة تانية لكتابة اللي هو ال
+
+284
+00:21:08,260 --> 00:21:15,180
+field اللي مالهسولانويدال وليس الـ rotational يعني
+
+285
+00:21:15,180 --> 00:21:18,520
+rotational و divergence مادام الـ divergence تبعه
+
+286
+00:21:18,520 --> 00:21:21,060
+لها يسوى zero إذا ان هو divergence ومادام ال
+
+287
+00:21:21,060 --> 00:21:23,540
+character تبعه لها يسوى zero إذا ان هو rotational
+
+288
+00:21:23,540 --> 00:21:30,160
+واضح فهذا ال field divergence و rotational هذه
+
+289
+00:21:30,160 --> 00:21:33,160
+أسئلة عامة على كل الأشياء اللي حدناها في هذا الشطر
+
+290
+00:21:33,160 --> 00:21:38,860
+نشوف السؤال هذا اللي قولناهذا الـ differential
+
+291
+00:21:38,860 --> 00:21:44,540
+volume هذا جزء من الـ space اذا اعتبرت الصفحة هذا
+
+292
+00:21:44,540 --> 00:21:49,780
+كارتيش الكواردينية الـ XYZ و اخدت مكعب في الفضاء
+
+293
+00:21:49,780 --> 00:21:53,540
+هذا الـ differential volume نعمل matching بين ال
+
+294
+00:21:53,540 --> 00:22:00,100
+items من column A و column B يعني مثلا DL from A
+
+295
+00:22:00,100 --> 00:22:04,690
+to Bهي a to b طبعا هاي ال coordinate صنع x hat y
+
+296
+00:22:04,690 --> 00:22:09,570
+hat z hat يعني هذا الاتجاه هو ال x هذا ال y و اللي
+
+297
+00:22:09,570 --> 00:22:13,930
+طالع هو ال z فبده dl على هذا ال line ايش dl؟ مين
+
+298
+00:22:13,930 --> 00:22:17,070
+اللي بتغير في هذا ال line ال y ال y برافو عليك يا
+
+299
+00:22:17,070 --> 00:22:21,030
+لما مالها بس لما اللي معايا يعني ما شاء الله عليها
+
+300
+00:22:21,030 --> 00:22:24,550
+لما يعني هنا ياهوا كلكوا تكونوا معايا اذا هذا الحط
+
+301
+00:22:24,550 --> 00:22:29,950
+او هذا المصار اللي بتغير في مين ال yفبيكون عندى dy
+
+302
+00:22:29,950 --> 00:22:34,210
+y hat اذا مين هو يا لما الجواب انك انت الجواب ده
+
+303
+00:22:34,210 --> 00:22:43,950
+اللي هي ستة صح ستة اللي بعده dl من a ل d من a ل d
+
+304
+00:22:43,950 --> 00:22:48,930
+ايش اللي بتغير هنا z bravo عليكم d z اذا على a d
+
+305
+00:22:48,930 --> 00:22:55,930
+هو d z z hat اذا هو مين سبع ممتازين dl from a to e
+
+306
+00:22:56,830 --> 00:23:02,470
+from A to E مين اللي بتغير هنا ال X ال X ليش ال Y؟
+
+307
+00:23:02,470 --> 00:23:05,510
+ال Y ثابتة على Zero يعني إذا فرقتنا إن هو ده على
+
+308
+00:23:05,510 --> 00:23:09,390
+Zero قعدت بتمام أو على قيمة Y ثابتة هنا اللي بتغير
+
+309
+00:23:09,390 --> 00:23:14,510
+هو ال X A to E اللي بتغير هو DX X hat اللي هو رقم
+
+310
+00:23:14,510 --> 00:23:21,650
+5 طب DS على الفاس A B C D مين السابت هنا و مين
+
+311
+00:23:21,650 --> 00:23:27,110
+اللي بتغير؟ مين السابت؟الـ X اللي ثابتة و اللي
+
+312
+00:23:27,110 --> 00:23:31,050
+بتغير ال Y أصلا هو ال Y و ال Z I D X لأنها
+
+313
+00:23:31,050 --> 00:23:34,950
+differential volume DY DX DZ هذا ال surface mean
+
+314
+00:23:34,950 --> 00:23:39,110
+اللي ثابت فيه اللي هو ال X و اللي بتغير فيه ال Y و
+
+315
+00:23:39,110 --> 00:23:43,090
+ال Z طب ال .. ال .. هذا vector ال DS إيش اتجاهه دي
+
+316
+00:23:43,090 --> 00:23:47,870
+و إيش اتجاهه؟ إذا حيكون اتجاهه في اتجاه ال X hat
+
+317
+00:23:47,870 --> 00:23:52,710
+برا ال volumeبدي دايما احط ال unit vector بحيث انه
+
+318
+00:23:52,710 --> 00:23:56,130
+يكون برا ال volume فهو ال volume تبعي ف ال surface
+
+319
+00:23:56,130 --> 00:23:59,910
+hat هيكون عمودي عليه و بره عشان هيك هيكون x hat
+
+320
+00:23:59,910 --> 00:24:06,090
+اذا اي واحد فيهم ال اولاني رقم واحد dy dz x hat
+
+321
+00:24:06,090 --> 00:24:16,290
+طيب اللي بعده ال surface element ds للفاس a e hD
+
+322
+00:24:16,290 --> 00:24:23,150
+لو هذا A, E, H, D مين اللي بتغير فيه؟ دي Z و دي X
+
+323
+00:24:23,150 --> 00:24:28,740
+صح؟Y ثابتة عند مثلا السفر و لا عند .. يعني هاد
+
+324
+00:24:28,740 --> 00:24:31,840
+خلنا نقول Y ثابتة عند السفر هاد يقول مثلا عند خمسة
+
+325
+00:24:31,840 --> 00:24:36,900
+مثلا اذا هاد مين بتغير فيه اللي هو DZ و DX طب ايش
+
+326
+00:24:36,900 --> 00:24:42,580
+قيمة ال unit vector سالب Y hat لأن هيك من الاتجاه
+
+327
+00:24:42,580 --> 00:24:45,040
+لبرا ال volume احنا دفعنا الدنيا اللي بيكون برا
+
+328
+00:24:45,040 --> 00:24:49,360
+اذا هو عبارة عن مين قلنا DY DZ و سالب اللي هو اذا
+
+329
+00:24:49,360 --> 00:24:53,720
+هيكون اتنين قلنا ايش هو DX
+
+330
+00:25:06,700 --> 00:25:12,040
+ممتاز هذا التغير XY و X اتجاهه سالب Z ممتازين يعني
+
+331
+00:25:12,040 --> 00:25:15,680
+واضحة لكل فكرة يعني بناخد اللي هو المتغيرين هم
+
+332
+00:25:15,680 --> 00:25:19,380
+بيعطوني قيمة ال surface المجلة اللي تبعها والاتجاه
+
+333
+00:25:19,380 --> 00:25:23,120
+ده من برا ال volume عشان هيقول اللي هو ال minusطب
+
+334
+00:25:23,120 --> 00:25:29,940
+أخر واحد اللي هو ال case A B F E مين المتغيرات؟ D
+
+335
+00:25:29,940 --> 00:25:38,480
+Y D X والاتجاه إيش هيكون؟ Z نعم مجب Z اللي هو إيش
+
+336
+00:25:38,480 --> 00:25:46,420
+هيكون أي واحد فيهم؟ اللي هو تلاتة، bravoكمان في
+
+337
+00:25:46,420 --> 00:25:49,640
+أين؟ في الـ cylindrical coordinate هنعمل مثال و
+
+338
+00:25:49,640 --> 00:25:52,980
+أشرك مثال على ال line و مثال على ال surface ناخد
+
+339
+00:25:52,980 --> 00:26:01,500
+مثلا هو DL من D to L D to L مين اللي بتغير هنا؟
+
+340
+00:26:01,500 --> 00:26:05,920
+مين بتغير هنا؟ هو أصلا مرسوم الرسلة هذا إيش بتغير
+
+341
+00:26:05,920 --> 00:26:10,600
+أين؟ دي رو صح؟ و هذا اللي هو ال curve D Phi رو D
+
+342
+00:26:10,600 --> 00:26:16,240
+Phi و هذا مين؟ ال DZ هاي ال coordinates روفاي زد
+
+343
+00:26:16,240 --> 00:26:23,980
+اذا هنا مين بتغير الى دي زد دي زد دي زد خلنا نشوف
+
+344
+00:26:23,980 --> 00:26:29,020
+ان هو فيه هون هيكون دي زد زد هاتأمام؟ ناخد ال
+
+345
+00:26:29,020 --> 00:26:37,240
+surface مثلا a,b,f,e a,b,f,e هذا ال surface هذا ال
+
+346
+00:26:37,240 --> 00:26:42,260
+links ايش بيساوي؟ رو دي فاي و هذا دي ال؟ دي رو،
+
+347
+00:26:42,260 --> 00:26:47,360
+اذا دي رو، رو، دي رو، دي فاي و ايش العمودي علينيه؟
+
+348
+00:26:47,360 --> 00:26:52,380
+ز هات، اذا احنا بيكون رو، دي رو، دي فاي، ز هات،
+
+349
+00:26:52,380 --> 00:26:58,500
+مفتاحطب نشوف هذا ال surface معطينا شكل source او
+
+350
+00:26:58,500 --> 00:27:03,200
+شكل field هدفيه و بقولنا ايش طبيعته هو current
+
+351
+00:27:03,200 --> 00:27:07,140
+density J هذا ال current density J بمثلنى current
+
+352
+00:27:07,140 --> 00:27:11,920
+density J و بقولنا قوليلي ايش طبيعته هل طبيعته
+
+353
+00:27:11,920 --> 00:27:16,620
+صحيحة ان هو على ال surface على ال top surface
+
+354
+00:27:16,620 --> 00:27:21,420
+divergence بينما على الجوانب divergence lessهل هذا
+
+355
+00:27:21,420 --> 00:27:26,860
+صحي ولا لأ؟ هل هنا divergence؟ فهذا ال topsurface
+
+356
+00:27:26,860 --> 00:27:30,660
+و هنا divergence less صحيح احنا مش تعرفنا
+
+357
+00:27:30,660 --> 00:27:33,960
+divergence less زي ال kx hat مالهوش divergence
+
+358
+00:27:33,960 --> 00:27:38,020
+divergence سبقه هيكون zero مش طالع ولا داخل مالهوش
+
+359
+00:27:38,020 --> 00:27:41,640
+source لكن على ال top في source هيه طالع طالع و
+
+360
+00:27:41,640 --> 00:27:44,560
+داخل كمان يعني طالع من هذه النقطة و داخل هذه
+
+361
+00:27:44,560 --> 00:27:47,740
+النقطة اذا هو بالفعل على ال top surface هو
+
+362
+00:27:47,740 --> 00:27:51,300
+divergence بطلع من نقطة من source و بروح على
+
+363
+00:27:51,300 --> 00:27:56,080
+source تاني لكن عندي جواند مال وخطوط مستقيمةخطوط
+
+364
+00:27:56,080 --> 00:27:59,680
+مستقيمة معناها لا sinking ولا sourcing ولا حتى
+
+365
+00:27:59,680 --> 00:28:02,400
+curling فإذا اللي بيحكي إن هو فقط على ال top
+
+366
+00:28:02,400 --> 00:28:06,160
+surface divergence بينما على جوانب divergence لسه
+
+367
+00:28:06,160 --> 00:28:12,720
+صحيح إذا إن هو أتروج أهو قبل إتر هم يعطينا field A
+
+368
+00:28:13,860 --> 00:28:18,360
+وقت كان بيست AS هنا انا حاطبتكم براجع على كل
+
+369
+00:28:18,360 --> 00:28:21,580
+الأشياء انه معناه harmonic انه ال delta V على
+
+370
+00:28:21,580 --> 00:28:25,380
+scalar field بساوة zero ال divergence بتاعه بساوة
+
+371
+00:28:25,380 --> 00:28:29,120
+zero معناه divergence less سلوندويدل هي نفسها
+
+372
+00:28:29,120 --> 00:28:33,310
+divergence lessrotational معناه ان ال care تبعه
+
+373
+00:28:33,310 --> 00:28:36,830
+لايه سوا زيرو conservative ال care تبعه بسوا سفره
+
+374
+00:28:36,830 --> 00:28:40,470
+بدي اخد هذا ال field و اطبق عليه كل هذه الأشياء
+
+375
+00:28:40,470 --> 00:28:44,570
+اجيب الدلتر بيه اللي هو vector field بقى انا بس
+
+376
+00:28:44,570 --> 00:28:49,070
+يعني كمثال حتى هو برضه بقدر احط الدلتر بيه ايه اذا
+
+377
+00:28:49,070 --> 00:28:52,390
+كان الدلتر بيه ايه بسوا زيرو كل harmony ال
+
+378
+00:28:52,390 --> 00:28:55,170
+divergence تبعه بسوا زيرو معناه divergence less
+
+379
+00:28:57,160 --> 00:28:59,880
+الـKey اللي بتبعه لو يسوي Zero معناه Rotational
+
+380
+00:28:59,880 --> 00:29:03,240
+الـKey اللي بيسوي Zero معناه Conservative إذا نبدأ
+
+381
+00:29:03,240 --> 00:29:06,180
+أخد هذا ال Metrophed و أطبق كل هذه الأشياء عليه
+
+382
+00:29:06,180 --> 00:29:14,820
+نبدأ، حد بيحب يطلع؟ حد بيحب يطلع؟ حاجة حاجة، حد
+
+383
+00:29:14,820 --> 00:29:23,660
+بيحب يطلع؟ كده مرة لنا؟ يلّا أطلعهي اسمها الهجرة
+
+384
+00:29:23,660 --> 00:29:26,060
+نيجي لل harmonic احنا اشي قولنا ال harmonic اللي
+
+385
+00:29:26,060 --> 00:29:29,880
+هو بده اقيس الدل تربيع تبعه لل vector field اللي
+
+386
+00:29:29,880 --> 00:29:32,340
+هو تقريبا السؤال اللي عملته طولها معاكش رايب تمسح
+
+387
+00:29:32,340 --> 00:29:36,180
+اللعجنة هو في وسع معاك بس تمسحين اللعجنة
+
+388
+00:29:43,910 --> 00:29:46,710
+الدل تربيع طب عميلنا برضه ال field ناله في ال
+
+389
+00:29:46,710 --> 00:29:49,390
+Cartesian Coordinate اذا معناها بعضنا نستخدم دي
+
+390
+00:29:49,390 --> 00:29:58,270
+تربيع by دي X تربيع Xها زي F by دي X تربيع او اول
+
+391
+00:29:58,270 --> 00:30:03,990
+اول اول نعمل دل تربيع AX Xها زي الدل تربيع AYY ها
+
+392
+00:30:03,990 --> 00:30:10,170
+عشان نشوف اسكالة اه بس هو هذا هي الدل اسكالة الدل
+
+393
+00:30:10,170 --> 00:30:15,630
+اسكالةبس اعمل من تربيرانها اشي بيساوي دل ضد دل لكن
+
+394
+00:30:15,630 --> 00:30:20,510
+هدم قام جي عمين على vector field عشان خطبناها انها
+
+395
+00:30:20,510 --> 00:30:27,910
+عبارة عن دل تربية ax x hat ذأت دل تربية ay y hat
+
+396
+00:30:27,910 --> 00:30:33,710
+ذأت دل تربية az z يعني اش هعمل second derivative ل
+
+397
+00:30:33,710 --> 00:30:39,150
+ال x component ذأت second y derivative ل ال x
+
+398
+00:30:39,150 --> 00:30:44,480
+componentزائد second derivative of z component هو
+
+399
+00:30:44,480 --> 00:30:49,460
+x hat لو
+
+400
+00:30:49,460 --> 00:30:52,780
+كان scalar field هتكون مفيش يعني هيكون بس بالتربيه
+
+401
+00:30:52,780 --> 00:30:54,100
+على scalar field
+
+402
+00:31:14,760 --> 00:31:20,560
+أو لحد ال second derivative ل X ل مين؟ ل X كله طيب
+
+403
+00:31:20,560 --> 00:31:26,320
+و ال Y derivative ل مين؟ Y كله هو بتطلع هاي جزء من
+
+404
+00:31:26,320 --> 00:31:29,600
+الحلقة بس احنا قاعدت بيهم على انهم Δ V زي ما انا
+
+405
+00:31:29,600 --> 00:31:36,400
+كتبتها دي التربيه A XX hat capital A هو ال field A
+
+406
+00:31:36,400 --> 00:31:37,520
+XX hat
+
+407
+00:31:40,700 --> 00:31:49,600
+اي واي هات زائد دلتر بيه از زت هات يعني انا بدي
+
+408
+00:31:49,600 --> 00:31:55,340
+اجيب الدلتر بيه ده ال vector فيه ال x component و
+
+409
+00:31:55,340 --> 00:32:00,240
+ال y component و ال z component ده دي معناه هال
+
+410
+00:32:00,240 --> 00:32:05,620
+second derivative لax بالنسبة لxزائد اعوض عن ال
+
+411
+00:32:05,620 --> 00:32:09,480
+del بس لحظة x تربيع زائد ال second derivative d
+
+412
+00:32:09,480 --> 00:32:18,580
+تربيع by dy تربيع زائد del تربيع by z تربيع لمين
+
+413
+00:32:18,580 --> 00:32:28,220
+separate للax ax x زائد second derivative عرفت ايش
+
+414
+00:32:28,220 --> 00:32:32,380
+المحقق تبعي dx تربيع مبسوط هو اودي تنقليه بس لمين
+
+415
+00:32:32,380 --> 00:32:40,700
+هلقيتهابال Y كم هو ناقص اي
+
+416
+00:32:40,700 --> 00:32:42,380
+حاجة
+
+417
+00:32:58,100 --> 00:33:00,560
+بتذكر سكريات الاخرين، بحي حاجة بس احنا كمان
+
+418
+00:33:00,560 --> 00:33:03,640
+بتذكرين كمان يعني عشان نحط يعني طريقة تانية وممكن
+
+419
+00:33:03,640 --> 00:33:07,960
+توفر علينا شغل كتير مش احنا بقلنا دل تنبيه ا
+
+420
+00:33:07,960 --> 00:33:17,500
+متساوي اجرم دايدر ا minus curl curl ال a برضه انا
+
+421
+00:33:17,500 --> 00:33:21,140
+ممكن استغل هذه، يا بعمل هاي، يا بعمل هاي، ليش؟ انا
+
+422
+00:33:21,140 --> 00:33:26,000
+في النهاية بدي أحسب الدايدر، مش لازمني، بدي أحسب
+
+423
+00:33:26,000 --> 00:33:27,500
+ال curl، لازمني
+
+424
+00:33:45,400 --> 00:33:50,420
+مش plus minus عشان ماكنش كتبلكم حاجة
+
+425
+00:33:55,440 --> 00:34:00,240
+طبعا يعني انا بعمل الدمانية و بعمل الدانية حسب ايش
+
+426
+00:34:00,240 --> 00:34:03,700
+انا بفضل لو بدنا نعمل ال divergence كيف بجيب ال
+
+427
+00:34:03,700 --> 00:34:09,240
+divergence ال divergence ايه اللي عملتيه في الأول
+
+428
+00:34:09,240 --> 00:34:16,580
+هاين dot product اللي هي dAx by dx هاي dot product
+
+429
+00:34:16,580 --> 00:34:23,500
+زي dAy by dy زي dAz
+
+430
+00:34:26,740 --> 00:34:30,200
+تلاحظين ان ال divergence ملبوطة على سكالة لإن بقاش
+
+431
+00:34:30,200 --> 00:34:32,660
+بتعمل في عمرها application للدل هادر بتطلع
+
+432
+00:34:32,660 --> 00:34:39,230
+للvector لإن لأ لما بقاش بتحط الدل عشان تدفعمش
+
+433
+00:34:39,230 --> 00:34:41,650
+عامل الدل على الـ divergence اللي هو القرن اللي
+
+434
+00:34:41,650 --> 00:34:48,070
+بتظهرلكم، إيش هيعطينا الدل؟ d by dx إكسها، زائد d
+
+435
+00:34:48,070 --> 00:34:54,750
+by dy، yها، زائد d by dz، zها، تعني ال application
+
+436
+00:34:54,750 --> 00:35:01,310
+على اللي هو القرن اللي بتظهرلكم، dx by dy, x زائد
+
+437
+00:35:01,310 --> 00:35:05,350
+dy by dy
+
+438
+00:35:09,400 --> 00:35:14,140
+هيطلع معنا ناتج vector مش scalar واضح انه هاد اصلا
+
+439
+00:35:14,140 --> 00:35:19,800
+vector دل تربيع اه vector دل ال diverse صحيح هي
+
+440
+00:35:19,800 --> 00:35:23,100
+scalar لكن applied على vector P فهو ناتج vector
+
+441
+00:35:23,100 --> 00:35:26,640
+واضح؟
+
+442
+00:35:26,640 --> 00:35:35,900
+في مجال تروح غير طالبة ولا تكمل هنا تكمل
+
+443
+00:35:35,900 --> 00:35:36,760
+هنا تعالى
+
+444
+00:35:43,660 --> 00:35:47,920
+أول حاجة بتفاضل هذه الكمبونات بالنسبة ل X هتعطينا
+
+445
+00:35:47,920 --> 00:35:54,480
+6
+
+446
+00:35:54,480 --> 00:36:04,880
+X 6 X زائد التفاضل هاي بالنسبة ل Y هو Zero التفاضل
+
+447
+00:36:04,880 --> 00:36:10,710
+هاي بالنسبة ل Z هيكون هذاخلاص، إذا النتج ماله لا
+
+448
+00:36:10,710 --> 00:36:13,890
+يساوي zero ديري فالي، صح؟ ال divergence لا يساوي
+
+449
+00:36:13,890 --> 00:36:18,050
+zero، خط هذا لا يساوي zero طبعا بيكفيني جزء إنه لا
+
+450
+00:36:18,050 --> 00:36:21,150
+يساوي zero، بس ده حلينا اختياطها، لحظة يكون
+
+451
+00:36:21,150 --> 00:36:24,870
+بالنهاية لما أقعد أدله، أجيب دليل كير بكير، نجيب
+
+452
+00:36:24,870 --> 00:36:28,130
+كير للآخر، كير للآخر، طبعا هي أسهل أنتم شايفين
+
+453
+00:36:28,130 --> 00:36:31,980
+حاجة جميلة بالسرعةفانا هجيبكوا ال divergence
+
+454
+00:36:31,980 --> 00:36:35,960
+فهجيبوا ال kill و ايه؟ اذا ال divergence تبعه لا
+
+455
+00:36:35,960 --> 00:36:40,760
+يساوي zero اذا ان هو ماله هي احد قصائصه ماله ال
+
+456
+00:36:40,760 --> 00:36:43,620
+divergence لا يساوي zero اذا ان هو لا divergence
+
+457
+00:36:43,620 --> 00:36:47,240
+ولا sinusoidal انا لازم يكون zero عشان اقول ده اذا
+
+458
+00:36:47,240 --> 00:36:53,740
+هدول هتبقى ببقى بس تبعدهم من احتماليتها فسألنا ع
+
+459
+00:36:53,740 --> 00:36:55,820
+كيم يتأكد ان هو لا B ولا هو C
+
+460
+00:37:00,460 --> 00:37:06,400
+خلّيني أقول لك تلاتة X ترمية Y زت ويئة تمتن X
+
+461
+00:37:06,400 --> 00:37:17,240
+cubed زت ويئة تالتة X cubed Y minus اتنين زت انا
+
+462
+00:37:17,240 --> 00:37:24,860
+X hat بس اكتر هدوله هيكون تفاضل هده تفاضل هده
+
+463
+00:37:24,860 --> 00:37:30,600
+تفاضل هده تفاضل هده اتنين Xتفاضل بالنسبة ل X
+
+464
+00:37:30,600 --> 00:37:31,220
+ماهيكون؟ تفاضل بالنسبة ل X ماهيكون؟ تفاضل بالنسبة
+
+465
+00:37:31,220 --> 00:37:32,540
+ل X ماهيكون؟ تفاضل بالنسبة ل X ماهيكون؟ تفاضل
+
+466
+00:37:32,540 --> 00:37:33,700
+بالنسبة ل X ماهيكون؟ تفاضل بالنسبة ل X ماهيكون؟
+
+467
+00:37:33,700 --> 00:37:33,860
+تفاضل بالنسبة ل X ماهيكون؟ تفاضل بالنسبة ل X
+
+468
+00:37:33,860 --> 00:37:34,020
+ماهيكون؟ تفاضل بالنسبة ل X ماهيكون؟ تفاضل بالنسبة
+
+469
+00:37:34,020 --> 00:37:34,960
+ل X ماهيكون؟ تفاضل بالنسبة ل X ماهيكون؟ تفاضل
+
+470
+00:37:34,960 --> 00:37:36,920
+بالنسبة ل X ماهيكون؟ تفاضل بالنسبة ل X ماهيكون؟
+
+471
+00:37:36,920 --> 00:37:40,600
+تفاضل
+
+472
+00:37:40,600 --> 00:37:51,340
+بالنسبة ل X ماهيكون؟ تفاضل
+
+473
+00:37:51,340 --> 00:37:56,460
+بالنسبة
+
+474
+00:37:56,460 --> 00:38:07,350
+ل X ماهيكون-3X³Y-3X³Y
+
+475
+00:38:07,350 --> 00:38:10,690
+-3X³Y
+
+476
+00:38:10,690 --> 00:38:16,730
+-3X³Y-3X³Y
+
+477
+00:38:16,730 --> 00:38:21,210
+-3X³Y-3X³Y
+
+478
+00:38:21,210 --> 00:38:23,230
+-3X³Y
+
+479
+00:38:26,440 --> 00:38:29,880
+الكلب بيساوي Zero الكلب بيساوي Zero إذا هو ماله
+
+480
+00:38:29,880 --> 00:38:34,520
+Conservative هاي واحد منهم أخدناه هاي عامة حد هو
+
+481
+00:38:34,520 --> 00:38:37,940
+Conservative إيش طلع علينا نفحص ليه ادتنا البيع؟
+
+482
+00:38:37,940 --> 00:38:40,660
+هدول أحنا متأكدين مش هنختارهم اللي هو ال
+
+483
+00:38:40,660 --> 00:38:44,260
+divergence وسنون دول ده و rotational لإن طلعنا
+
+484
+00:38:44,260 --> 00:38:49,020
+الكلب بيساوي Zero إذا هو Conservative وسنون دول ده
+
+485
+00:38:49,020 --> 00:38:52,920
+مش صحيح لإن ال divergence لها سوا Zero لإذن هدول
+
+486
+00:38:52,920 --> 00:38:57,400
+اللي اتحققوه تظهر نكمل هايأحنا طبعا هدا و هدا،
+
+487
+00:38:57,400 --> 00:39:01,620
+تمام هذا طبعا كل كل zero خلاص، هذا zero، ضال علينا
+
+488
+00:39:01,620 --> 00:39:05,860
+أجيب دل ال divergence مثلا أنا اكتب ده هنا، بس
+
+489
+00:39:05,860 --> 00:39:11,740
+عاوزة بدنا ناخد دي x by دي y، وين ال divergence
+
+490
+00:39:11,740 --> 00:39:16,020
+تبعك؟ دي x by دي y، دي a x by دي x
+
+491
+00:39:24,030 --> 00:39:31,410
+D2AXYDX D2AXYDX D2AXYDX
+
+492
+00:39:31,410 --> 00:39:39,530
+D2AXYDX D2AXYDX D2AXYDX
+
+493
+00:39:39,530 --> 00:39:50,570
+D2AXYDX
+
+494
+00:39:51,450 --> 00:40:01,290
+بدّل هذا هو عبارة عن 6xyz-2 أي
+
+495
+00:40:01,290 --> 00:40:08,430
+تفاضل مش هيفاضل عن نقصين صح؟ بنفضل
+
+496
+00:40:08,430 --> 00:40:14,370
+بالأول يعني لx يعني بقى 6 بسلامة أجل بس حلي نكتب
+
+497
+00:40:14,370 --> 00:40:16,290
+احنا مين هو اللي بنقوله اللي هو الدل
+
+498
+00:40:20,140 --> 00:40:25,820
+ماذا سيحصل؟ ستة وزد
+
+499
+00:40:25,820 --> 00:40:38,520
+اكس هات ايوة
+
+500
+00:40:38,520 --> 00:40:45,230
+وزدها سمّالها دل دعي فرج A لتسوى Zeroفإذا دي
+
+501
+00:40:45,230 --> 00:40:49,330
+الترميع قالة تساوي zero، إذا هو مش هامل، إذا هو بس
+
+502
+00:40:49,330 --> 00:40:52,550
+conservative، واضح؟ هذه الأسئلة برضه تواجه في
+
+503
+00:40:52,550 --> 00:40:57,130
+الامتحان، فينكم أسئلة كتير في الكتاب، يعني بدكم
+
+504
+00:40:57,130 --> 00:41:00,850
+تشوفوا هدول ال kids، أسئلة عليهم، تحلوهم، جيبوا
+
+505
+00:41:00,850 --> 00:41:04,610
+line integral, surface integral, volume integral،
+
+506
+00:41:04,610 --> 00:41:06,610
+هدولها كلهم أسئلة من الكتاب
+
+507
+00:41:13,280 --> 00:41:16,780
+النقاء القادم ان شاء الله يبدو شكر جديد واتفقنا ان
+
+508
+00:41:16,780 --> 00:41:18,900
+امتحانكم يوم تلاتين احد عشر
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/9d9AlY75ruU_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/9d9AlY75ruU_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..03e52f3ad77d62a135db9df11d2763d5b4cd27f8
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/9d9AlY75ruU_postprocess.srt
@@ -0,0 +1,2288 @@
+1
+00:00:21,060 --> 00:00:23,380
+بسم الله الرحمن الرحيم السلام عليكم و رحمة الله
+
+2
+00:00:23,380 --> 00:00:27,320
+وبركاته قبل ما نتبع موضوعها اللي هو ال coordinate
+
+3
+00:00:27,320 --> 00:00:29,160
+system و ال transformation من coordinate ل
+
+4
+00:00:29,160 --> 00:00:31,800
+coordinate تاني بحب أسألكم إذا في حد عنده أي سفسار
+
+5
+00:00:31,800 --> 00:00:35,920
+ماضي اللي حكيناها، في حد عنده أي سفسار واضحة كل
+
+6
+00:00:35,920 --> 00:00:38,700
+الأمور قدامكم ان شاء الله، احنا المحاضرة الماضية
+
+7
+00:00:39,400 --> 00:00:41,820
+شوفنا كيف العلاقة بين اللي هو الـ Cartesian
+
+8
+00:00:41,820 --> 00:00:44,520
+coordinate و ال cylindrical coordinate قولنا
+
+9
+00:00:44,520 --> 00:00:47,600
+الاتنين مابهم orthogonal coordinate يعني بتبعوا ال
+
+10
+00:00:47,600 --> 00:00:51,440
+right hand rule يعني x hat و y hat و z hat متعمدين
+
+11
+00:00:51,440 --> 00:00:55,720
+رو هات و في هات و ز هات متعمدين x hat و y hat و z
+
+12
+00:00:55,720 --> 00:00:59,580
+hat قولنا بالتمام زي ال corner تبع ال class ال y
+
+13
+00:00:59,580 --> 00:01:02,300
+hat و ال رو هات و ال ز هات بالتمام زي ال cylinder
+
+14
+00:01:02,300 --> 00:01:06,780
+منظر لل cylinder انه ال radius تبعالدائرة تاعت
+
+15
+00:01:06,780 --> 00:01:11,120
+القاعدة أو يعني تاعت دائرة السيلندر بشكل عام رو هو
+
+16
+00:01:11,120 --> 00:01:16,600
+اتجاه ال radius و رو هو اتجاه ال radius ففاي هو
+
+17
+00:01:16,600 --> 00:01:20,880
+العمودي عليه المماس لميه للدائرة في اتجاه ال
+
+18
+00:01:20,880 --> 00:01:24,740
+counter clockwise عكس عقارب الساعة و ال z hat هو
+
+19
+00:01:24,740 --> 00:01:28,660
+نفس ال z hat في اتجاه ال axis الطويل تبع السيلندر
+
+20
+00:01:28,660 --> 00:01:32,020
+لحظة من المحاضرة الماضية ان احنا نقدر نحول اسواق
+
+21
+00:01:33,670 --> 00:01:37,110
+Cartesian لأ cylindrical او non-cylindrical ل
+
+22
+00:01:37,110 --> 00:01:41,770
+Cartesian فشوفنا اللي هي العلاقة بين ال X hat و ال
+
+23
+00:01:41,770 --> 00:01:44,870
+Y hat و ال Z hat و ال rho hat و ال phi hat و شوفنا
+
+24
+00:01:44,870 --> 00:01:49,390
+كمان العلاقة بين ال rho hat و ال phi hat و ال Z
+
+25
+00:01:49,390 --> 00:01:53,840
+hatالعكس يعني احنا كتبناها ال raw hat و ال fi hat
+
+26
+00:01:53,840 --> 00:01:57,260
+و ال z hat مع ال x hat و ال y hat و ال z hat اذا
+
+27
+00:01:57,260 --> 00:02:00,460
+صرنا عارفين ال transformation من ال Cartesian
+
+28
+00:02:00,460 --> 00:02:03,920
+لcylindrical و mycylindrical للCartesian فبشكل عام
+
+29
+00:02:03,920 --> 00:02:08,140
+اي vector a في ال Cartesian اللي هو ax x hat ال x
+
+30
+00:02:08,140 --> 00:02:11,800
+componentيهات وايهات وايهات وايهات وايهات وايهات
+
+31
+00:02:11,800 --> 00:02:14,660
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+32
+00:02:14,660 --> 00:02:20,880
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+33
+00:02:20,880 --> 00:02:21,540
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+34
+00:02:21,540 --> 00:02:21,640
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+35
+00:02:21,640 --> 00:02:26,200
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+36
+00:02:26,200 --> 00:02:37,660
+وايهات
+
+37
+00:02:37,660 --> 00:02:43,210
+والـ first component sin phi و 0 و ال vector ايش
+
+38
+00:02:43,210 --> 00:02:47,490
+هيكون ax ay a z و نفس الشيء ال road تاني هيكون a
+
+39
+00:02:47,490 --> 00:02:53,250
+phi بيسوي سلب sin cos 0 ax و طبعا نفس ال vector ax
+
+40
+00:02:53,250 --> 00:02:59,900
+ay و 0 0 1لو انا بدى اخد اللى هو الـ Cartesian
+
+41
+00:02:59,900 --> 00:03:02,180
+coordinate اذا كنت عارفة اللى هو الاسلاندركال
+
+42
+00:03:02,180 --> 00:03:04,320
+coordinate ببساطة باخد ال inverse بتاعة ال
+
+43
+00:03:04,320 --> 00:03:07,420
+transformation matrix لو جبت ال inverse تبعها
+
+44
+00:03:07,420 --> 00:03:09,860
+بالتمام بيطلع عليه اللى هى ال matrix اللى احنا
+
+45
+00:03:09,860 --> 00:03:14,520
+شفناها العلاقة بين ال X AX و ال Arrow و ال AY و ال
+
+46
+00:03:14,520 --> 00:03:22,000
+FY و AZ و AZبشكل عام انا عشان اجيب مثلا ax دلالة
+
+47
+00:03:22,000 --> 00:03:25,760
+ال a rho وال a phi وال a z اول rho في ال component
+
+48
+00:03:25,760 --> 00:03:30,530
+في ال matrix هيكون ax hat او x hat dot rho hatيكون
+
+49
+00:03:30,530 --> 00:03:35,850
+ax.phi hat ax.z hat و الاروه التانى الهو ay هيكون
+
+50
+00:03:35,850 --> 00:03:42,550
+ny.rho hat y hat.phi hat y hat.z hat و ال z
+
+51
+00:03:42,550 --> 00:03:46,430
+component هتكون z hat.rho hat z hat.phi hat z hat
+
+52
+00:03:46,430 --> 00:03:52,550
+.z hat مضربين فى ال vector arrow a phi a zنجلاء
+
+53
+00:03:52,550 --> 00:03:54,490
+الـ spherical coordinates الـ spherical
+
+54
+00:03:54,490 --> 00:03:57,330
+coordinates بتميز ان هو صفير يعني هنا بنحكي احنا
+
+55
+00:03:57,330 --> 00:04:00,970
+عصرنا على ال coordinates بتشكلوا على شكل اش بطيخة
+
+56
+00:04:00,970 --> 00:04:04,390
+هالبطيخة احد ال coordinates بتاعتها اللي هو ال R
+
+57
+00:04:04,390 --> 00:04:08,230
+ال R اللي هو ال radius تبع البطيخة ال surface
+
+58
+00:04:08,230 --> 00:04:13,130
+تبعنا بطيخة او اللي هو كرة محيطة في ال R بتاعتنا
+
+59
+00:04:13,600 --> 00:04:17,660
+كرة اذا ال radius تبعنا بيجي من ال origin و فى
+
+60
+00:04:17,660 --> 00:04:20,440
+اتجاه ال radius تبع ال أسفير اللى هو ال R hat
+
+61
+00:04:20,440 --> 00:04:24,780
+اتجاهه هذا ال R طوله R و اتجاهه فى اتجاه اللى هو
+
+62
+00:04:24,780 --> 00:04:28,700
+ال radius تبع ال أسفير R hat التانية اللى هى ثتا
+
+63
+00:04:28,700 --> 00:04:32,620
+ثتا اللى هى الزاور بين ال radius و ال z axis ثتا
+
+64
+00:04:32,620 --> 00:04:37,280
+اللى هى بين ال radius و ال z axis هى الثتا بتروح
+
+65
+00:04:37,280 --> 00:04:45,110
+من zero ل by من zero ل byأذا عندي R اللي هي من
+
+66
+00:04:45,110 --> 00:04:49,710
+Zero ل Infinity ال Radius ثتا بتروح من Zero ل Pi و
+
+67
+00:04:49,710 --> 00:04:53,130
+Phi عندي اللي هي إذا طلعت على ال cross المقطع
+
+68
+00:04:55,040 --> 00:04:59,040
+البطيخة تاعتى او الاسفير تاعتى هيكون في دائرة فاي
+
+69
+00:04:59,040 --> 00:05:04,960
+هي الزاوية ما بين مسقط R على ال cross section على
+
+70
+00:05:04,960 --> 00:05:10,480
+الدائرة مسقطها و X axis يعني فاي هي ما بين ال X
+
+71
+00:05:10,480 --> 00:05:16,660
+axis و مسقط ال R على الدائرة اللى هي cross section
+
+72
+00:05:16,660 --> 00:05:21,430
+تبع الاسفيرفنقول لو بتروح حالة الـ x-axis بتبدأ من
+
+73
+00:05:21,430 --> 00:05:25,470
+الـ 0 و بتلوف لفة كاملة يعني إلها من 0 ل 2π يعني
+
+74
+00:05:25,470 --> 00:05:29,790
+إذا تخيلناها كويس فبتروح من 0 ل 2π ثتا بتروح من 0
+
+75
+00:05:29,790 --> 00:05:33,070
+ل π و r من 0 ل infinity هلاقى إن أنا غطيت كل ال
+
+76
+00:05:33,070 --> 00:05:36,790
+space زي ما ال x و y, x بتروح معاس infinity لباس
+
+77
+00:05:36,790 --> 00:05:38,970
+infinity, y بتروح معاس infinity لباس infinity, z
+
+78
+00:05:38,970 --> 00:05:42,070
+بتروح معاس infinity لباس infinity أنا غطيت كل ال
+
+79
+00:05:42,070 --> 00:05:42,410
+space
+
+80
+00:05:46,370 --> 00:05:49,290
+هنا كمان نفس الحاجة لأن orthogonal coordinate
+
+81
+00:05:49,290 --> 00:05:53,170
+معناه ان r hat dot r hat بتساوي theta hat dot
+
+82
+00:05:53,170 --> 00:05:57,650
+theta hat ف I hat dot ف I hat بيسوا واحد يعني ال
+
+83
+00:05:57,650 --> 00:06:00,450
+unit vector في نفسه بيعطيني واحد بينما اي unit
+
+84
+00:06:00,450 --> 00:06:04,130
+vector dotted مع unit vector تاني هيكون zero لأنهم
+
+85
+00:06:04,130 --> 00:06:07,730
+احنا قلنا orthogonal coordinate كمان تمطبق عليهم
+
+86
+00:06:07,730 --> 00:06:09,910
+الدائرة اللي هي ال r hat
+
+87
+00:06:28,940 --> 00:06:32,600
+العكس هتعطي إشارة سالبة
+
+88
+00:06:38,750 --> 00:06:42,410
+إذا أنا الوثشين فيكتور أو الوكتور لأي نقطة في ال
+
+89
+00:06:42,410 --> 00:06:45,090
+space اللي احنا عشان اللي بنسميه الوثشين فيكتور
+
+90
+00:06:45,090 --> 00:06:49,630
+برضه هو عبارة عن ar اللي هو component في اتجاه
+
+91
+00:06:49,630 --> 00:06:54,570
+الارهاد a theta a phi او ar ar hat زي a theta
+
+92
+00:06:54,570 --> 00:06:57,870
+theta hat زي a phi phi hat المجنيتو التبعه ايش
+
+93
+00:06:57,870 --> 00:07:01,210
+اتفاق نحن المجنيتو بتاعنا؟ المجنيتو هو just vector
+
+94
+00:07:01,210 --> 00:07:08,390
+a ل a dot aأيه بط ايه ايش بظل معنا هاي component
+
+95
+00:07:08,390 --> 00:07:12,890
+دت مع نفسها هاي دت مع نفسها هاي دت مع نفسها لإن ال
+
+96
+00:07:12,890 --> 00:07:16,670
+dot ما بينهاي وهاي ايش بيساوي zero r hat dot theta
+
+97
+00:07:16,670 --> 00:07:19,370
+hat zero r hat dot phi hat zero theta hat dot phi
+
+98
+00:07:19,370 --> 00:07:24,610
+hat zero بيظل معنا بس ar تربيه زاد s تربيه زاد a
+
+99
+00:07:24,610 --> 00:07:26,050
+pi تربيه
+
+100
+00:07:37,290 --> 00:07:40,190
+طب احنا كمان نقدر نروح من ال cylindrical
+
+101
+00:07:40,190 --> 00:07:42,850
+coordinate من ال spherical coordinate لكارتيشن و
+
+102
+00:07:42,850 --> 00:07:45,990
+لعكس من اني بدي أطلع على ال coordinate system و
+
+103
+00:07:45,990 --> 00:07:49,350
+أشوفش العلاقة بين ال R و ال θ و ال ف و ال X و ال Y
+
+104
+00:07:49,350 --> 00:07:53,110
+و ال Z طبعا العلاقة هتكون بسيطة بالنسبالنا و واضحة
+
+105
+00:07:53,110 --> 00:07:58,230
+اذا طلعنا كويس على الرسم اللي قدامنا اذا طلعنا على
+
+106
+00:07:58,230 --> 00:08:00,510
+الرسم اللي قدامنا هى R اللي هو ال radius على
+
+107
+00:08:00,510 --> 00:08:04,280
+الاسفير ده هتجيب نقطة أنطة في ال spaceهي θ اللي
+
+108
+00:08:04,280 --> 00:08:10,080
+قلنا الزاوية بين z أكسس وR وPhi اللي بتحدد ليه
+
+109
+00:08:10,080 --> 00:08:14,400
+الزاوية بين نقطة قطعة R على الدائرة وX أكسس
+
+110
+00:08:14,400 --> 00:08:17,560
+فالكارتيشين
+
+111
+00:08:17,560 --> 00:08:22,840
+كوردين تلنا ال X وY وZ نجيب العلاقة مباري اللي هي
+
+112
+00:08:22,840 --> 00:08:27,140
+ال Gaussian عند نقطة XYZ وRθ فI وأكيد هنجيبها
+
+113
+00:08:27,140 --> 00:08:31,580
+بضلالة السنة اللي كانت كوردين لإنه سنة عارفينأحنا
+
+114
+00:08:31,580 --> 00:08:34,820
+قبل هيك حكينا إن ال position بتأثرش في أي
+
+115
+00:08:34,820 --> 00:08:37,980
+coordinate بحكي عنه أنا عندي هذا الألم محطوط في ال
+
+116
+00:08:37,980 --> 00:08:41,720
+space أسوأ عبرت عن موقع بالنسبة لل origin بال
+
+117
+00:08:41,720 --> 00:08:43,900
+Cartesian coordinate أو بال spherical أو
+
+118
+00:08:43,900 --> 00:08:47,300
+بالcylindrical بتغير مكانه؟ المفروض مايتغيرش عشان
+
+119
+00:08:47,300 --> 00:08:50,820
+هيك احنا دايما نقول إن ال position عند ال XYZ لازم
+
+120
+00:08:50,820 --> 00:08:52,640
+يساوي position في ال spherical coordinate اللي هو
+
+121
+00:08:52,640 --> 00:08:58,130
+RθY أو في ال cylindrical اللي هو RθYZكعمل الرصنة
+
+122
+00:08:58,130 --> 00:09:01,850
+بيحقق لها ال X,Y,Z R اللي هو ال radius تبع الاسفير
+
+123
+00:09:01,850 --> 00:09:06,830
+بيحددلي مواقع النقطة عامل زاوية Z مع Z axis و Phi
+
+124
+00:09:06,830 --> 00:09:10,970
+اللي هي زاوية ما بين مسقط R على الدائرة اللي هي ال
+
+125
+00:09:10,970 --> 00:09:14,510
+cross section للسفيركال coordinate و X axis اللي
+
+126
+00:09:14,510 --> 00:09:19,350
+هي ال R كيف العلاقة بينهم؟ هنجيبها بمحدد شعرنا في
+
+127
+00:09:19,350 --> 00:09:23,170
+الرصنة اللي أمامنا R اللي هو ال radius تبع
+
+128
+00:09:23,170 --> 00:09:28,400
+السفيركال إيش هيكون؟ هيكون هو عبارة عنالجزر
+
+129
+00:09:28,400 --> 00:09:32,700
+التربيه لقيم ال X تربيه إذا طلعته احنا هدا بصش
+
+130
+00:09:32,700 --> 00:09:36,720
+متكتر اللي
+
+131
+00:09:36,720 --> 00:09:43,200
+هو موقع في ال X-axis وهي ال Y-axis وهي Z-axis فإيش
+
+132
+00:09:43,200 --> 00:09:49,200
+هيكون X تربيه زي Y تربيه زي Z تربيه وحياتي تحت
+
+133
+00:09:49,200 --> 00:09:53,320
+الجزر طبعا حياتي R لإن R vector بضربته في دلالة XX
+
+134
+00:09:53,320 --> 00:09:55,960
+hat YY hat ZZ hat
+
+135
+00:10:07,100 --> 00:10:10,660
+هذا R ميجي لزاوية ثتا
+
+136
+00:10:14,010 --> 00:10:18,290
+ممكن أعمله إسقاط على z-axis، إيش بيساوي الإسقاط
+
+137
+00:10:18,290 --> 00:10:21,230
+طبعا على z-axis؟ أو ال component بتاعته على z-axis
+
+138
+00:10:21,230 --> 00:10:28,930
+هي R cos θ، R cos θ و ال component التانية اللي
+
+139
+00:10:28,930 --> 00:10:34,860
+متعمدة عليها هتكون R sin θ، صحيح؟طب احنا عندنا هى
+
+140
+00:10:34,860 --> 00:10:39,060
+اللى هى r cos θ و هذا الـ r فالـ θ باخد الصيني
+
+141
+00:10:39,060 --> 00:10:42,900
+باخد ال cos باخد ال component هى على هى او هى على
+
+142
+00:10:42,900 --> 00:10:46,960
+هى هذا اللى هى ال z component و هذا المقابل و هذا
+
+143
+00:10:46,960 --> 00:10:52,260
+اللى هو الوطن التانش هيكون المقابل على المجاور هى
+
+144
+00:10:52,260 --> 00:10:56,360
+sin تل الثتا يعني هذه على هى ايش هتكون لو قسمناها
+
+145
+00:10:56,360 --> 00:10:58,880
+هيكون sin θ على cos θ اللى هى تل الثتا
+
+146
+00:11:13,260 --> 00:11:19,360
+طب مين هي ال raw ال raw اللي هي هذا اللي هو
+
+147
+00:11:19,360 --> 00:11:24,960
+الإسقاط التبع ال R على ال X Y ال plane اللي هي ال
+
+148
+00:11:24,960 --> 00:11:31,260
+component هي موزية لهذههذا المستطيل وهذا الطليعه
+
+149
+00:11:31,260 --> 00:11:35,560
+هو نفسه هذا الطليعه اللي هو عبارة عن مين؟ Rsinθ
+
+150
+00:11:35,560 --> 00:11:39,680
+اذا انا هي اللي بقدر اعمله component Rcosθ وRsinθ
+
+151
+00:11:39,680 --> 00:11:44,120
+ف رو هي Rsinθ اذا طلعت في عملية الجمهور زى ما احنا
+
+152
+00:11:44,120 --> 00:11:48,440
+اتعلمنا كجمهور ال vector ايه اخدت هذا ال component
+
+153
+00:11:48,440 --> 00:11:51,760
+وهذا ال component وهذا ال X component وهذا ال Y
+
+154
+00:11:51,760 --> 00:11:53,900
+component وهذا ال رو رو مش بيساوي
+
+155
+00:12:14,890 --> 00:12:22,210
+مواضح لحدنا؟ ميجي
+
+156
+00:12:22,210 --> 00:12:29,840
+للفعلإذا طلعت احنا عندنا ال raw لإن دي it's الفاي
+
+157
+00:12:29,840 --> 00:12:34,740
+المجور إلها و المقابل إلها المجور إلها هو عبارة عن
+
+158
+00:12:34,740 --> 00:12:41,000
+raw جب تمام الفاي و المقابل اللي هو raw sin الفاي
+
+159
+00:12:41,000 --> 00:12:45,060
+إذا انتج الفرش هيكون المقابل هو raw sin الفاي
+
+160
+00:12:45,310 --> 00:12:51,290
+عالمجاور هو رو كوصين الفايل اذا ندي رو كوصين
+
+161
+00:12:51,290 --> 00:12:57,350
+الفايل على رو كوصين الفايل تتساويتان الفايل هي
+
+162
+00:12:57,350 --> 00:13:03,730
+بتساوي تان مين هذه عبارة عن y على مين على x اذا
+
+163
+00:13:03,730 --> 00:13:10,100
+الفايل هي عبارة عن تان انفرس y على xهكي انا كتبت
+
+164
+00:13:10,100 --> 00:13:14,100
+ال R و ال θ و الفي لما اكون عارفة ال X و ال Y و ال
+
+165
+00:13:14,100 --> 00:13:16,840
+Z اذا كنت عارفة ال X و ال Y و ال Z ال question تبع
+
+166
+00:13:16,840 --> 00:13:19,920
+النقطة بتاعتي تقول ان R اللي هي ال radius تبع
+
+167
+00:13:19,920 --> 00:13:23,620
+الاسفير هيكون جزر التربية ل X تربية زي Y تربية زي
+
+168
+00:13:23,620 --> 00:13:28,620
+Z تربية ثتا هتكون tan inverse rho على Z رو اللي هي
+
+169
+00:13:28,620 --> 00:13:32,500
+جزر التربية ل X تربية زي Y تربية و في هتكون tan
+
+170
+00:13:32,500 --> 00:13:34,400
+inverse Y على X
+
+171
+00:13:41,490 --> 00:13:47,050
+هي اي سؤال احد منكم؟ طب نشوف ايش هي ال X component
+
+172
+00:13:47,050 --> 00:13:52,150
+لدالة ال R و θ و ف احنا قلنا الإسقاط تبع ال R على
+
+173
+00:13:52,150 --> 00:13:57,890
+الدائرة على ال circle اللي هي ال cross section تبع
+
+174
+00:13:57,890 --> 00:14:03,630
+ال sphere فابع عنين R sin θ R sin θ اللي هي رو
+
+175
+00:14:03,630 --> 00:14:06,370
+احنا رو ان هي ابع عن R sin θ
+
+176
+00:14:12,130 --> 00:14:15,630
+الـRsinθ أو الـRaw لها X component وY component و
+
+177
+00:14:15,630 --> 00:14:20,130
+لا .. إيش الـ X component هتكون؟ الـ X إبارة عن
+
+178
+00:14:20,130 --> 00:14:31,210
+Rsinθ cos ف .. ريزينا الـ Rsinθ
+
+179
+00:14:31,210 --> 00:14:36,410
+cos ف إذا الـ X component لا قصش الـ vector يعني
+
+180
+00:14:36,410 --> 00:14:41,160
+إبارة عن مين؟ Rsinθ cos فطب ال Y component إيش
+
+181
+00:14:41,160 --> 00:14:47,360
+هتكون؟ R sin θ sin في إذا ال Y component هي R sin
+
+182
+00:14:47,360 --> 00:14:53,300
+θ sin في و ال Z component إيش هتكون؟ R cos θ R cos
+
+183
+00:14:53,300 --> 00:14:56,420
+θ لإن أحنا ال R إيش أنها component بتجاه ال Z اللي
+
+184
+00:14:56,420 --> 00:15:01,160
+R cos θ واحدة بتجاه اللي هي أو ثابتة على اللي هي
+
+185
+00:15:01,160 --> 00:15:05,960
+cross section للسفير اللي هو R sin θ تمام؟ بتقسم
+
+186
+00:15:05,960 --> 00:15:06,940
+صار لحد هنا؟
+
+187
+00:15:19,110 --> 00:15:22,650
+نفس الحاجة بقدر اكتب اللي هو ال X hat و ال Y hat و
+
+188
+00:15:22,650 --> 00:15:27,210
+ال Z hat بدلالة ال R hat و ال theta hat و ال phi
+
+189
+00:15:27,210 --> 00:15:30,190
+hat و كمان ال R hat و ال theta hat و ال phi hat
+
+190
+00:15:30,190 --> 00:15:34,610
+برضه بدلالة ال X hat و ال Y hat و ال Z hat تمام حد
+
+191
+00:15:34,610 --> 00:15:37,670
+احنا شفناها قبل شوية قولنا ال R hat ايش بتها تساوي
+
+192
+00:15:37,670 --> 00:15:40,750
+فينا X component لها ال X component بتاعتها ايش
+
+193
+00:15:40,750 --> 00:15:45,840
+هتكوناللي هي الإسقاطي لل R hat على الدائرة، ليش؟
+
+194
+00:15:45,840 --> 00:15:50,680
+هتكون مجنته تبع R hat في cos θ، فإذا الإسقاط تبعها
+
+195
+00:15:50,680 --> 00:15:54,260
+على الدائرة هو cos θ، ال X component تاعتها إيش
+
+196
+00:15:54,260 --> 00:15:59,860
+هتكون مضروف cos فإذا ال X component او ال X hat لل
+
+197
+00:15:59,860 --> 00:16:05,680
+R hat هي عبارة عن sin θ cos في ال Y هتكون sin θ
+
+198
+00:16:05,680 --> 00:16:09,880
+sin في اللي هي ال Y component ويه ال Z component R
+
+199
+00:16:09,880 --> 00:16:14,940
+hat بسقطها ع ال Z بتكون cos θ z hat يعني بس
+
+200
+00:16:14,940 --> 00:16:17,880
+التوخيص اللي احنا شفناه ل ال unit vector بدل ل ال
+
+201
+00:16:17,880 --> 00:16:21,860
+cos vectorالـ theta hat نفس الحاجة الـ theta hat
+
+202
+00:16:21,860 --> 00:16:24,440
+احنا قلنا ايش اتجاه الـ theta hat عشان ارجع لقسم
+
+203
+00:16:24,440 --> 00:16:30,580
+السابق عموديات على بعض كل مرة انا
+
+204
+00:16:30,580 --> 00:16:35,020
+حكيت ال theta بتروح من zero ل by اذا اتجاه ال
+
+205
+00:16:35,020 --> 00:16:38,700
+theta لو انا خيلت هاي ال sphere المنطقة هيكنك
+
+206
+00:16:38,700 --> 00:16:45,080
+اتجاه المثل ال sphere و اتجاه ال thetaبتروح من هاي
+
+207
+00:16:45,080 --> 00:16:49,140
+ال X Axis بتروح من Zero ل Two Pi فاتجاه ال Phi hat
+
+208
+00:16:49,140 --> 00:16:55,440
+والمناسب لقى الدائرة تمام
+
+209
+00:16:55,440 --> 00:17:04,500
+سنة ده هو اتجاه ال X ال R hat و ال R hat اخرى R
+
+210
+00:17:04,500 --> 00:17:10,480
+hat طالع من بسفير ستة hat مناسبة لسفيربنقل الـ 0
+
+211
+00:17:10,480 --> 00:17:14,320
+إلى الـ I و الـ Phi هات مماس للدائرة اللي هي cross
+
+212
+00:17:14,320 --> 00:17:18,980
+section لاسفير و بعدين نقل الـ Phi Zero رفح الكم
+
+213
+00:17:18,980 --> 00:17:24,140
+هنا فاكر ان الناس تجاه ال X hat و بروف مع الدائرة
+
+214
+00:17:24,140 --> 00:17:27,220
+من Zero لPhi
+
+215
+00:17:37,100 --> 00:17:40,420
+إذا العلاقة بين هدول ال unit vectors هلاقي ان R
+
+216
+00:17:40,420 --> 00:17:45,700
+هتقولنا sin θ cos في x hat sin θ sin في y hat ذات
+
+217
+00:17:45,700 --> 00:17:49,880
+cos θ z hat بينما ال z hat ايش هنلاقيها cos θ cos
+
+218
+00:17:49,880 --> 00:17:57,200
+في cos θ sin في minus sin θ z hat الفي هت هتكون
+
+219
+00:17:57,200 --> 00:18:04,990
+minus في x hat ذات cos في y hatبالنسبة لل X في
+
+220
+00:18:04,990 --> 00:18:07,870
+درجة الارهات والثيتاهات والفايهات هتكون ال X هتبع
+
+221
+00:18:07,870 --> 00:18:11,510
+عن Sine Theta Cosine Phi Arhat زائد Cosine Theta
+
+222
+00:18:11,510 --> 00:18:15,190
+Cosine Phi Theta Hat minus Sine Phi Phi Hat ال Y
+
+223
+00:18:15,190 --> 00:18:18,850
+hat هتكون Sine Theta Sine Phi Arhat زائد Cosine
+
+224
+00:18:18,850 --> 00:18:23,010
+Theta Sine Phi Theta Hat زائد Cosine Phi Phi Hat
+
+225
+00:18:23,010 --> 00:18:26,270
+وAZ هتكون Cosine Theta Arhat minus Sine Theta
+
+226
+00:18:26,270 --> 00:18:31,970
+Theta Hatعشان اكتب اي vector في ال Cartesian
+
+227
+00:18:31,970 --> 00:18:34,550
+coordinate للسيفريكال coordinate هنعمل نفس الطريقة
+
+228
+00:18:34,550 --> 00:18:37,430
+اللي تبعناها لما كان عندها Cartesian position و
+
+229
+00:18:37,430 --> 00:18:40,370
+كتبناها بدلها ال cylindrical coordinate ان ال
+
+230
+00:18:40,370 --> 00:18:44,730
+vector في ال Cartesian coordinate هو ax x hat ذات
+
+231
+00:18:44,730 --> 00:18:48,560
+ay y hat ذات a z z hatعشان اكتبوا في الـ spherical
+
+232
+00:18:48,560 --> 00:18:52,540
+coordinate ايش بسويه بروح معاوضة عن ال a hat و ال
+
+233
+00:18:52,540 --> 00:18:58,920
+y hat و ال z hat تلات مين ال a phi و ال r phi و ال
+
+234
+00:18:58,920 --> 00:19:06,620
+theta phi و ال phi hat انا x hat بستبدلها بهاي ال
+
+235
+00:19:06,620 --> 00:19:10,000
+component كلها و ال y component بستبدلها بهاي و ال
+
+236
+00:19:10,000 --> 00:19:11,020
+theta في هاي ال component
+
+237
+00:19:13,770 --> 00:19:18,010
+AX مضروبة في sinus طبعا أول حاجة بعود عن X hat و
+
+238
+00:19:18,010 --> 00:19:22,270
+بعدين بلم لن ال R hat و Y hat و θ hat و فيهات
+
+239
+00:19:22,270 --> 00:19:27,590
+نعملها و لا واضحة نعملها مع بعض و لا واضحة واضحة
+
+240
+00:19:27,590 --> 00:19:31,870
+إذا إحنا إيش بنسوي بنقيم ال X hat اللي فيها تلاتة
+
+241
+00:19:31,870 --> 00:19:35,890
+componentsوحدة في ال R hat وحدة في ال theta hat
+
+242
+00:19:35,890 --> 00:19:39,050
+وحدة في ال phi hat بقية من ال Y hat و بعوض عنها
+
+243
+00:19:39,050 --> 00:19:41,870
+لإيه برضه لها تلاتة component و ال Z hat اللي لها
+
+244
+00:19:41,870 --> 00:19:44,330
+two components دلت ال R hat و ال theta hat اذا
+
+245
+00:19:44,330 --> 00:19:49,550
+بتوقع ال R hat اكم component لها تلاتة و ال theta
+
+246
+00:19:49,550 --> 00:19:54,850
+hat اكم واحدة تلاتة و ال phi hat تنتيةزي ما بتطلع
+
+247
+00:19:54,850 --> 00:19:59,490
+هنا بالفعل عندي ax cos θ cos فى ذات ay sin θ sin
+
+248
+00:19:59,490 --> 00:20:05,430
+فى ذات a z cos θ r hat و ال theta hat عندي ax cos
+
+249
+00:20:05,430 --> 00:20:11,010
+θ cos فى ذات ay cos θ sin فى minus a z sin θ بتجاه
+
+250
+00:20:11,010 --> 00:20:15,750
+ال theta hatوالـ Phi hat عند ماينوس Ax sin Phi زي
+
+251
+00:20:15,750 --> 00:20:19,670
+Ay cos Phi Phi hat بالتالي بقدر اقول ان ال R
+
+252
+00:20:19,670 --> 00:20:22,210
+component اللي بوش في دلالة الـ spherical
+
+253
+00:20:22,210 --> 00:20:27,570
+coordinate هي برعى Ax sin θ cos Phi زي Ay sin θ
+
+254
+00:20:27,570 --> 00:20:32,510
+sin Phi زي Az cos Phi ال theta component هي Ax cos
+
+255
+00:20:32,510 --> 00:20:37,820
+θ cos Phiزي a y cos θ sin فاي minus a z sin θ
+
+256
+00:20:37,820 --> 00:20:41,960
+ويظهر ان الفاي component يبقى على minus a x sin
+
+257
+00:20:41,960 --> 00:20:47,560
+فاي زي a y cos فاي نقدر نكتبها على دلالة أشكل ال
+
+258
+00:20:47,560 --> 00:20:52,000
+matrix هذا ال vector a r a θ a فاي وهنا ال
+
+259
+00:20:52,000 --> 00:20:56,940
+components بقدر اكتبهم على دلالة ال matrixهيكون
+
+260
+00:20:56,940 --> 00:21:01,540
+عند الـ sin θ cos φ cos θ cos φ minus sin فى دلالة
+
+261
+00:21:01,540 --> 00:21:06,520
+اللى هي ar a θ a فى ال equation التانية اللى هي ay
+
+262
+00:21:06,520 --> 00:21:13,020
+تسوى sin θ sin فى ar cos θ sin فى a θ cos فى a فى
+
+263
+00:21:13,020 --> 00:21:18,320
+واخر المعادلة هي az تسوى cos θ ar minus sin θ a θ
+
+264
+00:21:19,780 --> 00:21:23,120
+عشان اجيب لو كنت انا عارفة ال Cartesian coordinate
+
+265
+00:21:23,120 --> 00:21:26,100
+او بدي اجيب ال spherical coordinate ايش بقي اعمل
+
+266
+00:21:26,100 --> 00:21:30,040
+بروحه انا محدد ال inverse ل ال matrix اللي هي
+
+267
+00:21:30,040 --> 00:21:33,460
+بالصفة بهذا الشكل اللي هي sin theta cos phi sin
+
+268
+00:21:33,460 --> 00:21:38,340
+theta sin phi cos phi minus cos theta cos phi sin
+
+269
+00:21:38,340 --> 00:21:42,460
+theta sin phi minus sin theta minus sin phi cos
+
+270
+00:21:42,460 --> 00:21:47,180
+phi اذا لو انا بدي اكون او كنت عارف ال ax ay ez و
+
+271
+00:21:47,180 --> 00:21:50,890
+بدي اكتب ar a theta a phiهتكون طبعا dot product من
+
+272
+00:21:50,890 --> 00:21:55,590
+R hat و X hat, R hat و Y hat, R hat و Z hat هدول
+
+273
+00:21:55,590 --> 00:22:00,890
+المحتوى تبع ال matrix A theta hat dot X hat, theta
+
+274
+00:22:00,890 --> 00:22:04,190
+hat dot Y hat, theta hat dot Z hat, phi hat dot X
+
+275
+00:22:04,190 --> 00:22:06,910
+hat, phi hat dot Y hat, phi hat dot Z hat
+
+276
+00:22:12,570 --> 00:22:14,590
+الاخر حاجة اللى هو ال transformation بين ال
+
+277
+00:22:14,590 --> 00:22:17,590
+cylindrical و ال spherical coordinate انا هتركه
+
+278
+00:22:17,590 --> 00:22:22,050
+لكم إياه as a task جيبوه اللقاء القادر تستعينوا
+
+279
+00:22:22,050 --> 00:22:24,990
+باللي احنا اتعلمناه مش هيكون اي حاجة جديدة ان ال
+
+280
+00:22:24,990 --> 00:22:29,330
+spherical هي ال theta hat و ال r hat و ال phi hat
+
+281
+00:22:29,330 --> 00:22:33,830
+ال cylindrical يعني ال raw hat يعني هتلاقوا كمان
+
+282
+00:22:33,830 --> 00:22:40,310
+نقاط أسهل بكتير ان ال raw hat و ال phi hat و ال z
+
+283
+00:22:40,310 --> 00:22:45,230
+hatأنه في علاقة واضحة الـ Phi hat و ال Z hat و ال
+
+284
+00:22:45,230 --> 00:22:48,610
+Raw hat تقريبا بتشابهوا في بين الـ cylindrical و
+
+285
+00:22:48,610 --> 00:22:53,410
+ال spherical الاختلاف اللى هى ال theta و ال R ال
+
+286
+00:22:53,410 --> 00:22:57,450
+Raw hat اللى هى الإسقاط تبع ال R في اللى هى المقطع
+
+287
+00:22:57,450 --> 00:23:01,310
+أو ال growth section تبع الاسفيرفان شاء الله يعني
+
+288
+00:23:01,310 --> 00:23:05,570
+متغلبوش بتعملوه بسهولة المطالب القادر يعني عمره
+
+289
+00:23:05,570 --> 00:23:08,730
+بنتذكر ان ال magnitude بتاع ال vector بس شينه له
+
+290
+00:23:08,730 --> 00:23:12,130
+ان ال magnitude بتاعه مالهوش علاقة بأي coordinate
+
+291
+00:23:12,130 --> 00:23:16,610
+بستخدمه يعني انا هيحطه زي ما قلنا قلم تبعيه بده
+
+292
+00:23:16,610 --> 00:23:20,250
+أجيب الموقع بتاعه بالنسبة لل originأنا و أقدر أكتب
+
+293
+00:23:20,250 --> 00:23:23,470
+بالـ Cartesian هذا البسجن ال vector ال vector اللي
+
+294
+00:23:23,470 --> 00:23:26,650
+هو سميناه R ده ال Cartesian ده السفريكا ده
+
+295
+00:23:26,650 --> 00:23:30,330
+السمينريكا لما أجيب ال magnitude تبع هذه مسافة أي
+
+296
+00:23:30,330 --> 00:23:34,330
+سبسافرة بتتأثر بحاجة من هدولة ال magnitude هتقول
+
+297
+00:23:34,330 --> 00:23:38,950
+هي R dot R تحت الجزر نفس المقدار إذا هي 5 متر
+
+298
+00:23:38,950 --> 00:23:42,200
+هتبقى 5 متر مش هتتغيرلأ في ال spherical ولا في ال
+
+299
+00:23:42,200 --> 00:23:45,000
+cylindrical ولا في ال Cartesian فهي نقطة مهمة ان
+
+300
+00:23:45,000 --> 00:23:48,060
+انت لو انك بتحسبيه وطلعلك ان المجدد اللي بيخلف
+
+301
+00:23:48,060 --> 00:23:54,240
+يعرف انك انت عاملة عاملة حاجة خاطئة طبالة
+
+302
+00:23:54,240 --> 00:23:57,380
+ال distance ال distance احنا اشتغلنا ال distance
+
+303
+00:23:57,380 --> 00:24:02,400
+من ال two points هي عبارة عن موقع نقطة R2 minus R1
+
+304
+00:24:02,400 --> 00:24:08,500
+يعني عندي انا two vectors هذه
+
+305
+00:24:08,500 --> 00:24:15,440
+نقطة R1فهي نقطة R2 فهي قسش مفتولة كل واحدة منهم و
+
+306
+00:24:15,440 --> 00:24:22,380
+بدي انا ال distance بين R2 وR1 هتكون R2 ناقص R1 ال
+
+307
+00:24:22,380 --> 00:24:27,700
+magnitude هتكون هاي دي اللي هي ال magnitude الجزر
+
+308
+00:24:27,700 --> 00:24:39,160
+التربيه لR2 minus R1 او الجزر التربيهالجزء التربيه
+
+309
+00:24:39,160 --> 00:24:41,080
+دخل في الـ Magnitude بس أنا كنت عاملة dot
+
+310
+00:24:41,080 --> 00:24:50,860
+البرودرات ر هي جزء التربيه لR8-R1
+
+311
+00:24:53,650 --> 00:24:57,630
+R2-R1 زى ما اتفقنا لأى vector قولنا المجلد التابع
+
+312
+00:24:57,630 --> 00:25:01,610
+هو جزر التربية لA.A قلت احنا بنحكي على ال distance
+
+313
+00:25:01,610 --> 00:25:05,010
+vector distance vector هو between two points هى
+
+314
+00:25:05,010 --> 00:25:08,190
+يكون المجلد التابع نفس الحاجة جزر التربية لهذا ال
+
+315
+00:25:08,190 --> 00:25:13,070
+vector doted في نفسه هى
+
+316
+00:25:13,070 --> 00:25:15,030
+ال distance vector فى ال Cartesian إيش هتكون؟ عنا
+
+317
+00:25:15,030 --> 00:25:20,110
+ال component لR1 وR2 فالتالي في ال Cartesian R1 هي
+
+318
+00:25:20,110 --> 00:25:33,180
+X1Y1 Z1 R2 X2 Y2 Z2 اذا طلعنا عليها بالكارتيجين
+
+319
+00:25:33,180 --> 00:25:40,500
+هتكون ببساطة هي عبارة عن R2-R1 ب X2-X1 X3 اذا
+
+320
+00:25:40,500 --> 00:25:46,000
+كتبناها بشكل vector اولا هي D vector هتكون من X2
+
+321
+00:25:46,000 --> 00:26:00,300
+-X1 X3زائد y تنين minus y واحد y واحد y hat زائد
+
+322
+00:26:00,300 --> 00:26:06,100
+زي التنين minus z واحد z hat هدا في ال Cartesian
+
+323
+00:26:06,100 --> 00:26:09,610
+coordinatesلما أجيب الماجنسة تبعها احنا لشمنها
+
+324
+00:26:09,610 --> 00:26:13,930
+نفسه بعمله ضد ال product مع نفسه و تحت الجزر، بدي
+
+325
+00:26:13,930 --> 00:26:17,150
+التربيه تبعها باقيم الجزر، فبصير دي تربيه زى ما
+
+326
+00:26:17,150 --> 00:26:20,430
+احنا محقرها خلالنا بدون الجزر، بدون ما أعمل بقى
+
+327
+00:26:20,430 --> 00:26:27,710
+ايه، يعني هاد ال D دي تربيهاش هاتبون بيه R2-R1 دو
+
+328
+00:26:27,710 --> 00:26:30,530
+تت فR2-R1
+
+329
+00:26:32,480 --> 00:26:36,040
+غالبا في الكهرة المناطسية ال EMAG حلق انه يا ابن
+
+330
+00:26:36,040 --> 00:26:39,660
+تتعامل معادي دي تربيةT تربيعي بدون ما أخد جزء
+
+331
+00:26:39,660 --> 00:26:43,180
+تربيعي فإذا أخدت dot ال product تبعهم طبعا ال X
+
+332
+00:26:43,180 --> 00:26:46,020
+component مع ال X component هي اللي هتتبقى ال Y
+
+333
+00:26:46,020 --> 00:26:48,100
+component مع ال Y component هي اللي هتتبقى و Z
+
+334
+00:26:48,100 --> 00:26:50,580
+component مع ال Z component هي اللي هتتبقى الباقي
+
+335
+00:26:50,580 --> 00:26:55,260
+هيكون أصفر لأن X hat مع Y hat dot Y hat Zero X hat
+
+336
+00:26:55,260 --> 00:26:58,560
+dot Z hat Zero و هكذا فماش هيكون في ال Cartesian
+
+337
+00:26:58,560 --> 00:27:04,840
+coordinate X2-X1 لكل تربيع زي Y2-Y1 لكل تربيع زي
+
+338
+00:27:04,840 --> 00:27:09,530
+Z2-Z1 لكل تربيعفي ال cylindrical احنا مين عيلنا ال
+
+339
+00:27:09,530 --> 00:27:14,970
+components؟ رو واحد فاى واحد زد واحد وبتانى رو
+
+340
+00:27:14,970 --> 00:27:21,710
+تنين فاى تنين وزد تنين عشان احنا مش هتكون رو رو
+
+341
+00:27:21,710 --> 00:27:25,750
+هات زاد فاى فاى هات لأ مش بهذا الشكل ببساطة احنا
+
+342
+00:27:25,750 --> 00:27:28,790
+هنعمل ال transformation عشان هيك تطلع معنا رو
+
+343
+00:27:28,790 --> 00:27:33,570
+تربيع زاد رو واحد تربيعحتى لو طلعتوا انتوا على هذه
+
+344
+00:27:33,570 --> 00:27:39,530
+الدائرة البساطة ايش رو تنين؟ رو تنين هي X تنين
+
+345
+00:27:39,530 --> 00:27:44,390
+تربية زاد Y تنين تربية رو واحد تربية اللي هي X
+
+346
+00:27:44,390 --> 00:27:48,770
+واحد تربية زاد Y واحد تربية اذا انتوا ربعتوا
+
+347
+00:27:48,770 --> 00:27:52,570
+هتشوفوها هتطلع هاي ال components مباشرة من هنا او
+
+348
+00:27:52,570 --> 00:27:55,150
+اذا كتبتوه مباشرة في ال cylindrical coordinate
+
+349
+00:27:55,150 --> 00:27:58,370
+اللي هي D كتبت اول R تنين اللي طلعت ال cylindrical
+
+350
+00:27:58,370 --> 00:28:01,250
+coordinate حولنا ليه ال X تنين
+
+351
+00:28:06,440 --> 00:28:10,200
+أو من التربيع إذا طلعتوا على التربيع هذا هتلاقي X
+
+352
+00:28:10,200 --> 00:28:14,480
+تربيه زائد Y واحد تربيه زائد الزاوية اللي بينهم
+
+353
+00:28:19,660 --> 00:28:24,380
+و Y2-Y1 هتلاقي انه بيطلع معنا X Y X التربية و Y
+
+354
+00:28:24,380 --> 00:28:28,780
+تربية تانية تربية و X1 تربية Y1 تربية و بعدين
+
+355
+00:28:28,780 --> 00:28:32,040
+هتطلع الحدود الوسطى بس مش بالسهولة ان احولها
+
+356
+00:28:32,040 --> 00:28:34,280
+سليندركال بس انا بفرجيكوا انها هتوضح انها هتبدأ
+
+357
+00:28:34,280 --> 00:28:38,360
+الصورة توضح اولا بكتبهم بسليندركال coordinate و
+
+358
+00:28:38,360 --> 00:28:43,840
+بربع فبتطلع ليه ليه الصورة الواضحة معناه واضح؟نفس
+
+359
+00:28:43,840 --> 00:28:48,560
+الشيء في الـ spherical coordinates هيكون عندي R2
+
+360
+00:28:48,560 --> 00:28:52,620
+تربية اللي هي بسهولة ممكن اشوفها ليه X تربية و Y
+
+361
+00:28:52,620 --> 00:28:57,760
+تربية و Z تربية و X1 تربية و Y1 تربية و Z1 تربية
+
+362
+00:28:57,760 --> 00:29:01,220
+اظهروا معنا بظل الترمات اللي بين نصها دول هشتغل
+
+363
+00:29:01,220 --> 00:29:04,160
+عليهم لكن بدل ما اشتغل عليهم ال Cartesian ابدأ ان
+
+364
+00:29:04,160 --> 00:29:07,420
+اكتب R2 و R1 من البداية ابدلها من ال spherical
+
+365
+00:29:07,420 --> 00:29:11,990
+coordinates زي ما احنا شوفناها في ال slideأخد
+
+366
+00:29:11,990 --> 00:29:16,790
+الفرق ما بين R2-R1 وعمل التربية تظهر معايا D تربية
+
+367
+00:29:16,790 --> 00:29:22,350
+تسوى R2 تربية زاد R1 تربية minus 2R1R2 cos 6R2 cos
+
+368
+00:29:22,350 --> 00:29:30,430
+6R1 minus 2R1R2 sin 6R2 sin 6R1 cos 5R2-1تمام هاي
+
+369
+00:29:30,430 --> 00:29:33,230
+كمان task اذا ال task الأولى بدنا نعمل
+
+370
+00:29:33,230 --> 00:29:36,170
+transformation matrix بين ال spherical و ال
+
+371
+00:29:36,170 --> 00:29:39,590
+cylindrical ال task التانى اللى هي position vector
+
+372
+00:29:39,590 --> 00:29:43,690
+بدأ أخد كل ال details مش هتاخد مننا دقائق لإن احنا
+
+373
+00:29:43,690 --> 00:29:48,550
+عارفين كيف اكتب ال R او يعني ال R تنين و ال R واحد
+
+374
+00:29:48,550 --> 00:29:50,310
+أسوأ في ال Cartesian اذا اننا عارفين ال position
+
+375
+00:29:50,310 --> 00:29:54,470
+نكتبه هاي الصيطات السابقة عرفنا نكتب ال R بال
+
+376
+00:29:54,470 --> 00:29:58,510
+spherical و بالcylindrical و بالcartesian
+
+377
+00:30:00,920 --> 00:30:03,880
+تمام؟ لذا احنا عارفين ال question vector اكتبه بكل
+
+378
+00:30:03,880 --> 00:30:07,340
+ال components وبالتالي بقدر اعمل ليه ال distance
+
+379
+00:30:07,340 --> 00:30:11,680
+vector منتهى البساطة لذا انها لقيتها two tasks
+
+380
+00:30:11,680 --> 00:30:15,560
+بدنا نسلمهم اللقاء القادم في اي استفسار لحد هنا؟
+
+381
+00:30:18,740 --> 00:30:21,820
+مش نشوف قبصلة احنا كنت عوضنا ناخد أفكار و بعدين
+
+382
+00:30:21,820 --> 00:30:25,960
+ناخد قمصلة مين بيحب انه يساعد يطلع الصدورة يحل في
+
+383
+00:30:25,960 --> 00:30:29,720
+المثال انا هساعده يعني بس انه يطلع بما ان انا كل
+
+384
+00:30:29,720 --> 00:30:35,100
+الشغل اعمله بيحب هو بيطلع اطلع
+
+385
+00:30:35,100 --> 00:30:42,320
+لا لما اطلع مش مشكلة احنا بنساعد بعض انا هرجع
+
+386
+00:30:42,320 --> 00:30:48,260
+للقوانين ايش اللي ماتينا السؤال؟إشرحينا إيش ما
+
+387
+00:30:48,260 --> 00:30:51,360
+أعطينا السؤال ال Cartesian coordinates ل two
+
+388
+00:30:51,360 --> 00:30:56,360
+points هو تعتبر
+
+389
+00:30:56,360 --> 00:30:59,740
+شوق يعني point B و هو بقى vector تمام إذا هو
+
+390
+00:30:59,740 --> 00:31:02,500
+ميعطينيش two points هو يعطيني point و vector إيش
+
+391
+00:31:02,500 --> 00:31:06,160
+قايل ليه في عند ال pointاللي هي واقع في ال
+
+392
+00:31:06,160 --> 00:31:09,300
+Cartesian coordinate على النطة minus 2 و 6 و 3
+
+393
+00:31:09,300 --> 00:31:13,140
+يعني ال X component لها minus 2 ال Y component 6 و
+
+394
+00:31:13,140 --> 00:31:17,920
+Z component 3 فمعطيني vector اللي قيمته Y X hat زي
+
+395
+00:31:17,920 --> 00:31:22,160
+X زي Y hat يعني ال vector تبعي له two components
+
+396
+00:31:22,160 --> 00:31:26,140
+واحدة في X hat واحدة في Y hatقيمة ال X hat
+
+397
+00:31:26,140 --> 00:31:31,280
+component هي مجموعة Y وقيمة ال component في ال Y
+
+398
+00:31:31,280 --> 00:31:36,640
+hat هي مجموعة X زا إضاءة Z تمام ايش بقول عبري عن B
+
+399
+00:31:36,640 --> 00:31:40,740
+وA اللي هي النقطة هالة في ال space و ال vector A
+
+400
+00:31:40,740 --> 00:31:44,080
+في ال cylindrical و ال spherical coordinate يعني
+
+401
+00:31:44,080 --> 00:31:47,580
+البعنى أخر نعم تقلب دوة cylindrical
+
+402
+00:31:55,700 --> 00:32:01,260
+بس الواحدة زي اللي ممكن تتساوي زي التلاتة
+
+403
+00:32:05,080 --> 00:32:08,300
+ممتازة يعني اذا احنا بنحكي ع ال point B انا بده
+
+404
+00:32:08,300 --> 00:32:11,560
+اروح من ال Cartesian لأ ال cylindrical معناه اني
+
+405
+00:32:11,560 --> 00:32:15,940
+بده اروح من ال XYZ ل raw of Y و Z raw هي جزر ال X
+
+406
+00:32:15,940 --> 00:32:21,960
+تربيع زي Y تربيع يبقى سوى جزر 4 زي 36 جزر الأرمين
+
+407
+00:32:21,960 --> 00:32:26,500
+اللي هي جزر الأرمين ممتازة و الفارق تنقل ال Y على
+
+408
+00:32:26,500 --> 00:32:28,140
+X
+
+409
+00:32:38,390 --> 00:32:45,570
+بصارت اللي هي حطيها بالكارتيجين minus 2 و 6 و 3
+
+410
+00:32:45,570 --> 00:32:49,310
+بتساوي
+
+411
+00:32:49,310 --> 00:32:54,290
+اللي هي جزر الأربعين و 5 اعتبارها لقيت من طول
+
+412
+00:32:54,290 --> 00:33:01,990
+رقمها تاني inverse تاني inverse سالب تلاتة و Z
+
+413
+00:33:01,990 --> 00:33:07,490
+تلاتةهنا وين فيه cylindrical coordinate؟ بدنا في
+
+414
+00:33:07,490 --> 00:33:09,330
+ال spherical coordinate احنا اول شهرة ال spherical
+
+415
+00:33:09,330 --> 00:33:13,070
+coordinate اللى هى R R بتسواق التربية زي ات واي
+
+416
+00:33:13,070 --> 00:33:18,610
+تربية زي التربية تربية تربية تربية تربية تربية
+
+417
+00:33:18,610 --> 00:33:20,210
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+418
+00:33:20,210 --> 00:33:21,090
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+419
+00:33:21,090 --> 00:33:21,230
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+420
+00:33:21,230 --> 00:33:23,390
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+421
+00:33:23,390 --> 00:33:23,410
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+422
+00:33:23,410 --> 00:33:32,390
+تربية تربية تربية ترب
+
+423
+00:33:32,700 --> 00:33:35,980
+وSETA تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا
+
+424
+00:33:35,980 --> 00:33:40,620
+تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا
+
+425
+00:33:40,620 --> 00:33:43,560
+تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا
+
+426
+00:33:43,560 --> 00:33:46,160
+تقريبا تقريبا تقريبا
+
+427
+00:33:52,760 --> 00:33:56,400
+هذا اذا لل point B قدرنا نعبر عنها من ال Cartesian
+
+428
+00:33:56,400 --> 00:33:59,080
+coordinate ان احولها ل ال cylindrical و ال
+
+429
+00:33:59,080 --> 00:34:01,660
+spherical coordinate طب هو بده كمان ال A النقطة A
+
+430
+00:34:01,660 --> 00:34:04,300
+النقطة A احنا عارفين ال X component و ال K
+
+431
+00:34:04,300 --> 00:34:07,900
+component قم بلها بده احولها و أجيب اللي هي ال R
+
+432
+00:34:07,900 --> 00:34:11,220
+hat component و ال theta hat و ال phi hat و كم بده
+
+433
+00:34:11,220 --> 00:34:15,560
+اجيب اللي هي ال R hat و ال .. اعمل هي اللي تفضل
+
+434
+00:34:21,180 --> 00:34:24,080
+طبعا زي ما عملت زملتنا قولنا في الـ cylindrical
+
+435
+00:34:24,080 --> 00:34:26,500
+coordinate ال role هي جزر تربية ل X تربية Z وY
+
+436
+00:34:26,500 --> 00:34:31,600
+تربية تطلع 6.32 ان الفاي اللي هي tan inverse Y على
+
+437
+00:34:31,600 --> 00:34:36,980
+X تطلع 108 و43 درجة وإن ال Z بدها تساوي 3 طب تمام
+
+438
+00:34:36,980 --> 00:34:39,400
+زي ما عملت زملتنا نجي لها اللي هو the spherical
+
+439
+00:34:39,400 --> 00:34:43,340
+قولنا R هي جزر تربية ل X تربية Z وY تربية Z تطلع 7
+
+440
+00:34:43,340 --> 00:34:47,340
+طبعا زي ما حسبتهاالـ set هي 10 inverse rho على z
+
+441
+00:34:47,340 --> 00:34:52,400
+اللي هي 64 مبتدأ 60 ممية صراحة أنا مش عارفة كيف هي
+
+442
+00:34:52,400 --> 00:34:56,440
+انهيأت ال vector عن ال point يعني برضه هنا في نفس
+
+443
+00:34:56,440 --> 00:34:58,560
+القوانين المفروض تستخدمها ما هي ال point بتعبلني
+
+444
+00:34:58,560 --> 00:35:04,080
+vector احنا في نقطة ايش نقطة في ال space موقعها هو
+
+445
+00:35:04,080 --> 00:35:07,380
+عبارة عن vector اللي هو قيمة ال X وY وZ هاي ال
+
+446
+00:35:07,380 --> 00:35:11,940
+point هو يعطيني نقطة اللي هي لها position vector و
+
+447
+00:35:11,940 --> 00:35:15,160
+vector تاني E اللي مافيه شلقة فيهبنقوله what's
+
+448
+00:35:15,160 --> 00:35:40,320
+component احنا
+
+449
+00:35:40,320 --> 00:35:43,800
+أسهل الحاجة انه متذكره احنا مشينا لهذه ال matrix
+
+450
+00:35:46,280 --> 00:35:51,440
+أحنا قولنا أي vector بواطر أكتبه بدلالة اللي هو ال
+
+451
+00:35:51,440 --> 00:35:55,880
+vector اللي بت X, Y, Z ال matrix بتاعة اللي بتربط
+
+452
+00:35:55,880 --> 00:36:00,360
+ال X component بال raw component بال X component و
+
+453
+00:36:00,360 --> 00:36:03,940
+ال Phi component بال Y component و Z componentوهي
+
+454
+00:36:03,940 --> 00:36:12,380
+عبارة عن كمبونات ال matrix رو hat dot x hat رو hat
+
+455
+00:36:12,380 --> 00:36:16,780
+dot y hat رو hat dot z hat وهكذا فهذه أسهل حاجة
+
+456
+00:36:16,780 --> 00:36:20,140
+لأنك انت هتلاقي حاجة بالاخر وسط في مداها وانت بدك
+
+457
+00:36:20,140 --> 00:36:24,080
+تجيبي هذا ال vector من اللي هو ال Cartesian لاسم
+
+458
+00:36:24,080 --> 00:36:27,780
+المركز فهذه الفرق بين النقطة و ال vector
+
+459
+00:36:32,360 --> 00:36:36,760
+عشان انا مقصودة
+
+460
+00:36:36,760 --> 00:36:40,300
+لأفسه عشان اذا عندي انا ال vector a اللي هو ال x
+
+461
+00:36:40,300 --> 00:36:43,620
+component قولنا قيمتها y ال y component قيمتها x
+
+462
+00:36:43,620 --> 00:36:46,180
+زات زت و ال z component بالزا و zero قولنا ايش
+
+463
+00:36:46,180 --> 00:36:49,820
+نستخدم عشان انا احول vector من one coordinate ل
+
+464
+00:36:49,820 --> 00:36:54,020
+another coordinate اني بستخدم ال matrixطب إذا A رو
+
+465
+00:36:54,020 --> 00:36:59,780
+عبارة عن Y Cos Phi زات X زات Z Sin Phi و A Phi
+
+466
+00:36:59,780 --> 00:37:03,780
+عبارة عن Minus Y Sin Phi زات X زات Z Cos Phi و A Z
+
+467
+00:37:03,780 --> 00:37:07,960
+بتساوي Zero أنا عشان أكمل اش بدأ أسوي و أجيب
+
+468
+00:37:07,960 --> 00:37:13,340
+القيام بتاعة ال Y و X و Z بدلالة ال Phi و ال Rho
+
+469
+00:37:14,530 --> 00:37:17,910
+معين؟ إذا ماقشف ده أكمل السؤال، ده أجيب قيمة هدول
+
+470
+00:37:17,910 --> 00:37:22,430
+ال components، يعني ال X إيش بتسوي رو كسين الفاية،
+
+471
+00:37:22,430 --> 00:37:26,830
+وال Y رو سين الفاية، وإلا بيكون في حل ناقص، إلا
+
+472
+00:37:26,830 --> 00:37:31,420
+بيكون mixture ما بين Cartesian وCylindricalعشان
+
+473
+00:37:31,420 --> 00:37:34,720
+انا اكمل الحالة ال Y و X و Z لازم اقيمه من هنا
+
+474
+00:37:34,720 --> 00:37:38,960
+طبعا ال Z دلت Z لكن ال X و Y فعند ال X مش هتساوي
+
+475
+00:37:38,960 --> 00:37:42,560
+Rho Cos Phi و Y Rho Sin Phi بنعوض عنهم مش باعطيني
+
+476
+00:37:42,560 --> 00:37:45,980
+ان ال A اللي اللي لها A Rho و A Phi و A Z
+
+477
+00:37:45,980 --> 00:37:49,750
+component هتساوي Rho Cos Phi Sin Phiزاد رو كسين
+
+478
+00:37:49,750 --> 00:37:54,730
+الفي زاد زد سين الفي رو هات زاد ماينس رو سين تربيه
+
+479
+00:37:54,730 --> 00:37:58,770
+في زاد رو كسين الفي زاد زد كسين الفي في هات وطبعا
+
+480
+00:37:58,770 --> 00:38:01,310
+ماطلعش معنا z component لإن ال z component مالها
+
+481
+00:38:01,310 --> 00:38:06,610
+من الأساس zero a z zero zero zero ففقط هيدلع عندي
+
+482
+00:38:06,610 --> 00:38:09,470
+ال raw component و ال phi component بعد ما أخلص من
+
+483
+00:38:09,470 --> 00:38:12,210
+قلم القيام اللي هي ال y و ال x
+
+484
+00:38:15,680 --> 00:38:20,040
+Exactly ولا ايه؟ طبعا كلا زلتم متذكرين قيمة ال raw
+
+485
+00:38:20,040 --> 00:38:23,260
+اللي هي جزر الأربعين و phi هي tan inverse minus
+
+486
+00:38:23,260 --> 00:38:28,000
+تلاتة بعود عنهم في اللي هي ال components اللي
+
+487
+00:38:28,000 --> 00:38:30,180
+عندنا طبعا احنا قالنا cosine ال phi بقدر أجيب sin
+
+488
+00:38:30,180 --> 00:38:35,220
+ال phi اذا عرفت ال cosine بقدر أجيب ال sin صحيح؟
+
+489
+00:38:35,220 --> 00:38:39,340
+tan بجيب ال cosine و بجيب ال sin انتهى البساطة بحط
+
+490
+00:38:39,340 --> 00:38:42,810
+القيم في قلبال component بتاعتي بتاعة ال vector
+
+491
+00:38:42,810 --> 00:38:46,250
+بقدر أحصل ع ال vector اللي هو بيعطيني ال two
+
+492
+00:38:46,250 --> 00:38:48,230
+components اللي هي واحدة في الرواحات و واحدة في ال
+
+493
+00:38:48,230 --> 00:38:51,430
+file هات لإن اتفقنا كلنا انه بيظهر ما لها zero لو
+
+494
+00:38:51,430 --> 00:38:55,030
+بيبقى لها zero ليه بس المعادلات؟ لأ بس عشان انا
+
+495
+00:38:55,030 --> 00:38:58,630
+مكبرة الحط ان عشان تشوف الأرقام ما هي اليرة يعني
+
+496
+00:38:58,630 --> 00:39:03,980
+مابتاخدش سطرين السطر الأول هي ال matrixوبدي أنتبه
+
+497
+00:39:03,980 --> 00:39:09,000
+إن في دلالتي Y و X و Z فبالتالي بدي أعرف إيش كيام
+
+498
+00:39:09,000 --> 00:39:13,080
+ال Y و X و Z طبعا هو بقيت السؤال هو بيدويا نكتبها
+
+499
+00:39:13,080 --> 00:39:16,220
+في دلالة ال cosine و ال phi ال cylindrical و ال
+
+500
+00:39:16,220 --> 00:39:20,360
+spherical و بيدويا نحسبها عند النقطة P عشان هي أدت
+
+501
+00:39:20,360 --> 00:39:22,840
+النقطة P أما هنا أحنا خلصنا الجزء الأول كتبتها في
+
+502
+00:39:22,840 --> 00:39:26,560
+دلالة ال cylindrical coordinateأنتهى يعني أنا
+
+503
+00:39:26,560 --> 00:39:29,800
+باستخدام ال matrix انتهى الحل عشان اقولك انه صغير
+
+504
+00:39:29,800 --> 00:39:36,380
+الحل هو بده نكتب هى نرجع للسؤال بده يانا ال P نكتب
+
+505
+00:39:36,380 --> 00:39:39,780
+ال components تعونها بدلالة ال cylindrical و ال
+
+506
+00:39:39,780 --> 00:39:44,100
+spherical و ال vector A بدي اكتبه بدلالة برضه ال
+
+507
+00:39:44,100 --> 00:39:47,580
+cylindrical و ال spherical و احسبه evaluate A at P
+
+508
+00:39:47,580 --> 00:39:50,240
+في ال Cartesian و في ال cylindrical و في ال
+
+509
+00:39:50,240 --> 00:39:53,560
+spherical في ال Cartesian عطول بعوض عن Y اللى هى
+
+510
+00:39:53,560 --> 00:40:00,280
+ال 6و X ذات Z ماقص ثلاثة و نقص تانية ذات تلاتة هدف
+
+511
+00:40:00,280 --> 00:40:03,520
+ال kartesian في ال cylindrical احنا حسبنا القيم
+
+512
+00:40:03,520 --> 00:40:07,220
+طبعا
+
+513
+00:40:07,220 --> 00:40:09,680
+احنا عملنا هد ال matrix transformation من ال
+
+514
+00:40:09,680 --> 00:40:13,140
+kartesian ل ال cylindrical و بعد ما انا حصفت على
+
+515
+00:40:13,140 --> 00:40:16,260
+ال vector A في ال cylindrical بدي اروح على النقطة
+
+516
+00:40:16,260 --> 00:40:19,700
+B و اعوض على القيم بتاعة ال Phi و ال rho
+
+517
+00:40:22,520 --> 00:40:25,320
+بظهر على الـ Cepherical مارجع كلمة مرة على ال
+
+518
+00:40:25,320 --> 00:40:27,820
+matrix قال لي ال ar و ال a theta و ال a phi
+
+519
+00:40:27,820 --> 00:40:32,340
+فقدرتهم دلالات ال a x و ال a y و ال a z ال x دي y
+
+520
+00:40:32,340 --> 00:40:37,660
+ال a y هي x ذات z و ال a z zero هو بساخدم اللي هي
+
+521
+00:40:37,660 --> 00:40:41,500
+ال transformation matrix بعرف قيمة ar و a theta و
+
+522
+00:40:41,500 --> 00:40:47,200
+a phi بظهر علي نفس القضية جيب قيمة yوقيم X و Z و θ
+
+523
+00:40:47,200 --> 00:40:52,080
+و ف يعني اولا بدون اللي هي عند النقطة P بدي اقيم
+
+524
+00:40:52,080 --> 00:40:56,120
+ال Y و X و بعود عنهم الدلالة ال R و ال θ و ال ف
+
+525
+00:40:56,120 --> 00:41:00,000
+احنا عارفين ان X هي عبارة عن R sin θ cos ف و Y هي
+
+526
+00:41:00,000 --> 00:41:03,740
+عبارة عن R sin θ sin ف و Z هي عبارة عن R cos θ
+
+527
+00:41:03,740 --> 00:41:09,570
+بعود عنهم بطلع معايا ال vector الصحيح في البدون
+
+528
+00:41:09,570 --> 00:41:12,390
+هيك بيكون حل ناقص انا بيصير mixture ما بين
+
+529
+00:41:12,390 --> 00:41:16,250
+cartesian و spherical السؤال هذا يعني فيه هاي ال
+
+530
+00:41:16,250 --> 00:41:18,810
+trick انه اتقعد بفكر حل عملت transformation matrix
+
+531
+00:41:18,810 --> 00:41:23,130
+وانتهى الحل لأ انا هو ال trick انه كمان عندي ال x
+
+532
+00:41:23,130 --> 00:41:25,930
+component و ال y component بدلة ال y و ال x و ال z
+
+533
+00:41:25,930 --> 00:41:29,730
+فبالتالي هدولة بدي اعوض عنهم بدلة ال R و ال θ بحصل
+
+534
+00:41:29,730 --> 00:41:32,750
+على ال vector في ال spherical coordinate بجي عند
+
+535
+00:41:32,750 --> 00:41:38,970
+النقطة Bبدي احسب قيمة R و Phi و Theta R هي حسابات
+
+536
+00:41:38,970 --> 00:41:44,330
+اللي هيها emblema 7 و Phi هي 10 inverse-3 و Theta
+
+537
+00:41:44,330 --> 00:41:49,630
+هي 10 inverse-شزر الأربعين على 3 بجيب كل الحاجة
+
+538
+00:41:49,630 --> 00:41:52,750
+لزماني و بعود عنها يعني لازم ال cos Phi cos Phi
+
+539
+00:41:52,750 --> 00:41:56,550
+cos Theta sin Theta و بعود في قيمة ال A و بطلع
+
+540
+00:41:56,550 --> 00:41:59,690
+معايا اللي هي هاي ال vector في ال spherical
+
+541
+00:41:59,690 --> 00:42:03,020
+coordinateلو انا بدى اعمل فحص ان احل صح و لا غلط
+
+542
+00:42:03,020 --> 00:42:07,040
+ايش بسويه بجيب ال magneto بتبع ايه في ال Cartesian
+
+543
+00:42:07,040 --> 00:42:10,060
+و ال magneto بتبع ايه في ال cylindrical و ال
+
+544
+00:42:10,060 --> 00:42:13,680
+magneto بتبع ايه في ال spherical اذا طلع معايا لا
+
+545
+00:42:13,680 --> 00:42:17,320
+اي تساوى معناه اعملها غلط طلعوا بتساوى معناها ان
+
+546
+00:42:17,320 --> 00:42:20,920
+انا الحمد لله ماملتش اي mathematical mistakes
+
+547
+00:42:23,530 --> 00:42:27,010
+هذا هو هذا ال check ال magnitude تبع a ال function
+
+548
+00:42:27,010 --> 00:42:29,810
+x,y,z لازم يساوي ال magnitude في ال raw of y,z
+
+549
+00:42:29,810 --> 00:42:35,370
+بيساوي ال magnitude في r,θ,y تمام احنا هيكد
+
+550
+00:42:35,370 --> 00:42:39,770
+المفروض ننهي المحاضرة بس هشطبها بإني أشرح حاجة
+
+551
+00:42:39,770 --> 00:42:44,810
+اسمها ال constant coordinate يعني مثلا إذا روحنا
+
+552
+00:42:44,810 --> 00:42:45,830
+على ال Cartesian coordinate
+
+553
+00:42:48,390 --> 00:42:51,650
+إذا روحت على ال Cartesian coordinate XYZ عشان اللي
+
+554
+00:42:51,650 --> 00:42:55,070
+القادم هعملها ال cylindrical و ال spherical إيش
+
+555
+00:42:55,070 --> 00:42:58,410
+معنى constant coordinate؟ يعني إذا قلت أنا عندي في
+
+556
+00:42:58,410 --> 00:43:03,590
+ال XYZ coordinate عندي Z دايما ثابتة، قيمة ثابتة،
+
+557
+00:43:03,590 --> 00:43:08,670
+تلاتة فهداش بتمثلي ال plan بتمثلي ال plan اللي ال
+
+558
+00:43:08,670 --> 00:43:12,790
+X و ال Y بتغيروا على طول و Z ثابتة اللي هو هذا ال
+
+559
+00:43:12,790 --> 00:43:16,280
+plan شايفين هو هذا ال plan؟هذا ماله constant
+
+560
+00:43:16,280 --> 00:43:20,380
+coordinate يعني قيمة الـ z component سابطة لو كانت
+
+561
+00:43:20,380 --> 00:43:24,220
+x هي اللي سابطة حيكون عند الـ z بتتغير منصة
+
+562
+00:43:24,220 --> 00:43:26,120
+infinity للواصلة infinity و ال y بتتغير منصة
+
+563
+00:43:26,120 --> 00:43:30,780
+infinity للواصلة infinity هذا اللي بيعمل هذا اللي
+
+564
+00:43:30,780 --> 00:43:38,780
+هي قيمة ال y سابطة ال x سابطةالـ X قيمة ثابتة و
+
+565
+00:43:38,780 --> 00:43:42,000
+الـ Y و الـ Z بتغيروا في هذا الـ plan و اعطي
+
+566
+00:43:42,000 --> 00:43:44,060
+الحيالي constant coordinate يعني تكون واحدة من
+
+567
+00:43:44,060 --> 00:43:47,800
+القيم ثابتة مهما تغيرت القنطين التانية و هيك
+
+568
+00:43:47,800 --> 00:43:50,400
+يعطيكوا العافية و لقاء القدم ان شاء الله هشوف ال
+
+569
+00:43:50,400 --> 00:43:53,960
+constant coordinate
+
+570
+00:43:53,960 --> 00:43:57,180
+او يعني ان اخلي واحد القوانين ثابت في السفر الكلب
+
+571
+00:43:57,180 --> 00:44:00,700
+و السندر الكلب يشوف القيامة يعطيكوا العافية ان شاء
+
+572
+00:44:00,700 --> 00:44:00,780
+الله
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/9d9AlY75ruU_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/9d9AlY75ruU_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..de0d545026af752e65a5a5ad983d6e4e42775e45
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/9d9AlY75ruU_raw.srt
@@ -0,0 +1,2312 @@
+1
+00:00:21,060 --> 00:00:23,380
+بسم الله الرحمن الرحيم السلام عليكم و رحمة الله
+
+2
+00:00:23,380 --> 00:00:27,320
+وبركاته قبل ما نتبع موضوعها اللي هو ال coordinate
+
+3
+00:00:27,320 --> 00:00:29,160
+system و ال transformation من coordinate ل
+
+4
+00:00:29,160 --> 00:00:31,800
+coordinate تاني بحب أسألكم إذا في حد عنده أي سفسار
+
+5
+00:00:31,800 --> 00:00:35,920
+ماضي اللي حكيناها، في حد عنده أي سفسار واضحة كل
+
+6
+00:00:35,920 --> 00:00:38,700
+الأمور قدامكم ان شاء الله، احنا المحاضرة الماضية
+
+7
+00:00:39,400 --> 00:00:41,820
+شوفنا كيف العلاقة بين اللي هو الـ Cartesian
+
+8
+00:00:41,820 --> 00:00:44,520
+coordinate و ال cylindrical coordinate قولنا
+
+9
+00:00:44,520 --> 00:00:47,600
+الاتنين مابهم orthogonal coordinate يعني بتبعوا ال
+
+10
+00:00:47,600 --> 00:00:51,440
+right hand rule يعني x hat و y hat و z hat متعمدين
+
+11
+00:00:51,440 --> 00:00:55,720
+رو هات و في هات و ز هات متعمدين x hat و y hat و z
+
+12
+00:00:55,720 --> 00:00:59,580
+hat قولنا بالتمام زي ال corner تبع ال class ال y
+
+13
+00:00:59,580 --> 00:01:02,300
+hat و ال رو هات و ال ز هات بالتمام زي ال cylinder
+
+14
+00:01:02,300 --> 00:01:06,780
+منظر لل cylinder انه ال radius تبعالدائرة تاعت
+
+15
+00:01:06,780 --> 00:01:11,120
+القاعدة أو يعني تاعت دائرة السيلندر بشكل عام رو هو
+
+16
+00:01:11,120 --> 00:01:16,600
+اتجاه ال radius و رو هو اتجاه ال radius ففاي هو
+
+17
+00:01:16,600 --> 00:01:20,880
+العمودي عليه المماس لميه للدائرة في اتجاه ال
+
+18
+00:01:20,880 --> 00:01:24,740
+counter clockwise عكس عقارب الساعة و ال z hat هو
+
+19
+00:01:24,740 --> 00:01:28,660
+نفس ال z hat في اتجاه ال axis الطويل تبع السيلندر
+
+20
+00:01:28,660 --> 00:01:32,020
+لحظة من المحاضرة الماضية ان احنا نقدر نحول اسواق
+
+21
+00:01:33,670 --> 00:01:37,110
+Cartesian لأ cylindrical او non-cylindrical ل
+
+22
+00:01:37,110 --> 00:01:41,770
+Cartesian فشوفنا اللي هي العلاقة بين ال X hat و ال
+
+23
+00:01:41,770 --> 00:01:44,870
+Y hat و ال Z hat و ال rho hat و ال phi hat و شوفنا
+
+24
+00:01:44,870 --> 00:01:49,390
+كمان العلاقة بين ال rho hat و ال phi hat و ال Z
+
+25
+00:01:49,390 --> 00:01:53,840
+hatالعكس يعني احنا كتبناها ال raw hat و ال fi hat
+
+26
+00:01:53,840 --> 00:01:57,260
+و ال z hat مع ال x hat و ال y hat و ال z hat اذا
+
+27
+00:01:57,260 --> 00:02:00,460
+صرنا عارفين ال transformation من ال Cartesian
+
+28
+00:02:00,460 --> 00:02:03,920
+لcylindrical و mycylindrical للCartesian فبشكل عام
+
+29
+00:02:03,920 --> 00:02:08,140
+اي vector a في ال Cartesian اللي هو ax x hat ال x
+
+30
+00:02:08,140 --> 00:02:11,800
+componentيهات وايهات وايهات وايهات وايهات وايهات
+
+31
+00:02:11,800 --> 00:02:14,660
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+32
+00:02:14,660 --> 00:02:20,880
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+33
+00:02:20,880 --> 00:02:21,540
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+34
+00:02:21,540 --> 00:02:21,640
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+35
+00:02:21,640 --> 00:02:21,640
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+36
+00:02:21,640 --> 00:02:21,640
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+37
+00:02:21,640 --> 00:02:26,200
+وايهات وايهات وايهات وايهات وايهات وايهات وايهات
+
+38
+00:02:26,200 --> 00:02:37,660
+وايهات
+
+39
+00:02:37,660 --> 00:02:43,210
+والـ first component sin phi و 0 و ال vector ايش
+
+40
+00:02:43,210 --> 00:02:47,490
+هيكون ax ay a z و نفس الشيء ال road تاني هيكون a
+
+41
+00:02:47,490 --> 00:02:53,250
+phi بيسوي سلب sin cos 0 ax و طبعا نفس ال vector ax
+
+42
+00:02:53,250 --> 00:02:59,900
+ay و 0 0 1لو انا بدى اخد اللى هو الـ Cartesian
+
+43
+00:02:59,900 --> 00:03:02,180
+coordinate اذا كنت عارفة اللى هو الاسلاندركال
+
+44
+00:03:02,180 --> 00:03:04,320
+coordinate ببساطة باخد ال inverse بتاعة ال
+
+45
+00:03:04,320 --> 00:03:07,420
+transformation matrix لو جبت ال inverse تبعها
+
+46
+00:03:07,420 --> 00:03:09,860
+بالتمام بيطلع عليه اللى هى ال matrix اللى احنا
+
+47
+00:03:09,860 --> 00:03:14,520
+شفناها العلاقة بين ال X AX و ال Arrow و ال AY و ال
+
+48
+00:03:14,520 --> 00:03:22,000
+FY و AZ و AZبشكل عام انا عشان اجيب مثلا ax دلالة
+
+49
+00:03:22,000 --> 00:03:25,760
+ال a rho وال a phi وال a z اول rho في ال component
+
+50
+00:03:25,760 --> 00:03:30,530
+في ال matrix هيكون ax hat او x hat dot rho hatيكون
+
+51
+00:03:30,530 --> 00:03:35,850
+ax.phi hat ax.z hat و الاروه التانى الهو ay هيكون
+
+52
+00:03:35,850 --> 00:03:42,550
+ny.rho hat y hat.phi hat y hat.z hat و ال z
+
+53
+00:03:42,550 --> 00:03:46,430
+component هتكون z hat.rho hat z hat.phi hat z hat
+
+54
+00:03:46,430 --> 00:03:52,550
+.z hat مضربين فى ال vector arrow a phi a zنجلاء
+
+55
+00:03:52,550 --> 00:03:54,490
+الـ spherical coordinates الـ spherical
+
+56
+00:03:54,490 --> 00:03:57,330
+coordinates بتميز ان هو صفير يعني هنا بنحكي احنا
+
+57
+00:03:57,330 --> 00:04:00,970
+عصرنا على ال coordinates بتشكلوا على شكل اش بطيخة
+
+58
+00:04:00,970 --> 00:04:04,390
+هالبطيخة احد ال coordinates بتاعتها اللي هو ال R
+
+59
+00:04:04,390 --> 00:04:08,230
+ال R اللي هو ال radius تبع البطيخة ال surface
+
+60
+00:04:08,230 --> 00:04:13,130
+تبعنا بطيخة او اللي هو كرة محيطة في ال R بتاعتنا
+
+61
+00:04:13,600 --> 00:04:17,660
+كرة اذا ال radius تبعنا بيجي من ال origin و فى
+
+62
+00:04:17,660 --> 00:04:20,440
+اتجاه ال radius تبع ال أسفير اللى هو ال R hat
+
+63
+00:04:20,440 --> 00:04:24,780
+اتجاهه هذا ال R طوله R و اتجاهه فى اتجاه اللى هو
+
+64
+00:04:24,780 --> 00:04:28,700
+ال radius تبع ال أسفير R hat التانية اللى هى ثتا
+
+65
+00:04:28,700 --> 00:04:32,620
+ثتا اللى هى الزاور بين ال radius و ال z axis ثتا
+
+66
+00:04:32,620 --> 00:04:37,280
+اللى هى بين ال radius و ال z axis هى الثتا بتروح
+
+67
+00:04:37,280 --> 00:04:45,110
+من zero ل by من zero ل byأذا عندي R اللي هي من
+
+68
+00:04:45,110 --> 00:04:49,710
+Zero ل Infinity ال Radius ثتا بتروح من Zero ل Pi و
+
+69
+00:04:49,710 --> 00:04:53,130
+Phi عندي اللي هي إذا طلعت على ال cross المقطع
+
+70
+00:04:55,040 --> 00:04:59,040
+البطيخة تاعتى او الاسفير تاعتى هيكون في دائرة فاي
+
+71
+00:04:59,040 --> 00:05:04,960
+هي الزاوية ما بين مسقط R على ال cross section على
+
+72
+00:05:04,960 --> 00:05:10,480
+الدائرة مسقطها و X axis يعني فاي هي ما بين ال X
+
+73
+00:05:10,480 --> 00:05:16,660
+axis و مسقط ال R على الدائرة اللى هي cross section
+
+74
+00:05:16,660 --> 00:05:21,430
+تبع الاسفيرفنقول لو بتروح حالة الـ x-axis بتبدأ من
+
+75
+00:05:21,430 --> 00:05:25,470
+الـ 0 و بتلوف لفة كاملة يعني إلها من 0 ل 2π يعني
+
+76
+00:05:25,470 --> 00:05:29,790
+إذا تخيلناها كويس فبتروح من 0 ل 2π ثتا بتروح من 0
+
+77
+00:05:29,790 --> 00:05:33,070
+ل π و r من 0 ل infinity هلاقى إن أنا غطيت كل ال
+
+78
+00:05:33,070 --> 00:05:36,790
+space زي ما ال x و y, x بتروح معاس infinity لباس
+
+79
+00:05:36,790 --> 00:05:38,970
+infinity, y بتروح معاس infinity لباس infinity, z
+
+80
+00:05:38,970 --> 00:05:42,070
+بتروح معاس infinity لباس infinity أنا غطيت كل ال
+
+81
+00:05:42,070 --> 00:05:42,410
+space
+
+82
+00:05:46,370 --> 00:05:49,290
+هنا كمان نفس الحاجة لأن orthogonal coordinate
+
+83
+00:05:49,290 --> 00:05:53,170
+معناه ان r hat dot r hat بتساوي theta hat dot
+
+84
+00:05:53,170 --> 00:05:57,650
+theta hat ف I hat dot ف I hat بيسوا واحد يعني ال
+
+85
+00:05:57,650 --> 00:06:00,450
+unit vector في نفسه بيعطيني واحد بينما اي unit
+
+86
+00:06:00,450 --> 00:06:04,130
+vector dotted مع unit vector تاني هيكون zero لأنهم
+
+87
+00:06:04,130 --> 00:06:07,730
+احنا قلنا orthogonal coordinate كمان تمطبق عليهم
+
+88
+00:06:07,730 --> 00:06:09,910
+الدائرة اللي هي ال r hat
+
+89
+00:06:28,940 --> 00:06:32,600
+العكس هتعطي إشارة سالبة
+
+90
+00:06:38,750 --> 00:06:42,410
+إذا أنا الوثشين فيكتور أو الوكتور لأي نقطة في ال
+
+91
+00:06:42,410 --> 00:06:45,090
+space اللي احنا عشان اللي بنسميه الوثشين فيكتور
+
+92
+00:06:45,090 --> 00:06:49,630
+برضه هو عبارة عن ar اللي هو component في اتجاه
+
+93
+00:06:49,630 --> 00:06:54,570
+الارهاد a theta a phi او ar ar hat زي a theta
+
+94
+00:06:54,570 --> 00:06:57,870
+theta hat زي a phi phi hat المجنيتو التبعه ايش
+
+95
+00:06:57,870 --> 00:07:01,210
+اتفاق نحن المجنيتو بتاعنا؟ المجنيتو هو just vector
+
+96
+00:07:01,210 --> 00:07:08,390
+a ل a dot aأيه بط ايه ايش بظل معنا هاي component
+
+97
+00:07:08,390 --> 00:07:12,890
+دت مع نفسها هاي دت مع نفسها هاي دت مع نفسها لإن ال
+
+98
+00:07:12,890 --> 00:07:16,670
+dot ما بينهاي وهاي ايش بيساوي zero r hat dot theta
+
+99
+00:07:16,670 --> 00:07:19,370
+hat zero r hat dot phi hat zero theta hat dot phi
+
+100
+00:07:19,370 --> 00:07:24,610
+hat zero بيظل معنا بس ar تربيه زاد s تربيه زاد a
+
+101
+00:07:24,610 --> 00:07:26,050
+pi تربيه
+
+102
+00:07:37,290 --> 00:07:40,190
+طب احنا كمان نقدر نروح من ال cylindrical
+
+103
+00:07:40,190 --> 00:07:42,850
+coordinate من ال spherical coordinate لكارتيشن و
+
+104
+00:07:42,850 --> 00:07:45,990
+لعكس من اني بدي أطلع على ال coordinate system و
+
+105
+00:07:45,990 --> 00:07:49,350
+أشوفش العلاقة بين ال R و ال θ و ال ف و ال X و ال Y
+
+106
+00:07:49,350 --> 00:07:53,110
+و ال Z طبعا العلاقة هتكون بسيطة بالنسبالنا و واضحة
+
+107
+00:07:53,110 --> 00:07:58,230
+اذا طلعنا كويس على الرسم اللي قدامنا اذا طلعنا على
+
+108
+00:07:58,230 --> 00:08:00,510
+الرسم اللي قدامنا هى R اللي هو ال radius على
+
+109
+00:08:00,510 --> 00:08:04,280
+الاسفير ده هتجيب نقطة أنطة في ال spaceهي θ اللي
+
+110
+00:08:04,280 --> 00:08:10,080
+قلنا الزاوية بين z أكسس وR وPhi اللي بتحدد ليه
+
+111
+00:08:10,080 --> 00:08:14,400
+الزاوية بين نقطة قطعة R على الدائرة وX أكسس
+
+112
+00:08:14,400 --> 00:08:17,560
+فالكارتيشين
+
+113
+00:08:17,560 --> 00:08:22,840
+كوردين تلنا ال X وY وZ نجيب العلاقة مباري اللي هي
+
+114
+00:08:22,840 --> 00:08:27,140
+ال Gaussian عند نقطة XYZ وRθ فI وأكيد هنجيبها
+
+115
+00:08:27,140 --> 00:08:31,580
+بضلالة السنة اللي كانت كوردين لإنه سنة عارفينأحنا
+
+116
+00:08:31,580 --> 00:08:34,820
+قبل هيك حكينا إن ال position بتأثرش في أي
+
+117
+00:08:34,820 --> 00:08:37,980
+coordinate بحكي عنه أنا عندي هذا الألم محطوط في ال
+
+118
+00:08:37,980 --> 00:08:41,720
+space أسوأ عبرت عن موقع بالنسبة لل origin بال
+
+119
+00:08:41,720 --> 00:08:43,900
+Cartesian coordinate أو بال spherical أو
+
+120
+00:08:43,900 --> 00:08:47,300
+بالcylindrical بتغير مكانه؟ المفروض مايتغيرش عشان
+
+121
+00:08:47,300 --> 00:08:50,820
+هيك احنا دايما نقول إن ال position عند ال XYZ لازم
+
+122
+00:08:50,820 --> 00:08:52,640
+يساوي position في ال spherical coordinate اللي هو
+
+123
+00:08:52,640 --> 00:08:58,130
+RθY أو في ال cylindrical اللي هو RθYZكعمل الرصنة
+
+124
+00:08:58,130 --> 00:09:01,850
+بيحقق لها ال X,Y,Z R اللي هو ال radius تبع الاسفير
+
+125
+00:09:01,850 --> 00:09:06,830
+بيحددلي مواقع النقطة عامل زاوية Z مع Z axis و Phi
+
+126
+00:09:06,830 --> 00:09:10,970
+اللي هي زاوية ما بين مسقط R على الدائرة اللي هي ال
+
+127
+00:09:10,970 --> 00:09:14,510
+cross section للسفيركال coordinate و X axis اللي
+
+128
+00:09:14,510 --> 00:09:19,350
+هي ال R كيف العلاقة بينهم؟ هنجيبها بمحدد شعرنا في
+
+129
+00:09:19,350 --> 00:09:23,170
+الرصنة اللي أمامنا R اللي هو ال radius تبع
+
+130
+00:09:23,170 --> 00:09:28,400
+السفيركال إيش هيكون؟ هيكون هو عبارة عنالجزر
+
+131
+00:09:28,400 --> 00:09:32,700
+التربيه لقيم ال X تربيه إذا طلعته احنا هدا بصش
+
+132
+00:09:32,700 --> 00:09:36,720
+متكتر اللي
+
+133
+00:09:36,720 --> 00:09:43,200
+هو موقع في ال X-axis وهي ال Y-axis وهي Z-axis فإيش
+
+134
+00:09:43,200 --> 00:09:49,200
+هيكون X تربيه زي Y تربيه زي Z تربيه وحياتي تحت
+
+135
+00:09:49,200 --> 00:09:53,320
+الجزر طبعا حياتي R لإن R vector بضربته في دلالة XX
+
+136
+00:09:53,320 --> 00:09:55,960
+hat YY hat ZZ hat
+
+137
+00:10:07,100 --> 00:10:10,660
+هذا R ميجي لزاوية ثتا
+
+138
+00:10:14,010 --> 00:10:18,290
+ممكن أعمله إسقاط على z-axis، إيش بيساوي الإسقاط
+
+139
+00:10:18,290 --> 00:10:21,230
+طبعا على z-axis؟ أو ال component بتاعته على z-axis
+
+140
+00:10:21,230 --> 00:10:28,930
+هي R cos θ، R cos θ و ال component التانية اللي
+
+141
+00:10:28,930 --> 00:10:34,860
+متعمدة عليها هتكون R sin θ، صحيح؟طب احنا عندنا هى
+
+142
+00:10:34,860 --> 00:10:39,060
+اللى هى r cos θ و هذا الـ r فالـ θ باخد الصيني
+
+143
+00:10:39,060 --> 00:10:42,900
+باخد ال cos باخد ال component هى على هى او هى على
+
+144
+00:10:42,900 --> 00:10:46,960
+هى هذا اللى هى ال z component و هذا المقابل و هذا
+
+145
+00:10:46,960 --> 00:10:52,260
+اللى هو الوطن التانش هيكون المقابل على المجاور هى
+
+146
+00:10:52,260 --> 00:10:56,360
+sin تل الثتا يعني هذه على هى ايش هتكون لو قسمناها
+
+147
+00:10:56,360 --> 00:10:58,880
+هيكون sin θ على cos θ اللى هى تل الثتا
+
+148
+00:11:13,260 --> 00:11:19,360
+طب مين هي ال raw ال raw اللي هي هذا اللي هو
+
+149
+00:11:19,360 --> 00:11:24,960
+الإسقاط التبع ال R على ال X Y ال plane اللي هي ال
+
+150
+00:11:24,960 --> 00:11:31,260
+component هي موزية لهذههذا المستطيل وهذا الطليعه
+
+151
+00:11:31,260 --> 00:11:35,560
+هو نفسه هذا الطليعه اللي هو عبارة عن مين؟ Rsinθ
+
+152
+00:11:35,560 --> 00:11:39,680
+اذا انا هي اللي بقدر اعمله component Rcosθ وRsinθ
+
+153
+00:11:39,680 --> 00:11:44,120
+ف رو هي Rsinθ اذا طلعت في عملية الجمهور زى ما احنا
+
+154
+00:11:44,120 --> 00:11:48,440
+اتعلمنا كجمهور ال vector ايه اخدت هذا ال component
+
+155
+00:11:48,440 --> 00:11:51,760
+وهذا ال component وهذا ال X component وهذا ال Y
+
+156
+00:11:51,760 --> 00:11:53,900
+component وهذا ال رو رو مش بيساوي
+
+157
+00:12:14,890 --> 00:12:22,210
+مواضح لحدنا؟ ميجي
+
+158
+00:12:22,210 --> 00:12:29,840
+للفعلإذا طلعت احنا عندنا ال raw لإن دي it's الفاي
+
+159
+00:12:29,840 --> 00:12:34,740
+المجور إلها و المقابل إلها المجور إلها هو عبارة عن
+
+160
+00:12:34,740 --> 00:12:41,000
+raw جب تمام الفاي و المقابل اللي هو raw sin الفاي
+
+161
+00:12:41,000 --> 00:12:45,060
+إذا انتج الفرش هيكون المقابل هو raw sin الفاي
+
+162
+00:12:45,310 --> 00:12:51,290
+عالمجاور هو رو كوصين الفايل اذا ندي رو كوصين
+
+163
+00:12:51,290 --> 00:12:57,350
+الفايل على رو كوصين الفايل تتساويتان الفايل هي
+
+164
+00:12:57,350 --> 00:13:03,730
+بتساوي تان مين هذه عبارة عن y على مين على x اذا
+
+165
+00:13:03,730 --> 00:13:10,100
+الفايل هي عبارة عن تان انفرس y على xهكي انا كتبت
+
+166
+00:13:10,100 --> 00:13:14,100
+ال R و ال θ و الفي لما اكون عارفة ال X و ال Y و ال
+
+167
+00:13:14,100 --> 00:13:16,840
+Z اذا كنت عارفة ال X و ال Y و ال Z ال question تبع
+
+168
+00:13:16,840 --> 00:13:19,920
+النقطة بتاعتي تقول ان R اللي هي ال radius تبع
+
+169
+00:13:19,920 --> 00:13:23,620
+الاسفير هيكون جزر التربية ل X تربية زي Y تربية زي
+
+170
+00:13:23,620 --> 00:13:28,620
+Z تربية ثتا هتكون tan inverse rho على Z رو اللي هي
+
+171
+00:13:28,620 --> 00:13:32,500
+جزر التربية ل X تربية زي Y تربية و في هتكون tan
+
+172
+00:13:32,500 --> 00:13:34,400
+inverse Y على X
+
+173
+00:13:41,490 --> 00:13:47,050
+هي اي سؤال احد منكم؟ طب نشوف ايش هي ال X component
+
+174
+00:13:47,050 --> 00:13:52,150
+لدالة ال R و θ و ف احنا قلنا الإسقاط تبع ال R على
+
+175
+00:13:52,150 --> 00:13:57,890
+الدائرة على ال circle اللي هي ال cross section تبع
+
+176
+00:13:57,890 --> 00:14:03,630
+ال sphere فابع عنين R sin θ R sin θ اللي هي رو
+
+177
+00:14:03,630 --> 00:14:06,370
+احنا رو ان هي ابع عن R sin θ
+
+178
+00:14:12,130 --> 00:14:15,630
+الـRsinθ أو الـRaw لها X component وY component و
+
+179
+00:14:15,630 --> 00:14:20,130
+لا .. إيش الـ X component هتكون؟ الـ X إبارة عن
+
+180
+00:14:20,130 --> 00:14:31,210
+Rsinθ cos ف .. ريزينا الـ Rsinθ
+
+181
+00:14:31,210 --> 00:14:36,410
+cos ف إذا الـ X component لا قصش الـ vector يعني
+
+182
+00:14:36,410 --> 00:14:41,160
+إبارة عن مين؟ Rsinθ cos فطب ال Y component إيش
+
+183
+00:14:41,160 --> 00:14:47,360
+هتكون؟ R sin θ sin في إذا ال Y component هي R sin
+
+184
+00:14:47,360 --> 00:14:53,300
+θ sin في و ال Z component إيش هتكون؟ R cos θ R cos
+
+185
+00:14:53,300 --> 00:14:56,420
+θ لإن أحنا ال R إيش أنها component بتجاه ال Z اللي
+
+186
+00:14:56,420 --> 00:15:01,160
+R cos θ واحدة بتجاه اللي هي أو ثابتة على اللي هي
+
+187
+00:15:01,160 --> 00:15:05,960
+cross section للسفير اللي هو R sin θ تمام؟ بتقسم
+
+188
+00:15:05,960 --> 00:15:06,940
+صار لحد هنا؟
+
+189
+00:15:19,110 --> 00:15:22,650
+نفس الحاجة بقدر اكتب اللي هو ال X hat و ال Y hat و
+
+190
+00:15:22,650 --> 00:15:27,210
+ال Z hat بدلالة ال R hat و ال theta hat و ال phi
+
+191
+00:15:27,210 --> 00:15:30,190
+hat و كمان ال R hat و ال theta hat و ال phi hat
+
+192
+00:15:30,190 --> 00:15:34,610
+برضه بدلالة ال X hat و ال Y hat و ال Z hat تمام حد
+
+193
+00:15:34,610 --> 00:15:37,670
+احنا شفناها قبل شوية قولنا ال R hat ايش بتها تساوي
+
+194
+00:15:37,670 --> 00:15:40,750
+فينا X component لها ال X component بتاعتها ايش
+
+195
+00:15:40,750 --> 00:15:45,840
+هتكوناللي هي الإسقاطي لل R hat على الدائرة، ليش؟
+
+196
+00:15:45,840 --> 00:15:50,680
+هتكون مجنته تبع R hat في cos θ، فإذا الإسقاط تبعها
+
+197
+00:15:50,680 --> 00:15:54,260
+على الدائرة هو cos θ، ال X component تاعتها إيش
+
+198
+00:15:54,260 --> 00:15:59,860
+هتكون مضروف cos فإذا ال X component او ال X hat لل
+
+199
+00:15:59,860 --> 00:16:05,680
+R hat هي عبارة عن sin θ cos في ال Y هتكون sin θ
+
+200
+00:16:05,680 --> 00:16:09,880
+sin في اللي هي ال Y component ويه ال Z component R
+
+201
+00:16:09,880 --> 00:16:14,940
+hat بسقطها ع ال Z بتكون cos θ z hat يعني بس
+
+202
+00:16:14,940 --> 00:16:17,880
+التوخيص اللي احنا شفناه ل ال unit vector بدل ل ال
+
+203
+00:16:17,880 --> 00:16:21,860
+cos vectorالـ theta hat نفس الحاجة الـ theta hat
+
+204
+00:16:21,860 --> 00:16:24,440
+احنا قلنا ايش اتجاه الـ theta hat عشان ارجع لقسم
+
+205
+00:16:24,440 --> 00:16:30,580
+السابق عموديات على بعض كل مرة انا
+
+206
+00:16:30,580 --> 00:16:35,020
+حكيت ال theta بتروح من zero ل by اذا اتجاه ال
+
+207
+00:16:35,020 --> 00:16:38,700
+theta لو انا خيلت هاي ال sphere المنطقة هيكنك
+
+208
+00:16:38,700 --> 00:16:45,080
+اتجاه المثل ال sphere و اتجاه ال thetaبتروح من هاي
+
+209
+00:16:45,080 --> 00:16:49,140
+ال X Axis بتروح من Zero ل Two Pi فاتجاه ال Phi hat
+
+210
+00:16:49,140 --> 00:16:55,440
+والمناسب لقى الدائرة تمام
+
+211
+00:16:55,440 --> 00:17:04,500
+سنة ده هو اتجاه ال X ال R hat و ال R hat اخرى R
+
+212
+00:17:04,500 --> 00:17:10,480
+hat طالع من بسفير ستة hat مناسبة لسفيربنقل الـ 0
+
+213
+00:17:10,480 --> 00:17:14,320
+إلى الـ I و الـ Phi هات مماس للدائرة اللي هي cross
+
+214
+00:17:14,320 --> 00:17:18,980
+section لاسفير و بعدين نقل الـ Phi Zero رفح الكم
+
+215
+00:17:18,980 --> 00:17:24,140
+هنا فاكر ان الناس تجاه ال X hat و بروف مع الدائرة
+
+216
+00:17:24,140 --> 00:17:27,220
+من Zero لPhi
+
+217
+00:17:37,100 --> 00:17:40,420
+إذا العلاقة بين هدول ال unit vectors هلاقي ان R
+
+218
+00:17:40,420 --> 00:17:45,700
+هتقولنا sin θ cos في x hat sin θ sin في y hat ذات
+
+219
+00:17:45,700 --> 00:17:49,880
+cos θ z hat بينما ال z hat ايش هنلاقيها cos θ cos
+
+220
+00:17:49,880 --> 00:17:57,200
+في cos θ sin في minus sin θ z hat الفي هت هتكون
+
+221
+00:17:57,200 --> 00:18:04,990
+minus في x hat ذات cos في y hatبالنسبة لل X في
+
+222
+00:18:04,990 --> 00:18:07,870
+درجة الارهات والثيتاهات والفايهات هتكون ال X هتبع
+
+223
+00:18:07,870 --> 00:18:11,510
+عن Sine Theta Cosine Phi Arhat زائد Cosine Theta
+
+224
+00:18:11,510 --> 00:18:15,190
+Cosine Phi Theta Hat minus Sine Phi Phi Hat ال Y
+
+225
+00:18:15,190 --> 00:18:18,850
+hat هتكون Sine Theta Sine Phi Arhat زائد Cosine
+
+226
+00:18:18,850 --> 00:18:23,010
+Theta Sine Phi Theta Hat زائد Cosine Phi Phi Hat
+
+227
+00:18:23,010 --> 00:18:26,270
+وAZ هتكون Cosine Theta Arhat minus Sine Theta
+
+228
+00:18:26,270 --> 00:18:31,970
+Theta Hatعشان اكتب اي vector في ال Cartesian
+
+229
+00:18:31,970 --> 00:18:34,550
+coordinate للسيفريكال coordinate هنعمل نفس الطريقة
+
+230
+00:18:34,550 --> 00:18:37,430
+اللي تبعناها لما كان عندها Cartesian position و
+
+231
+00:18:37,430 --> 00:18:40,370
+كتبناها بدلها ال cylindrical coordinate ان ال
+
+232
+00:18:40,370 --> 00:18:44,730
+vector في ال Cartesian coordinate هو ax x hat ذات
+
+233
+00:18:44,730 --> 00:18:48,560
+ay y hat ذات a z z hatعشان اكتبوا في الـ spherical
+
+234
+00:18:48,560 --> 00:18:52,540
+coordinate ايش بسويه بروح معاوضة عن ال a hat و ال
+
+235
+00:18:52,540 --> 00:18:58,920
+y hat و ال z hat تلات مين ال a phi و ال r phi و ال
+
+236
+00:18:58,920 --> 00:19:06,620
+theta phi و ال phi hat انا x hat بستبدلها بهاي ال
+
+237
+00:19:06,620 --> 00:19:10,000
+component كلها و ال y component بستبدلها بهاي و ال
+
+238
+00:19:10,000 --> 00:19:11,020
+theta في هاي ال component
+
+239
+00:19:13,770 --> 00:19:18,010
+AX مضروبة في sinus طبعا أول حاجة بعود عن X hat و
+
+240
+00:19:18,010 --> 00:19:22,270
+بعدين بلم لن ال R hat و Y hat و θ hat و فيهات
+
+241
+00:19:22,270 --> 00:19:27,590
+نعملها و لا واضحة نعملها مع بعض و لا واضحة واضحة
+
+242
+00:19:27,590 --> 00:19:31,870
+إذا إحنا إيش بنسوي بنقيم ال X hat اللي فيها تلاتة
+
+243
+00:19:31,870 --> 00:19:35,890
+componentsوحدة في ال R hat وحدة في ال theta hat
+
+244
+00:19:35,890 --> 00:19:39,050
+وحدة في ال phi hat بقية من ال Y hat و بعوض عنها
+
+245
+00:19:39,050 --> 00:19:41,870
+لإيه برضه لها تلاتة component و ال Z hat اللي لها
+
+246
+00:19:41,870 --> 00:19:44,330
+two components دلت ال R hat و ال theta hat اذا
+
+247
+00:19:44,330 --> 00:19:49,550
+بتوقع ال R hat اكم component لها تلاتة و ال theta
+
+248
+00:19:49,550 --> 00:19:54,850
+hat اكم واحدة تلاتة و ال phi hat تنتيةزي ما بتطلع
+
+249
+00:19:54,850 --> 00:19:59,490
+هنا بالفعل عندي ax cos θ cos فى ذات ay sin θ sin
+
+250
+00:19:59,490 --> 00:20:05,430
+فى ذات a z cos θ r hat و ال theta hat عندي ax cos
+
+251
+00:20:05,430 --> 00:20:11,010
+θ cos فى ذات ay cos θ sin فى minus a z sin θ بتجاه
+
+252
+00:20:11,010 --> 00:20:15,750
+ال theta hatوالـ Phi hat عند ماينوس Ax sin Phi زي
+
+253
+00:20:15,750 --> 00:20:19,670
+Ay cos Phi Phi hat بالتالي بقدر اقول ان ال R
+
+254
+00:20:19,670 --> 00:20:22,210
+component اللي بوش في دلالة الـ spherical
+
+255
+00:20:22,210 --> 00:20:27,570
+coordinate هي برعى Ax sin θ cos Phi زي Ay sin θ
+
+256
+00:20:27,570 --> 00:20:32,510
+sin Phi زي Az cos Phi ال theta component هي Ax cos
+
+257
+00:20:32,510 --> 00:20:37,820
+θ cos Phiزي a y cos θ sin فاي minus a z sin θ
+
+258
+00:20:37,820 --> 00:20:41,960
+ويظهر ان الفاي component يبقى على minus a x sin
+
+259
+00:20:41,960 --> 00:20:47,560
+فاي زي a y cos فاي نقدر نكتبها على دلالة أشكل ال
+
+260
+00:20:47,560 --> 00:20:52,000
+matrix هذا ال vector a r a θ a فاي وهنا ال
+
+261
+00:20:52,000 --> 00:20:56,940
+components بقدر اكتبهم على دلالة ال matrixهيكون
+
+262
+00:20:56,940 --> 00:21:01,540
+عند الـ sin θ cos φ cos θ cos φ minus sin فى دلالة
+
+263
+00:21:01,540 --> 00:21:06,520
+اللى هي ar a θ a فى ال equation التانية اللى هي ay
+
+264
+00:21:06,520 --> 00:21:13,020
+تسوى sin θ sin فى ar cos θ sin فى a θ cos فى a فى
+
+265
+00:21:13,020 --> 00:21:18,320
+واخر المعادلة هي az تسوى cos θ ar minus sin θ a θ
+
+266
+00:21:19,780 --> 00:21:23,120
+عشان اجيب لو كنت انا عارفة ال Cartesian coordinate
+
+267
+00:21:23,120 --> 00:21:26,100
+او بدي اجيب ال spherical coordinate ايش بقي اعمل
+
+268
+00:21:26,100 --> 00:21:30,040
+بروحه انا محدد ال inverse ل ال matrix اللي هي
+
+269
+00:21:30,040 --> 00:21:33,460
+بالصفة بهذا الشكل اللي هي sin theta cos phi sin
+
+270
+00:21:33,460 --> 00:21:38,340
+theta sin phi cos phi minus cos theta cos phi sin
+
+271
+00:21:38,340 --> 00:21:42,460
+theta sin phi minus sin theta minus sin phi cos
+
+272
+00:21:42,460 --> 00:21:47,180
+phi اذا لو انا بدي اكون او كنت عارف ال ax ay ez و
+
+273
+00:21:47,180 --> 00:21:50,890
+بدي اكتب ar a theta a phiهتكون طبعا dot product من
+
+274
+00:21:50,890 --> 00:21:55,590
+R hat و X hat, R hat و Y hat, R hat و Z hat هدول
+
+275
+00:21:55,590 --> 00:22:00,890
+المحتوى تبع ال matrix A theta hat dot X hat, theta
+
+276
+00:22:00,890 --> 00:22:04,190
+hat dot Y hat, theta hat dot Z hat, phi hat dot X
+
+277
+00:22:04,190 --> 00:22:06,910
+hat, phi hat dot Y hat, phi hat dot Z hat
+
+278
+00:22:12,570 --> 00:22:14,590
+الاخر حاجة اللى هو ال transformation بين ال
+
+279
+00:22:14,590 --> 00:22:17,590
+cylindrical و ال spherical coordinate انا هتركه
+
+280
+00:22:17,590 --> 00:22:22,050
+لكم إياه as a task جيبوه اللقاء القادر تستعينوا
+
+281
+00:22:22,050 --> 00:22:24,990
+باللي احنا اتعلمناه مش هيكون اي حاجة جديدة ان ال
+
+282
+00:22:24,990 --> 00:22:29,330
+spherical هي ال theta hat و ال r hat و ال phi hat
+
+283
+00:22:29,330 --> 00:22:33,830
+ال cylindrical يعني ال raw hat يعني هتلاقوا كمان
+
+284
+00:22:33,830 --> 00:22:40,310
+نقاط أسهل بكتير ان ال raw hat و ال phi hat و ال z
+
+285
+00:22:40,310 --> 00:22:45,230
+hatأنه في علاقة واضحة الـ Phi hat و ال Z hat و ال
+
+286
+00:22:45,230 --> 00:22:48,610
+Raw hat تقريبا بتشابهوا في بين الـ cylindrical و
+
+287
+00:22:48,610 --> 00:22:53,410
+ال spherical الاختلاف اللى هى ال theta و ال R ال
+
+288
+00:22:53,410 --> 00:22:57,450
+Raw hat اللى هى الإسقاط تبع ال R في اللى هى المقطع
+
+289
+00:22:57,450 --> 00:23:01,310
+أو ال growth section تبع الاسفيرفان شاء الله يعني
+
+290
+00:23:01,310 --> 00:23:05,570
+متغلبوش بتعملوه بسهولة المطالب القادر يعني عمره
+
+291
+00:23:05,570 --> 00:23:08,730
+بنتذكر ان ال magnitude بتاع ال vector بس شينه له
+
+292
+00:23:08,730 --> 00:23:12,130
+ان ال magnitude بتاعه مالهوش علاقة بأي coordinate
+
+293
+00:23:12,130 --> 00:23:16,610
+بستخدمه يعني انا هيحطه زي ما قلنا قلم تبعيه بده
+
+294
+00:23:16,610 --> 00:23:20,250
+أجيب الموقع بتاعه بالنسبة لل originأنا و أقدر أكتب
+
+295
+00:23:20,250 --> 00:23:23,470
+بالـ Cartesian هذا البسجن ال vector ال vector اللي
+
+296
+00:23:23,470 --> 00:23:26,650
+هو سميناه R ده ال Cartesian ده السفريكا ده
+
+297
+00:23:26,650 --> 00:23:30,330
+السمينريكا لما أجيب ال magnitude تبع هذه مسافة أي
+
+298
+00:23:30,330 --> 00:23:34,330
+سبسافرة بتتأثر بحاجة من هدولة ال magnitude هتقول
+
+299
+00:23:34,330 --> 00:23:38,950
+هي R dot R تحت الجزر نفس المقدار إذا هي 5 متر
+
+300
+00:23:38,950 --> 00:23:42,200
+هتبقى 5 متر مش هتتغيرلأ في ال spherical ولا في ال
+
+301
+00:23:42,200 --> 00:23:45,000
+cylindrical ولا في ال Cartesian فهي نقطة مهمة ان
+
+302
+00:23:45,000 --> 00:23:48,060
+انت لو انك بتحسبيه وطلعلك ان المجدد اللي بيخلف
+
+303
+00:23:48,060 --> 00:23:54,240
+يعرف انك انت عاملة عاملة حاجة خاطئة طبالة
+
+304
+00:23:54,240 --> 00:23:57,380
+ال distance ال distance احنا اشتغلنا ال distance
+
+305
+00:23:57,380 --> 00:24:02,400
+من ال two points هي عبارة عن موقع نقطة R2 minus R1
+
+306
+00:24:02,400 --> 00:24:08,500
+يعني عندي انا two vectors هذه
+
+307
+00:24:08,500 --> 00:24:15,440
+نقطة R1فهي نقطة R2 فهي قسش مفتولة كل واحدة منهم و
+
+308
+00:24:15,440 --> 00:24:22,380
+بدي انا ال distance بين R2 وR1 هتكون R2 ناقص R1 ال
+
+309
+00:24:22,380 --> 00:24:27,700
+magnitude هتكون هاي دي اللي هي ال magnitude الجزر
+
+310
+00:24:27,700 --> 00:24:39,160
+التربيه لR2 minus R1 او الجزر التربيهالجزء التربيه
+
+311
+00:24:39,160 --> 00:24:41,080
+دخل في الـ Magnitude بس أنا كنت عاملة dot
+
+312
+00:24:41,080 --> 00:24:50,860
+البرودرات ر هي جزء التربيه لR8-R1
+
+313
+00:24:53,650 --> 00:24:57,630
+R2-R1 زى ما اتفقنا لأى vector قولنا المجلد التابع
+
+314
+00:24:57,630 --> 00:25:01,610
+هو جزر التربية لA.A قلت احنا بنحكي على ال distance
+
+315
+00:25:01,610 --> 00:25:05,010
+vector distance vector هو between two points هى
+
+316
+00:25:05,010 --> 00:25:08,190
+يكون المجلد التابع نفس الحاجة جزر التربية لهذا ال
+
+317
+00:25:08,190 --> 00:25:13,070
+vector doted في نفسه هى
+
+318
+00:25:13,070 --> 00:25:15,030
+ال distance vector فى ال Cartesian إيش هتكون؟ عنا
+
+319
+00:25:15,030 --> 00:25:20,110
+ال component لR1 وR2 فالتالي في ال Cartesian R1 هي
+
+320
+00:25:20,110 --> 00:25:33,180
+X1Y1 Z1 R2 X2 Y2 Z2 اذا طلعنا عليها بالكارتيجين
+
+321
+00:25:33,180 --> 00:25:40,500
+هتكون ببساطة هي عبارة عن R2-R1 ب X2-X1 X3 اذا
+
+322
+00:25:40,500 --> 00:25:46,000
+كتبناها بشكل vector اولا هي D vector هتكون من X2
+
+323
+00:25:46,000 --> 00:26:00,300
+-X1 X3زائد y تنين minus y واحد y واحد y hat زائد
+
+324
+00:26:00,300 --> 00:26:06,100
+زي التنين minus z واحد z hat هدا في ال Cartesian
+
+325
+00:26:06,100 --> 00:26:09,610
+coordinatesلما أجيب الماجنسة تبعها احنا لشمنها
+
+326
+00:26:09,610 --> 00:26:13,930
+نفسه بعمله ضد ال product مع نفسه و تحت الجزر، بدي
+
+327
+00:26:13,930 --> 00:26:17,150
+التربيه تبعها باقيم الجزر، فبصير دي تربيه زى ما
+
+328
+00:26:17,150 --> 00:26:20,430
+احنا محقرها خلالنا بدون الجزر، بدون ما أعمل بقى
+
+329
+00:26:20,430 --> 00:26:27,710
+ايه، يعني هاد ال D دي تربيهاش هاتبون بيه R2-R1 دو
+
+330
+00:26:27,710 --> 00:26:30,530
+تت فR2-R1
+
+331
+00:26:32,480 --> 00:26:36,040
+غالبا في الكهرة المناطسية ال EMAG حلق انه يا ابن
+
+332
+00:26:36,040 --> 00:26:39,660
+تتعامل معادي دي تربيةT تربيعي بدون ما أخد جزء
+
+333
+00:26:39,660 --> 00:26:43,180
+تربيعي فإذا أخدت dot ال product تبعهم طبعا ال X
+
+334
+00:26:43,180 --> 00:26:46,020
+component مع ال X component هي اللي هتتبقى ال Y
+
+335
+00:26:46,020 --> 00:26:48,100
+component مع ال Y component هي اللي هتتبقى و Z
+
+336
+00:26:48,100 --> 00:26:50,580
+component مع ال Z component هي اللي هتتبقى الباقي
+
+337
+00:26:50,580 --> 00:26:55,260
+هيكون أصفر لأن X hat مع Y hat dot Y hat Zero X hat
+
+338
+00:26:55,260 --> 00:26:58,560
+dot Z hat Zero و هكذا فماش هيكون في ال Cartesian
+
+339
+00:26:58,560 --> 00:27:04,840
+coordinate X2-X1 لكل تربيع زي Y2-Y1 لكل تربيع زي
+
+340
+00:27:04,840 --> 00:27:09,530
+Z2-Z1 لكل تربيعفي ال cylindrical احنا مين عيلنا ال
+
+341
+00:27:09,530 --> 00:27:14,970
+components؟ رو واحد فاى واحد زد واحد وبتانى رو
+
+342
+00:27:14,970 --> 00:27:21,710
+تنين فاى تنين وزد تنين عشان احنا مش هتكون رو رو
+
+343
+00:27:21,710 --> 00:27:25,750
+هات زاد فاى فاى هات لأ مش بهذا الشكل ببساطة احنا
+
+344
+00:27:25,750 --> 00:27:28,790
+هنعمل ال transformation عشان هيك تطلع معنا رو
+
+345
+00:27:28,790 --> 00:27:33,570
+تربيع زاد رو واحد تربيعحتى لو طلعتوا انتوا على هذه
+
+346
+00:27:33,570 --> 00:27:39,530
+الدائرة البساطة ايش رو تنين؟ رو تنين هي X تنين
+
+347
+00:27:39,530 --> 00:27:44,390
+تربية زاد Y تنين تربية رو واحد تربية اللي هي X
+
+348
+00:27:44,390 --> 00:27:48,770
+واحد تربية زاد Y واحد تربية اذا انتوا ربعتوا
+
+349
+00:27:48,770 --> 00:27:52,570
+هتشوفوها هتطلع هاي ال components مباشرة من هنا او
+
+350
+00:27:52,570 --> 00:27:55,150
+اذا كتبتوه مباشرة في ال cylindrical coordinate
+
+351
+00:27:55,150 --> 00:27:58,370
+اللي هي D كتبت اول R تنين اللي طلعت ال cylindrical
+
+352
+00:27:58,370 --> 00:28:01,250
+coordinate حولنا ليه ال X تنين
+
+353
+00:28:06,440 --> 00:28:10,200
+أو من التربيع إذا طلعتوا على التربيع هذا هتلاقي X
+
+354
+00:28:10,200 --> 00:28:14,480
+تربيه زائد Y واحد تربيه زائد الزاوية اللي بينهم
+
+355
+00:28:19,660 --> 00:28:24,380
+و Y2-Y1 هتلاقي انه بيطلع معنا X Y X التربية و Y
+
+356
+00:28:24,380 --> 00:28:28,780
+تربية تانية تربية و X1 تربية Y1 تربية و بعدين
+
+357
+00:28:28,780 --> 00:28:32,040
+هتطلع الحدود الوسطى بس مش بالسهولة ان احولها
+
+358
+00:28:32,040 --> 00:28:34,280
+سليندركال بس انا بفرجيكوا انها هتوضح انها هتبدأ
+
+359
+00:28:34,280 --> 00:28:38,360
+الصورة توضح اولا بكتبهم بسليندركال coordinate و
+
+360
+00:28:38,360 --> 00:28:43,840
+بربع فبتطلع ليه ليه الصورة الواضحة معناه واضح؟نفس
+
+361
+00:28:43,840 --> 00:28:48,560
+الشيء في الـ spherical coordinates هيكون عندي R2
+
+362
+00:28:48,560 --> 00:28:52,620
+تربية اللي هي بسهولة ممكن اشوفها ليه X تربية و Y
+
+363
+00:28:52,620 --> 00:28:57,760
+تربية و Z تربية و X1 تربية و Y1 تربية و Z1 تربية
+
+364
+00:28:57,760 --> 00:29:01,220
+اظهروا معنا بظل الترمات اللي بين نصها دول هشتغل
+
+365
+00:29:01,220 --> 00:29:04,160
+عليهم لكن بدل ما اشتغل عليهم ال Cartesian ابدأ ان
+
+366
+00:29:04,160 --> 00:29:07,420
+اكتب R2 و R1 من البداية ابدلها من ال spherical
+
+367
+00:29:07,420 --> 00:29:11,990
+coordinates زي ما احنا شوفناها في ال slideأخد
+
+368
+00:29:11,990 --> 00:29:16,790
+الفرق ما بين R2-R1 وعمل التربية تظهر معايا D تربية
+
+369
+00:29:16,790 --> 00:29:22,350
+تسوى R2 تربية زاد R1 تربية minus 2R1R2 cos 6R2 cos
+
+370
+00:29:22,350 --> 00:29:30,430
+6R1 minus 2R1R2 sin 6R2 sin 6R1 cos 5R2-1تمام هاي
+
+371
+00:29:30,430 --> 00:29:33,230
+كمان task اذا ال task الأولى بدنا نعمل
+
+372
+00:29:33,230 --> 00:29:36,170
+transformation matrix بين ال spherical و ال
+
+373
+00:29:36,170 --> 00:29:39,590
+cylindrical ال task التانى اللى هي position vector
+
+374
+00:29:39,590 --> 00:29:43,690
+بدأ أخد كل ال details مش هتاخد مننا دقائق لإن احنا
+
+375
+00:29:43,690 --> 00:29:48,550
+عارفين كيف اكتب ال R او يعني ال R تنين و ال R واحد
+
+376
+00:29:48,550 --> 00:29:50,310
+أسوأ في ال Cartesian اذا اننا عارفين ال position
+
+377
+00:29:50,310 --> 00:29:54,470
+نكتبه هاي الصيطات السابقة عرفنا نكتب ال R بال
+
+378
+00:29:54,470 --> 00:29:58,510
+spherical و بالcylindrical و بالcartesian
+
+379
+00:30:00,920 --> 00:30:03,880
+تمام؟ لذا احنا عارفين ال question vector اكتبه بكل
+
+380
+00:30:03,880 --> 00:30:07,340
+ال components وبالتالي بقدر اعمل ليه ال distance
+
+381
+00:30:07,340 --> 00:30:11,680
+vector منتهى البساطة لذا انها لقيتها two tasks
+
+382
+00:30:11,680 --> 00:30:15,560
+بدنا نسلمهم اللقاء القادم في اي استفسار لحد هنا؟
+
+383
+00:30:18,740 --> 00:30:21,820
+مش نشوف قبصلة احنا كنت عوضنا ناخد أفكار و بعدين
+
+384
+00:30:21,820 --> 00:30:25,960
+ناخد قمصلة مين بيحب انه يساعد يطلع الصدورة يحل في
+
+385
+00:30:25,960 --> 00:30:29,720
+المثال انا هساعده يعني بس انه يطلع بما ان انا كل
+
+386
+00:30:29,720 --> 00:30:35,100
+الشغل اعمله بيحب هو بيطلع اطلع
+
+387
+00:30:35,100 --> 00:30:42,320
+لا لما اطلع مش مشكلة احنا بنساعد بعض انا هرجع
+
+388
+00:30:42,320 --> 00:30:48,260
+للقوانين ايش اللي ماتينا السؤال؟إشرحينا إيش ما
+
+389
+00:30:48,260 --> 00:30:51,360
+أعطينا السؤال ال Cartesian coordinates ل two
+
+390
+00:30:51,360 --> 00:30:56,360
+points هو تعتبر
+
+391
+00:30:56,360 --> 00:30:59,740
+شوق يعني point B و هو بقى vector تمام إذا هو
+
+392
+00:30:59,740 --> 00:31:02,500
+ميعطينيش two points هو يعطيني point و vector إيش
+
+393
+00:31:02,500 --> 00:31:06,160
+قايل ليه في عند ال pointاللي هي واقع في ال
+
+394
+00:31:06,160 --> 00:31:09,300
+Cartesian coordinate على النطة minus 2 و 6 و 3
+
+395
+00:31:09,300 --> 00:31:13,140
+يعني ال X component لها minus 2 ال Y component 6 و
+
+396
+00:31:13,140 --> 00:31:17,920
+Z component 3 فمعطيني vector اللي قيمته Y X hat زي
+
+397
+00:31:17,920 --> 00:31:22,160
+X زي Y hat يعني ال vector تبعي له two components
+
+398
+00:31:22,160 --> 00:31:26,140
+واحدة في X hat واحدة في Y hatقيمة ال X hat
+
+399
+00:31:26,140 --> 00:31:31,280
+component هي مجموعة Y وقيمة ال component في ال Y
+
+400
+00:31:31,280 --> 00:31:36,640
+hat هي مجموعة X زا إضاءة Z تمام ايش بقول عبري عن B
+
+401
+00:31:36,640 --> 00:31:40,740
+وA اللي هي النقطة هالة في ال space و ال vector A
+
+402
+00:31:40,740 --> 00:31:44,080
+في ال cylindrical و ال spherical coordinate يعني
+
+403
+00:31:44,080 --> 00:31:47,580
+البعنى أخر نعم تقلب دوة cylindrical
+
+404
+00:31:55,700 --> 00:32:01,260
+بس الواحدة زي اللي ممكن تتساوي زي التلاتة
+
+405
+00:32:05,080 --> 00:32:08,300
+ممتازة يعني اذا احنا بنحكي ع ال point B انا بده
+
+406
+00:32:08,300 --> 00:32:11,560
+اروح من ال Cartesian لأ ال cylindrical معناه اني
+
+407
+00:32:11,560 --> 00:32:15,940
+بده اروح من ال XYZ ل raw of Y و Z raw هي جزر ال X
+
+408
+00:32:15,940 --> 00:32:21,960
+تربيع زي Y تربيع يبقى سوى جزر 4 زي 36 جزر الأرمين
+
+409
+00:32:21,960 --> 00:32:26,500
+اللي هي جزر الأرمين ممتازة و الفارق تنقل ال Y على
+
+410
+00:32:26,500 --> 00:32:28,140
+X
+
+411
+00:32:38,390 --> 00:32:45,570
+بصارت اللي هي حطيها بالكارتيجين minus 2 و 6 و 3
+
+412
+00:32:45,570 --> 00:32:49,310
+بتساوي
+
+413
+00:32:49,310 --> 00:32:54,290
+اللي هي جزر الأربعين و 5 اعتبارها لقيت من طول
+
+414
+00:32:54,290 --> 00:33:01,990
+رقمها تاني inverse تاني inverse سالب تلاتة و Z
+
+415
+00:33:01,990 --> 00:33:07,490
+تلاتةهنا وين فيه cylindrical coordinate؟ بدنا في
+
+416
+00:33:07,490 --> 00:33:09,330
+ال spherical coordinate احنا اول شهرة ال spherical
+
+417
+00:33:09,330 --> 00:33:13,070
+coordinate اللى هى R R بتسواق التربية زي ات واي
+
+418
+00:33:13,070 --> 00:33:18,610
+تربية زي التربية تربية تربية تربية تربية تربية
+
+419
+00:33:18,610 --> 00:33:20,210
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+420
+00:33:20,210 --> 00:33:21,090
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+421
+00:33:21,090 --> 00:33:21,230
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+422
+00:33:21,230 --> 00:33:23,390
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+423
+00:33:23,390 --> 00:33:23,390
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+424
+00:33:23,390 --> 00:33:23,410
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+425
+00:33:23,410 --> 00:33:32,390
+تربية تربية تربية ترب
+
+426
+00:33:32,700 --> 00:33:35,980
+وSETA تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا
+
+427
+00:33:35,980 --> 00:33:40,620
+تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا
+
+428
+00:33:40,620 --> 00:33:43,560
+تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا
+
+429
+00:33:43,560 --> 00:33:43,560
+تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا
+
+430
+00:33:43,560 --> 00:33:43,560
+تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا
+
+431
+00:33:43,560 --> 00:33:43,560
+تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا تقريبا
+
+432
+00:33:43,560 --> 00:33:46,160
+تقريبا تقريبا تقريبا
+
+433
+00:33:52,760 --> 00:33:56,400
+هذا اذا لل point B قدرنا نعبر عنها من ال Cartesian
+
+434
+00:33:56,400 --> 00:33:59,080
+coordinate ان احولها ل ال cylindrical و ال
+
+435
+00:33:59,080 --> 00:34:01,660
+spherical coordinate طب هو بده كمان ال A النقطة A
+
+436
+00:34:01,660 --> 00:34:04,300
+النقطة A احنا عارفين ال X component و ال K
+
+437
+00:34:04,300 --> 00:34:07,900
+component قم بلها بده احولها و أجيب اللي هي ال R
+
+438
+00:34:07,900 --> 00:34:11,220
+hat component و ال theta hat و ال phi hat و كم بده
+
+439
+00:34:11,220 --> 00:34:15,560
+اجيب اللي هي ال R hat و ال .. اعمل هي اللي تفضل
+
+440
+00:34:21,180 --> 00:34:24,080
+طبعا زي ما عملت زملتنا قولنا في الـ cylindrical
+
+441
+00:34:24,080 --> 00:34:26,500
+coordinate ال role هي جزر تربية ل X تربية Z وY
+
+442
+00:34:26,500 --> 00:34:31,600
+تربية تطلع 6.32 ان الفاي اللي هي tan inverse Y على
+
+443
+00:34:31,600 --> 00:34:36,980
+X تطلع 108 و43 درجة وإن ال Z بدها تساوي 3 طب تمام
+
+444
+00:34:36,980 --> 00:34:39,400
+زي ما عملت زملتنا نجي لها اللي هو the spherical
+
+445
+00:34:39,400 --> 00:34:43,340
+قولنا R هي جزر تربية ل X تربية Z وY تربية Z تطلع 7
+
+446
+00:34:43,340 --> 00:34:47,340
+طبعا زي ما حسبتهاالـ set هي 10 inverse rho على z
+
+447
+00:34:47,340 --> 00:34:52,400
+اللي هي 64 مبتدأ 60 ممية صراحة أنا مش عارفة كيف هي
+
+448
+00:34:52,400 --> 00:34:56,440
+انهيأت ال vector عن ال point يعني برضه هنا في نفس
+
+449
+00:34:56,440 --> 00:34:58,560
+القوانين المفروض تستخدمها ما هي ال point بتعبلني
+
+450
+00:34:58,560 --> 00:35:04,080
+vector احنا في نقطة ايش نقطة في ال space موقعها هو
+
+451
+00:35:04,080 --> 00:35:07,380
+عبارة عن vector اللي هو قيمة ال X وY وZ هاي ال
+
+452
+00:35:07,380 --> 00:35:11,940
+point هو يعطيني نقطة اللي هي لها position vector و
+
+453
+00:35:11,940 --> 00:35:15,160
+vector تاني E اللي مافيه شلقة فيهبنقوله what's
+
+454
+00:35:15,160 --> 00:35:40,320
+component احنا
+
+455
+00:35:40,320 --> 00:35:43,800
+أسهل الحاجة انه متذكره احنا مشينا لهذه ال matrix
+
+456
+00:35:46,280 --> 00:35:51,440
+أحنا قولنا أي vector بواطر أكتبه بدلالة اللي هو ال
+
+457
+00:35:51,440 --> 00:35:55,880
+vector اللي بت X, Y, Z ال matrix بتاعة اللي بتربط
+
+458
+00:35:55,880 --> 00:36:00,360
+ال X component بال raw component بال X component و
+
+459
+00:36:00,360 --> 00:36:03,940
+ال Phi component بال Y component و Z componentوهي
+
+460
+00:36:03,940 --> 00:36:12,380
+عبارة عن كمبونات ال matrix رو hat dot x hat رو hat
+
+461
+00:36:12,380 --> 00:36:16,780
+dot y hat رو hat dot z hat وهكذا فهذه أسهل حاجة
+
+462
+00:36:16,780 --> 00:36:20,140
+لأنك انت هتلاقي حاجة بالاخر وسط في مداها وانت بدك
+
+463
+00:36:20,140 --> 00:36:24,080
+تجيبي هذا ال vector من اللي هو ال Cartesian لاسم
+
+464
+00:36:24,080 --> 00:36:27,780
+المركز فهذه الفرق بين النقطة و ال vector
+
+465
+00:36:32,360 --> 00:36:36,760
+عشان انا مقصودة
+
+466
+00:36:36,760 --> 00:36:40,300
+لأفسه عشان اذا عندي انا ال vector a اللي هو ال x
+
+467
+00:36:40,300 --> 00:36:43,620
+component قولنا قيمتها y ال y component قيمتها x
+
+468
+00:36:43,620 --> 00:36:46,180
+زات زت و ال z component بالزا و zero قولنا ايش
+
+469
+00:36:46,180 --> 00:36:49,820
+نستخدم عشان انا احول vector من one coordinate ل
+
+470
+00:36:49,820 --> 00:36:54,020
+another coordinate اني بستخدم ال matrixطب إذا A رو
+
+471
+00:36:54,020 --> 00:36:59,780
+عبارة عن Y Cos Phi زات X زات Z Sin Phi و A Phi
+
+472
+00:36:59,780 --> 00:37:03,780
+عبارة عن Minus Y Sin Phi زات X زات Z Cos Phi و A Z
+
+473
+00:37:03,780 --> 00:37:07,960
+بتساوي Zero أنا عشان أكمل اش بدأ أسوي و أجيب
+
+474
+00:37:07,960 --> 00:37:13,340
+القيام بتاعة ال Y و X و Z بدلالة ال Phi و ال Rho
+
+475
+00:37:14,530 --> 00:37:17,910
+معين؟ إذا ماقشف ده أكمل السؤال، ده أجيب قيمة هدول
+
+476
+00:37:17,910 --> 00:37:22,430
+ال components، يعني ال X إيش بتسوي رو كسين الفاية،
+
+477
+00:37:22,430 --> 00:37:26,830
+وال Y رو سين الفاية، وإلا بيكون في حل ناقص، إلا
+
+478
+00:37:26,830 --> 00:37:31,420
+بيكون mixture ما بين Cartesian وCylindricalعشان
+
+479
+00:37:31,420 --> 00:37:34,720
+انا اكمل الحالة ال Y و X و Z لازم اقيمه من هنا
+
+480
+00:37:34,720 --> 00:37:38,960
+طبعا ال Z دلت Z لكن ال X و Y فعند ال X مش هتساوي
+
+481
+00:37:38,960 --> 00:37:42,560
+Rho Cos Phi و Y Rho Sin Phi بنعوض عنهم مش باعطيني
+
+482
+00:37:42,560 --> 00:37:45,980
+ان ال A اللي اللي لها A Rho و A Phi و A Z
+
+483
+00:37:45,980 --> 00:37:49,750
+component هتساوي Rho Cos Phi Sin Phiزاد رو كسين
+
+484
+00:37:49,750 --> 00:37:54,730
+الفي زاد زد سين الفي رو هات زاد ماينس رو سين تربيه
+
+485
+00:37:54,730 --> 00:37:58,770
+في زاد رو كسين الفي زاد زد كسين الفي في هات وطبعا
+
+486
+00:37:58,770 --> 00:38:01,310
+ماطلعش معنا z component لإن ال z component مالها
+
+487
+00:38:01,310 --> 00:38:06,610
+من الأساس zero a z zero zero zero ففقط هيدلع عندي
+
+488
+00:38:06,610 --> 00:38:09,470
+ال raw component و ال phi component بعد ما أخلص من
+
+489
+00:38:09,470 --> 00:38:12,210
+قلم القيام اللي هي ال y و ال x
+
+490
+00:38:15,680 --> 00:38:20,040
+Exactly ولا ايه؟ طبعا كلا زلتم متذكرين قيمة ال raw
+
+491
+00:38:20,040 --> 00:38:23,260
+اللي هي جزر الأربعين و phi هي tan inverse minus
+
+492
+00:38:23,260 --> 00:38:28,000
+تلاتة بعود عنهم في اللي هي ال components اللي
+
+493
+00:38:28,000 --> 00:38:30,180
+عندنا طبعا احنا قالنا cosine ال phi بقدر أجيب sin
+
+494
+00:38:30,180 --> 00:38:35,220
+ال phi اذا عرفت ال cosine بقدر أجيب ال sin صحيح؟
+
+495
+00:38:35,220 --> 00:38:39,340
+tan بجيب ال cosine و بجيب ال sin انتهى البساطة بحط
+
+496
+00:38:39,340 --> 00:38:42,810
+القيم في قلبال component بتاعتي بتاعة ال vector
+
+497
+00:38:42,810 --> 00:38:46,250
+بقدر أحصل ع ال vector اللي هو بيعطيني ال two
+
+498
+00:38:46,250 --> 00:38:48,230
+components اللي هي واحدة في الرواحات و واحدة في ال
+
+499
+00:38:48,230 --> 00:38:51,430
+file هات لإن اتفقنا كلنا انه بيظهر ما لها zero لو
+
+500
+00:38:51,430 --> 00:38:55,030
+بيبقى لها zero ليه بس المعادلات؟ لأ بس عشان انا
+
+501
+00:38:55,030 --> 00:38:58,630
+مكبرة الحط ان عشان تشوف الأرقام ما هي اليرة يعني
+
+502
+00:38:58,630 --> 00:39:03,980
+مابتاخدش سطرين السطر الأول هي ال matrixوبدي أنتبه
+
+503
+00:39:03,980 --> 00:39:09,000
+إن في دلالتي Y و X و Z فبالتالي بدي أعرف إيش كيام
+
+504
+00:39:09,000 --> 00:39:13,080
+ال Y و X و Z طبعا هو بقيت السؤال هو بيدويا نكتبها
+
+505
+00:39:13,080 --> 00:39:16,220
+في دلالة ال cosine و ال phi ال cylindrical و ال
+
+506
+00:39:16,220 --> 00:39:20,360
+spherical و بيدويا نحسبها عند النقطة P عشان هي أدت
+
+507
+00:39:20,360 --> 00:39:22,840
+النقطة P أما هنا أحنا خلصنا الجزء الأول كتبتها في
+
+508
+00:39:22,840 --> 00:39:26,560
+دلالة ال cylindrical coordinateأنتهى يعني أنا
+
+509
+00:39:26,560 --> 00:39:29,800
+باستخدام ال matrix انتهى الحل عشان اقولك انه صغير
+
+510
+00:39:29,800 --> 00:39:36,380
+الحل هو بده نكتب هى نرجع للسؤال بده يانا ال P نكتب
+
+511
+00:39:36,380 --> 00:39:39,780
+ال components تعونها بدلالة ال cylindrical و ال
+
+512
+00:39:39,780 --> 00:39:44,100
+spherical و ال vector A بدي اكتبه بدلالة برضه ال
+
+513
+00:39:44,100 --> 00:39:47,580
+cylindrical و ال spherical و احسبه evaluate A at P
+
+514
+00:39:47,580 --> 00:39:50,240
+في ال Cartesian و في ال cylindrical و في ال
+
+515
+00:39:50,240 --> 00:39:53,560
+spherical في ال Cartesian عطول بعوض عن Y اللى هى
+
+516
+00:39:53,560 --> 00:40:00,280
+ال 6و X ذات Z ماقص ثلاثة و نقص تانية ذات تلاتة هدف
+
+517
+00:40:00,280 --> 00:40:03,520
+ال kartesian في ال cylindrical احنا حسبنا القيم
+
+518
+00:40:03,520 --> 00:40:07,220
+طبعا
+
+519
+00:40:07,220 --> 00:40:09,680
+احنا عملنا هد ال matrix transformation من ال
+
+520
+00:40:09,680 --> 00:40:13,140
+kartesian ل ال cylindrical و بعد ما انا حصفت على
+
+521
+00:40:13,140 --> 00:40:16,260
+ال vector A في ال cylindrical بدي اروح على النقطة
+
+522
+00:40:16,260 --> 00:40:19,700
+B و اعوض على القيم بتاعة ال Phi و ال rho
+
+523
+00:40:22,520 --> 00:40:25,320
+بظهر على الـ Cepherical مارجع كلمة مرة على ال
+
+524
+00:40:25,320 --> 00:40:27,820
+matrix قال لي ال ar و ال a theta و ال a phi
+
+525
+00:40:27,820 --> 00:40:32,340
+فقدرتهم دلالات ال a x و ال a y و ال a z ال x دي y
+
+526
+00:40:32,340 --> 00:40:37,660
+ال a y هي x ذات z و ال a z zero هو بساخدم اللي هي
+
+527
+00:40:37,660 --> 00:40:41,500
+ال transformation matrix بعرف قيمة ar و a theta و
+
+528
+00:40:41,500 --> 00:40:47,200
+a phi بظهر علي نفس القضية جيب قيمة yوقيم X و Z و θ
+
+529
+00:40:47,200 --> 00:40:52,080
+و ف يعني اولا بدون اللي هي عند النقطة P بدي اقيم
+
+530
+00:40:52,080 --> 00:40:56,120
+ال Y و X و بعود عنهم الدلالة ال R و ال θ و ال ف
+
+531
+00:40:56,120 --> 00:41:00,000
+احنا عارفين ان X هي عبارة عن R sin θ cos ف و Y هي
+
+532
+00:41:00,000 --> 00:41:03,740
+عبارة عن R sin θ sin ف و Z هي عبارة عن R cos θ
+
+533
+00:41:03,740 --> 00:41:09,570
+بعود عنهم بطلع معايا ال vector الصحيح في البدون
+
+534
+00:41:09,570 --> 00:41:12,390
+هيك بيكون حل ناقص انا بيصير mixture ما بين
+
+535
+00:41:12,390 --> 00:41:16,250
+cartesian و spherical السؤال هذا يعني فيه هاي ال
+
+536
+00:41:16,250 --> 00:41:18,810
+trick انه اتقعد بفكر حل عملت transformation matrix
+
+537
+00:41:18,810 --> 00:41:23,130
+وانتهى الحل لأ انا هو ال trick انه كمان عندي ال x
+
+538
+00:41:23,130 --> 00:41:25,930
+component و ال y component بدلة ال y و ال x و ال z
+
+539
+00:41:25,930 --> 00:41:29,730
+فبالتالي هدولة بدي اعوض عنهم بدلة ال R و ال θ بحصل
+
+540
+00:41:29,730 --> 00:41:32,750
+على ال vector في ال spherical coordinate بجي عند
+
+541
+00:41:32,750 --> 00:41:38,970
+النقطة Bبدي احسب قيمة R و Phi و Theta R هي حسابات
+
+542
+00:41:38,970 --> 00:41:44,330
+اللي هيها emblema 7 و Phi هي 10 inverse-3 و Theta
+
+543
+00:41:44,330 --> 00:41:49,630
+هي 10 inverse-شزر الأربعين على 3 بجيب كل الحاجة
+
+544
+00:41:49,630 --> 00:41:52,750
+لزماني و بعود عنها يعني لازم ال cos Phi cos Phi
+
+545
+00:41:52,750 --> 00:41:56,550
+cos Theta sin Theta و بعود في قيمة ال A و بطلع
+
+546
+00:41:56,550 --> 00:41:59,690
+معايا اللي هي هاي ال vector في ال spherical
+
+547
+00:41:59,690 --> 00:42:03,020
+coordinateلو انا بدى اعمل فحص ان احل صح و لا غلط
+
+548
+00:42:03,020 --> 00:42:07,040
+ايش بسويه بجيب ال magneto بتبع ايه في ال Cartesian
+
+549
+00:42:07,040 --> 00:42:10,060
+و ال magneto بتبع ايه في ال cylindrical و ال
+
+550
+00:42:10,060 --> 00:42:13,680
+magneto بتبع ايه في ال spherical اذا طلع معايا لا
+
+551
+00:42:13,680 --> 00:42:17,320
+اي تساوى معناه اعملها غلط طلعوا بتساوى معناها ان
+
+552
+00:42:17,320 --> 00:42:20,920
+انا الحمد لله ماملتش اي mathematical mistakes
+
+553
+00:42:23,530 --> 00:42:27,010
+هذا هو هذا ال check ال magnitude تبع a ال function
+
+554
+00:42:27,010 --> 00:42:29,810
+x,y,z لازم يساوي ال magnitude في ال raw of y,z
+
+555
+00:42:29,810 --> 00:42:35,370
+بيساوي ال magnitude في r,θ,y تمام احنا هيكد
+
+556
+00:42:35,370 --> 00:42:39,770
+المفروض ننهي المحاضرة بس هشطبها بإني أشرح حاجة
+
+557
+00:42:39,770 --> 00:42:44,810
+اسمها ال constant coordinate يعني مثلا إذا روحنا
+
+558
+00:42:44,810 --> 00:42:45,830
+على ال Cartesian coordinate
+
+559
+00:42:48,390 --> 00:42:51,650
+إذا روحت على ال Cartesian coordinate XYZ عشان اللي
+
+560
+00:42:51,650 --> 00:42:55,070
+القادم هعملها ال cylindrical و ال spherical إيش
+
+561
+00:42:55,070 --> 00:42:58,410
+معنى constant coordinate؟ يعني إذا قلت أنا عندي في
+
+562
+00:42:58,410 --> 00:43:03,590
+ال XYZ coordinate عندي Z دايما ثابتة، قيمة ثابتة،
+
+563
+00:43:03,590 --> 00:43:08,670
+تلاتة فهداش بتمثلي ال plan بتمثلي ال plan اللي ال
+
+564
+00:43:08,670 --> 00:43:12,790
+X و ال Y بتغيروا على طول و Z ثابتة اللي هو هذا ال
+
+565
+00:43:12,790 --> 00:43:16,280
+plan شايفين هو هذا ال plan؟هذا ماله constant
+
+566
+00:43:16,280 --> 00:43:20,380
+coordinate يعني قيمة الـ z component سابطة لو كانت
+
+567
+00:43:20,380 --> 00:43:24,220
+x هي اللي سابطة حيكون عند الـ z بتتغير منصة
+
+568
+00:43:24,220 --> 00:43:26,120
+infinity للواصلة infinity و ال y بتتغير منصة
+
+569
+00:43:26,120 --> 00:43:30,780
+infinity للواصلة infinity هذا اللي بيعمل هذا اللي
+
+570
+00:43:30,780 --> 00:43:38,780
+هي قيمة ال y سابطة ال x سابطةالـ X قيمة ثابتة و
+
+571
+00:43:38,780 --> 00:43:42,000
+الـ Y و الـ Z بتغيروا في هذا الـ plan و اعطي
+
+572
+00:43:42,000 --> 00:43:44,060
+الحيالي constant coordinate يعني تكون واحدة من
+
+573
+00:43:44,060 --> 00:43:47,800
+القيم ثابتة مهما تغيرت القنطين التانية و هيك
+
+574
+00:43:47,800 --> 00:43:50,400
+يعطيكوا العافية و لقاء القدم ان شاء الله هشوف ال
+
+575
+00:43:50,400 --> 00:43:53,960
+constant coordinate
+
+576
+00:43:53,960 --> 00:43:57,180
+او يعني ان اخلي واحد القوانين ثابت في السفر الكلب
+
+577
+00:43:57,180 --> 00:44:00,700
+و السندر الكلب يشوف القيامة يعطيكوا العافية ان شاء
+
+578
+00:44:00,700 --> 00:44:00,780
+الله
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/9u_8vIOnPD0_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/9u_8vIOnPD0_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..54857ec6bab6a4f4e3d958d8613b657db4ed3aa1
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/9u_8vIOnPD0_postprocess.srt
@@ -0,0 +1,2204 @@
+1
+00:00:20,670 --> 00:00:22,930
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:22,930 --> 00:00:27,650
+وبركاته احنا الاتحادرات الماضية أو شبط الأربع كان
+
+3
+00:00:27,650 --> 00:00:31,790
+متخصصة ال electric field في ال spaceالشبتر هذا
+
+4
+00:00:31,790 --> 00:00:34,550
+هنتحكي عن ال electric field في ال material space،
+
+5
+00:00:34,550 --> 00:00:36,530
+يعني إيش بيصير لما ال electric field يكون في قلب
+
+6
+00:00:36,530 --> 00:00:40,790
+material، بيمشي في قلب metal، في عضايا electric،
+
+7
+00:00:40,790 --> 00:00:43,090
+صحيح ال space إحنا بنعتبره حالة خاصة من ال
+
+8
+00:00:43,090 --> 00:00:47,050
+dielectric، الفرقية في معامل ال permittivity، ال
+
+9
+00:00:47,050 --> 00:00:49,330
+permittivity بتاعة ال space هي epsilon node و
+
+10
+00:00:49,330 --> 00:00:52,870
+هنشوف كيف إنه بس الفرقية إنه هتكون في عنا معامل
+
+11
+00:00:52,870 --> 00:00:58,380
+خاص ل ال dielectric materialsفإذا هنبدأ اليوم
+
+12
+00:00:58,380 --> 00:01:04,140
+electric field في ال material space أولا بالنسبة
+
+13
+00:01:04,140 --> 00:01:08,060
+لوضعية ال material و علاقتها بال electric field
+
+14
+00:01:08,060 --> 00:01:12,620
+احنا بنربطهم وسط تخاصية ال conductivity اللي هي
+
+15
+00:01:12,620 --> 00:01:17,120
+التوصيلية sigma أخدناها حتى في الدوائر sigma 1 على
+
+16
+00:01:17,120 --> 00:01:22,240
+روح resistivityفإذا إحنا بنصنف ال material تبعا
+
+17
+00:01:22,240 --> 00:01:26,260
+للتوصيلية بتاعتها اللي هي sigma فبنصنفهم ل
+
+18
+00:01:26,260 --> 00:01:32,180
+conductors و non conductors مواصلات و غير مواصلات
+
+19
+00:01:32,180 --> 00:01:38,950
+أو بمعنى آخر بنسميهم metals و insulatorsال metals
+
+20
+00:01:38,950 --> 00:01:42,230
+غالبا بتكون ال conductive بتاعتهم عالية زي الكبر
+
+21
+00:01:42,230 --> 00:01:46,210
+يعني بتكون sigma مالها أكبر بكتير من واحد عالية ال
+
+22
+00:01:46,210 --> 00:01:49,910
+conductive بتاعتها ال insulators اللي زي الخشب و
+
+23
+00:01:49,910 --> 00:01:53,330
+الورق بيكون sigma مالها أقل بكتير من واحد و
+
+24
+00:01:53,330 --> 00:01:56,940
+المايكا و كل أنواع ال insulatorsطبعا فينا
+
+25
+00:01:56,940 --> 00:01:59,620
+materials تانين اللي هي زي ال semiconductors اللي
+
+26
+00:01:59,620 --> 00:02:01,860
+هي ما بين ال metal و ال insulator و ال
+
+27
+00:02:01,860 --> 00:02:06,880
+superconductors اللي هي عبارة عن سبائك تم اكتشافها
+
+28
+00:02:06,880 --> 00:02:10,660
+خلال القرن الماضي اللي توصليت هو عالية جدا يعني ال
+
+29
+00:02:10,660 --> 00:02:15,640
+receipt بتاعتها تقريبا 0 هذه تصنيف ال materials
+
+30
+00:02:15,640 --> 00:02:19,760
+تبعا ل ال conductivity احنا هنقود غالبا ما بين ال
+
+31
+00:02:19,760 --> 00:02:20,720
+metals و ال insulators
+
+32
+00:02:23,760 --> 00:02:26,860
+حنا عرفتون kinds of currents واحد بنسميه ال
+
+33
+00:02:26,860 --> 00:02:29,480
+convection current واحد بنسميه conduction current
+
+34
+00:02:29,480 --> 00:02:33,740
+ال current بشكل عام قبل ما مميز بين ال convection
+
+35
+00:02:33,740 --> 00:02:37,640
+و ال conduction ال current ممكن أخدته في الدوائر
+
+36
+00:02:37,640 --> 00:02:42,040
+برضه هو عبارة عن ايه كمية ال charges اللي بتقطع
+
+37
+00:02:42,040 --> 00:02:46,820
+مساحة معينة فترة زمنية per unit time اللي ال
+
+38
+00:02:46,820 --> 00:02:50,260
+electric charging passing through the area per
+
+39
+00:02:50,260 --> 00:02:55,700
+unit timeيعني أن I هي DQ بDT إذا بتذكروا قلنا ال
+
+40
+00:02:55,700 --> 00:02:58,540
+current اللي علاقة بالcharges و ال voltage اللي
+
+41
+00:02:58,540 --> 00:03:02,160
+علاقة بالcharges واحد اللي علاقة بال rate بتاعة ال
+
+42
+00:03:02,160 --> 00:03:06,220
+charge DQ بDT والتاني بقدرش بفصل ال charges اللي
+
+43
+00:03:06,220 --> 00:03:13,420
+هي ال voltage DW بDQ إذا التيار هو DQ بDT إذا كانت
+
+44
+00:03:13,420 --> 00:03:17,180
+ال charge بال column و ال time بال second بيكون ال
+
+45
+00:03:17,180 --> 00:03:21,320
+current بلقاش بالامبيركمان احنا لن نقدر نعرف اللي
+
+46
+00:03:21,320 --> 00:03:25,260
+هي current density J current density معناه density
+
+47
+00:03:25,260 --> 00:03:29,580
+عن حاجة بالنسبة ل area او بالنسبة ل volume احنا
+
+48
+00:03:29,580 --> 00:03:33,160
+بنحكي عن current density بالنسبة ل area ف J هي
+
+49
+00:03:33,160 --> 00:03:37,580
+عبارة عن delta I by delta S او delta I اش بتساوي J
+
+50
+00:03:37,580 --> 00:03:43,250
+في delta Sغالبا ال current احنا قلنا هي ال current
+
+51
+00:03:43,250 --> 00:03:47,630
+هو عبارة عن الشحنات اللى بتمرق من ال area الشحنات
+
+52
+00:03:47,630 --> 00:03:50,050
+اللى بتقطع واحدة ال area لو انا مثلا عندى ال
+
+53
+00:03:50,050 --> 00:03:53,230
+circular ال area بتاعتى زى هذا القلم وهي ال
+
+54
+00:03:53,230 --> 00:03:56,610
+current ماشي في قلبه هلاحظ انه دايما عمودي ماله
+
+55
+00:03:56,610 --> 00:04:01,190
+على اتجاه و عمودي على cross section فال current
+
+56
+00:04:01,190 --> 00:04:06,150
+density ماله دايما عمودي على ال surface واضح شىء
+
+57
+00:04:06,150 --> 00:04:10,000
+بيصير تدفق ال charges بيكون في هذا الاتجاههي
+
+58
+00:04:10,000 --> 00:04:13,180
+تخيلوا هذا ال metal او ال dielectric و ال charges
+
+59
+00:04:13,180 --> 00:04:16,980
+بتمر في هيك او يعني هيك او هيك مش فارق انا بس
+
+60
+00:04:16,980 --> 00:04:19,600
+تخيلوا ال charges كمية ال charges اللي بتقطع ال
+
+61
+00:04:19,600 --> 00:04:24,780
+unit area اللي هي الدائرة بالزمن هي اتجاه ال
+
+62
+00:04:24,780 --> 00:04:26,800
+current او ال current density هنلاقي دايما ال
+
+63
+00:04:26,800 --> 00:04:30,400
+current density اللي ماله عمودي على اتجاه ال area
+
+64
+00:04:32,070 --> 00:04:36,050
+إذا عندي delta I ايش بتساوي J delta S لأن J هي
+
+65
+00:04:36,050 --> 00:04:38,890
+عبارة عن ال mean لل current density يعني delta I
+
+66
+00:04:38,890 --> 00:04:44,250
+على delta S إذا اتفقنا إن J هي vector عمودي على ال
+
+67
+00:04:44,250 --> 00:04:49,850
+area إذا هيكون delta I أيش بتساوي J dot DS J dot
+
+68
+00:04:49,850 --> 00:04:54,110
+DS وإحنا أصلا أخدنا إن ال S ماله ال unit vector
+
+69
+00:04:54,110 --> 00:04:57,870
+تبعها عمودي عليها برضهعشان هيك احنا قولنا dot
+
+70
+00:04:57,870 --> 00:05:01,410
+product إذا ال DS ال unit vector العمودي عليها و
+
+71
+00:05:01,410 --> 00:05:05,890
+ال J عمودي على ال area إذا ال J في delta S و عبارة
+
+72
+00:05:05,890 --> 00:05:12,810
+عن J dot DS واضح؟ as vectors طيب
+
+73
+00:05:12,810 --> 00:05:19,490
+ال total current I هذا ال delta ال total current
+
+74
+00:05:19,490 --> 00:05:24,570
+اللي هيكون التكامل على ال surface J dot DS واضح؟
+
+75
+00:05:28,740 --> 00:05:31,880
+طب احنا قولنا انه في تفريق ما بين two currents
+
+76
+00:05:31,880 --> 00:05:36,060
+احنا هنا عرفنا ال current و current density و احنا
+
+77
+00:05:36,060 --> 00:05:39,240
+بدنا نعرف اللي هو ال current انه تلت أنواع من ال
+
+78
+00:05:39,240 --> 00:05:42,500
+currents اللي هيمروا عليكم في مغساق الكهرومغناطية
+
+79
+00:05:42,500 --> 00:05:46,280
+أسوأ الواحد الأول أو الأول والتاني هم ال
+
+80
+00:05:46,280 --> 00:05:49,380
+convection ال conduction و ال displacement فهذا
+
+81
+00:05:49,380 --> 00:05:51,800
+الشبطر احنا بس هنحكي عن convection او التفريق ما
+
+82
+00:05:51,800 --> 00:05:55,490
+بين convection و conductionthis placement هتكون في
+
+83
+00:05:55,490 --> 00:06:06,930
+شباتر لاحقة في شبتر 9 اللي هتاخدوه في كهره 2 طبعا
+
+84
+00:06:06,930 --> 00:06:09,290
+إيش الفرق بين convection و conduction؟ ال
+
+85
+00:06:09,290 --> 00:06:13,950
+convection مالوش علاقة بconductor مالوش علاقة بإنه
+
+86
+00:06:13,950 --> 00:06:18,130
+تيار بمر في conductor ولا بحقق ohms law ال
+
+87
+00:06:18,130 --> 00:06:19,610
+convection لا مربوط
+
+88
+00:06:30,030 --> 00:06:36,070
+هو عبارة عن مجموعات، هو عبارة عن التيار اللي بتدفق
+
+89
+00:06:36,070 --> 00:06:40,470
+في المادة العازلة، بسخن ميا بتدفق convection
+
+90
+00:06:40,470 --> 00:06:44,350
+current يعني مش heat دي، بس يعني أنه لو مثلا بدي
+
+91
+00:06:44,350 --> 00:06:49,210
+insulators على الميا، بمر فيها تيار، هذا بسمي
+
+92
+00:06:49,210 --> 00:06:54,100
+convection currentإذن هو عبارة عن التيار اللي بمر
+
+93
+00:06:54,100 --> 00:06:57,500
+في مين في ال insulating media احنا قلنا طبيعة
+
+94
+00:06:57,500 --> 00:07:01,740
+المواد حسب ال conductivity بنقسمها لميتال وإيش
+
+95
+00:07:01,740 --> 00:07:05,920
+insulator التيار بمر في ال insulators زي ال liquid
+
+96
+00:07:05,920 --> 00:07:10,020
+ال red gases ال vacuum هدولة ماله اللي التيار
+
+97
+00:07:10,020 --> 00:07:15,900
+بمروا فيهم بنسميه convection current لكن
+
+98
+00:07:16,760 --> 00:07:21,020
+حتى مثال عليها يعني قبل ما نروح لل conduction مثال
+
+99
+00:07:21,020 --> 00:07:24,680
+عليها إذا بتذكروا ال cathode ray tube أخدتوها يمكن
+
+100
+00:07:24,680 --> 00:07:28,500
+شفتوا ال oscilloscope التلفزيونات بتاع الزمان beam
+
+101
+00:07:28,500 --> 00:07:32,760
+الإلكترونات اللي كان بسقط على الشاشة عشان يحددنا
+
+102
+00:07:32,760 --> 00:07:37,820
+موقع الصورة هذا بنسميه convection current لأنه مش
+
+103
+00:07:37,820 --> 00:07:41,020
+مرموض في ال conductor و عبارة عن beam الإلكترونات
+
+104
+00:07:41,020 --> 00:07:46,520
+بتنطلقمن اللي هو ال cathode و بتتدفق لحين ما توصل
+
+105
+00:07:46,520 --> 00:07:50,520
+للشاشة بتاعة ال cathode ray tube و بتفتح لواقع
+
+106
+00:07:50,520 --> 00:07:53,260
+الصورة هدول كل ما أمثل على convection current
+
+107
+00:07:53,260 --> 00:07:59,960
+Electro net بلعشان قلها قبل مرة فبطلقها من cathode
+
+108
+00:07:59,960 --> 00:08:03,040
+بطريقة معينة اللي بفرض voltage حواليها هذا ال
+
+109
+00:08:03,040 --> 00:08:06,780
+cathode تطلق منه Electro net ممكن تنطلق في الهواء
+
+110
+00:08:06,780 --> 00:08:11,860
+في dielectric mediaمهم انها مادة انسولاتور هذا
+
+111
+00:08:11,860 --> 00:08:15,800
+بنسميه convection conduction واضح انه له علاقة
+
+112
+00:08:15,800 --> 00:08:22,700
+ماله بالكندكتور عشان الموجودة علاقات ما بين ال
+
+113
+00:08:22,700 --> 00:08:27,120
+conduction current و current density و ohms law
+
+114
+00:08:27,120 --> 00:08:31,080
+بتنا نبدأ ان اعرف ال current الممور في filament
+
+115
+00:08:31,080 --> 00:08:37,460
+هاي filament هي قطعة من metal و بتدفق عند فيها
+
+116
+00:08:37,460 --> 00:08:44,770
+تيار بسرعة Uالتيار تجاه الحط المتقطن بمشي بسرعة U
+
+117
+00:08:44,770 --> 00:08:49,690
+U هي ال velocity بتاعة الإلكترونات اللي بتمثل
+
+118
+00:08:49,690 --> 00:08:57,570
+الكورنت احنا عرفنا ان دلتة I اش بتساوي او يعني DI
+
+119
+00:08:57,570 --> 00:09:01,810
+بس احنا بداخل دلتة I شويه اكبر من DI هي دلتة Q على
+
+120
+00:09:01,810 --> 00:09:07,380
+دلتة Tإذا عرفت إن ال charge density في هذا ال
+
+121
+00:09:07,380 --> 00:09:12,460
+filament، في هذا القطع من المتل، هي عبارة عن ρو V،
+
+122
+00:09:12,460 --> 00:09:15,280
+فهذا ال charge density رو V، إذا ال total charge
+
+123
+00:09:15,280 --> 00:09:21,600
+هي رو V في ال volume، صحيح؟ لو أخدت element من ال
+
+124
+00:09:21,600 --> 00:09:25,120
+volume، هذا ال element، هذا اللي محصول بين اللوحين
+
+125
+00:09:25,120 --> 00:09:30,170
+المقطعين، هذا ال element أخدته، هذا ال volumeهيكون
+
+126
+00:09:30,170 --> 00:09:32,970
+إيش ال volume بيساوي؟ ال area اللي هو مسميها delta
+
+127
+00:09:32,970 --> 00:09:38,030
+S اللي هو المربع ثمين في الطول طول بيساوي ال
+
+128
+00:09:38,030 --> 00:09:41,430
+velocity في الزمن اللي هو delta Y مسميها أو delta
+
+129
+00:09:41,430 --> 00:09:48,620
+L هتكأس سوى ال velocity اللي هي U في Tمعايا؟ اذا
+
+130
+00:09:48,620 --> 00:09:52,560
+احنا خدنا هذا ال delta volume اللي هو ما بين ال
+
+131
+00:09:52,560 --> 00:09:56,520
+two surfaces هذا delta volume which charges to rho
+
+132
+00:09:56,520 --> 00:09:59,920
+V اذا total charge delta V ماهي ساوية؟ rho V في
+
+133
+00:09:59,920 --> 00:10:04,200
+delta V delta V ايش هتكون؟ delta S اللي هي هذا ال
+
+134
+00:10:04,200 --> 00:10:10,120
+surface area في الطول متوازى الأطلع او يعني المكعب
+
+135
+00:10:10,120 --> 00:10:15,690
+هذاالطول هداش بيساوي ال Velocity في Delta T لو
+
+136
+00:10:15,690 --> 00:10:18,710
+عملنا هيك Delta T بتروح من الطرفين من فوق و تحت
+
+137
+00:10:18,710 --> 00:10:24,230
+هيضل عند مين رو V Delta S في U واضح؟ في S في ساعة
+
+138
+00:10:24,230 --> 00:10:28,410
+اللي حد هنا؟ اذا Delta I تتساوي رو V اللي هي ال
+
+139
+00:10:28,410 --> 00:10:31,890
+charge density في Delta S اللي هي ال cross section
+
+140
+00:10:31,890 --> 00:10:35,070
+تبع ال filament في U اللي هي Velocity تعتي
+
+141
+00:10:35,070 --> 00:10:38,090
+الإلكترونات اللي بتدفق عبر الفيلمنت
+
+142
+00:10:40,320 --> 00:10:43,100
+حنا عرفنا ال current density انها delta I على
+
+143
+00:10:43,100 --> 00:10:46,120
+delta S، إذا ال current density ايش بالساوية، لو
+
+144
+00:10:46,120 --> 00:10:49,340
+قسمنا delta I على delta S، هتساوية charge density
+
+145
+00:10:49,340 --> 00:10:55,090
+في الvolume stateهتكون ρو V في U إذا جيه بشكل عام
+
+146
+00:10:55,090 --> 00:10:57,410
+هدد جيه اللي هي في اتجاه ال Y يعني هو أنا ماخد
+
+147
+00:10:57,410 --> 00:11:00,730
+واحدة منهم مفترض ان كله في اتجاه ال Y تدفق فجيه
+
+148
+00:11:00,730 --> 00:11:04,490
+بشكل عام as a vector هي سوى رو في U اللي هي vector
+
+149
+00:11:04,490 --> 00:11:08,450
+رو ال charge density مالها scalar U ممكن تكون UX,
+
+150
+00:11:08,590 --> 00:11:14,990
+UI و Z فبشكل عام هتكون ال charge density عبارة عن
+
+151
+00:11:14,990 --> 00:11:20,640
+رو V في UI لو احنا قلنا I هي ال convection current
+
+152
+00:11:20,640 --> 00:11:24,320
+هيكون جه هي ال convection current density لو قلنا
+
+153
+00:11:24,320 --> 00:11:27,720
+I هي ال conduction current هتكون جه هي ال
+
+154
+00:11:27,720 --> 00:11:31,680
+conduction current per unit density اذا كانت I
+
+155
+00:11:31,680 --> 00:11:36,320
+بالامبير جه هتكون امبير بمتر تربيع لان هي عبارة عن
+
+156
+00:11:36,320 --> 00:11:40,860
+current على area اذا جه بقدر اخدايما اربطها بانها
+
+157
+00:11:40,860 --> 00:11:44,220
+current density بال velocity او هي عبارة من delta
+
+158
+00:11:44,220 --> 00:11:47,060
+I على delta S تمام؟
+
+159
+00:11:51,920 --> 00:11:55,080
+نكمل تعريفنا ل Ohm's law يعني إحنا قولنا ال
+
+160
+00:11:55,080 --> 00:11:58,820
+conduction له علاقة ب Ohm's law كمان مرة ال
+
+161
+00:11:58,820 --> 00:12:02,540
+conductor conduction current بده conductor مامشيش
+
+162
+00:12:02,540 --> 00:12:03,260
+إلا في conductor
+
+163
+00:12:06,450 --> 00:12:10,150
+وبعبّر عن ال current بإن هو عبارة عن كمية هائلة من
+
+164
+00:12:10,150 --> 00:12:13,290
+الإلكترونات اللي بتتدفق عبر ال cross-section
+
+165
+00:12:13,290 --> 00:12:17,910
+للكوندكتور في وحدة الزمن، فبتذكرين حتى قلنا إن ال
+
+166
+00:12:17,910 --> 00:12:21,350
+charges مالها discrete، إذا بتذكروا في الدوائر،
+
+167
+00:12:21,350 --> 00:12:25,670
+بينما ال current ماله continuous، اذا ال conductor
+
+168
+00:12:25,670 --> 00:12:28,030
+is characterized by a large amount of free
+
+169
+00:12:28,030 --> 00:12:30,350
+electrons that provide conduction current due and
+
+170
+00:12:30,350 --> 00:12:31,290
+impressed electrically
+
+171
+00:12:33,790 --> 00:12:37,690
+الإلاقة لو كان عند ال conductor في وجود electric
+
+172
+00:12:37,690 --> 00:12:41,270
+fieldهدول الإلكترونات الموجودة في القندكتور إيش
+
+173
+00:12:41,270 --> 00:12:44,670
+هيصيرلها؟ هتأثر ال electric field هيتولد عليها قوة
+
+174
+00:12:44,670 --> 00:12:48,130
+احنا عرفنا ال force إيش بتساوي minus E في E minus
+
+175
+00:12:48,130 --> 00:12:51,690
+الشحنة في ال electric field يعني لو أنا حطيت
+
+176
+00:12:51,690 --> 00:12:55,690
+القندكتور في وجود المجال ال electric field ساعتي
+
+177
+00:12:55,690 --> 00:12:59,070
+هو في ال free space بس حطيت في طريقه ال electric
+
+178
+00:12:59,070 --> 00:13:03,370
+field الإلكترونات هتتأثر في وجود ال electric field
+
+179
+00:13:03,370 --> 00:13:07,730
+لإنه هينفرض عليها قوة و القوة إيش بتساوي؟ minus E
+
+180
+00:13:07,730 --> 00:13:07,990
+في E
+
+181
+00:13:11,030 --> 00:13:13,330
+طبعا إذا هو الإلكترون، أنا بحكي عن إلكترون في قلب
+
+182
+00:13:13,330 --> 00:13:16,310
+الconductor، بيفرق عن أحكي عن إلكترون في ال free
+
+183
+00:13:16,310 --> 00:13:19,130
+space، إلكترون حاطيته في ال free space و حاطيت فيه
+
+184
+00:13:19,130 --> 00:13:22,650
+عند مجال الكهربائي electric field، حلاق الإلكترون
+
+185
+00:13:22,650 --> 00:13:25,350
+ماله، إذا الإلكترون فيه في هايك اتجاه، هو هيتجه في
+
+186
+00:13:25,350 --> 00:13:29,930
+اتجاه المعاكس صح؟ لو شحنه موجبة، هتتحرك معاه، لكن
+
+187
+00:13:29,930 --> 00:13:33,990
+إحنا بنحكي علىElectron مش لحاله، مش في ال free
+
+188
+00:13:33,990 --> 00:13:35,930
+space، هو موجود في ال conductor، إيش ما هو موجود
+
+189
+00:13:35,930 --> 00:13:37,950
+في ال conductor؟ موجود في ال atoms بتاعة ال
+
+190
+00:13:37,950 --> 00:13:41,470
+conductor، يعني مربوط في lattice من ال atoms، مش
+
+191
+00:13:41,470 --> 00:13:45,670
+حر الحركة، هو مربوط في هدول ال atoms فإيش وجود
+
+192
+00:13:45,670 --> 00:13:49,170
+electric field هيعمله؟ هيعمله اتصاد معاه، هيتحرك،
+
+193
+00:13:49,170 --> 00:13:53,070
+هو بده يتحرك، بس هو مش في ال free space يجري، هو
+
+194
+00:13:53,070 --> 00:13:56,650
+موجود في قلب atoms، في lattice من ال atoms، فهيعمل
+
+195
+00:13:56,650 --> 00:13:57,070
+collisions
+
+196
+00:14:02,080 --> 00:14:04,560
+نتيجة هذا الـ collisions اللى هيصلله نتيجة انه
+
+197
+00:14:04,560 --> 00:14:06,740
+موجود في الـ electric field هيصير فيه عند الـ
+
+198
+00:14:06,740 --> 00:14:10,420
+drift فلوستي يعني مش هيصلله انطلاق فلوستي معينة
+
+199
+00:14:10,420 --> 00:14:14,360
+هيصلله drift يعني هيتحرك collision هيصلله شوية
+
+200
+00:14:14,360 --> 00:14:21,820
+فلوستي بنسميها ال drift فلوستي اللى هى بتعبر عن
+
+201
+00:14:21,820 --> 00:14:25,780
+انتقاله من زرع لزرع تانية او استضامه من زرع لزرع
+
+202
+00:14:25,780 --> 00:14:29,680
+تانية طب اذا انا كان عندى electron ال mass بتاعته
+
+203
+00:14:29,680 --> 00:14:35,040
+سميتها Mطبعا هو بيصيله قاعد دريفت بلغة مقدار هيوم
+
+204
+00:14:35,040 --> 00:14:39,180
+القانون بيقوللي قوانين نيوتن بتقوللي تغير في كمية
+
+205
+00:14:39,180 --> 00:14:44,080
+الحركة إيش لازم تساوي القوة على الجسم صح بالنسبة
+
+206
+00:14:44,080 --> 00:14:46,560
+للإلكترونات إيش القوة اللي عالية أعملها هو قاعد في
+
+207
+00:14:46,560 --> 00:14:49,940
+electric field minus E في E صح هذا إيش لازم تساوي
+
+208
+00:14:49,940 --> 00:14:52,840
+تغير في كمية التحرك التغير في كمية التحرك اللي هو
+
+209
+00:14:52,840 --> 00:14:57,300
+عمبرا عن M في V على Ta اللي هي DMV على DT
+
+210
+00:15:01,110 --> 00:15:05,110
+أذن الـvelocity بترفت الـvelocity هتساوي minus E
+
+211
+00:15:05,110 --> 00:15:10,650
+في TAU على M في E TAU اللي هي الـaverage طاية ما
+
+212
+00:15:10,650 --> 00:15:16,290
+بين الـcollision و الـcollision التاني، باضح؟ أذن
+
+213
+00:15:16,290 --> 00:15:23,550
+velocity عبّرنا عنها minus E TAU على M في E لو
+
+214
+00:15:23,550 --> 00:15:27,070
+أحنا عبّرنا عن ناقص M في E بإنها ال charge density
+
+215
+00:15:27,070 --> 00:15:30,710
+بحيث أنه M هذه هي عبارة عن M كبتر على V
+
+216
+00:15:36,780 --> 00:15:44,820
+بترفت بالمصطفى ماهي بتساوي او
+
+217
+00:15:44,820 --> 00:15:49,980
+ارتبهم من هى كده بيديهم انا
+
+218
+00:15:49,980 --> 00:15:53,800
+كمان
+
+219
+00:15:53,800 --> 00:16:00,380
+عندى ال charge density رو V ايش بتساوي ال total
+
+220
+00:16:00,380 --> 00:16:04,600
+charge ايش يقول ال total charge بيساوي عددهم في
+
+221
+00:16:04,600 --> 00:16:11,060
+شحنة اللى بيكترههذه في V Q
+
+222
+00:16:11,060 --> 00:16:18,460
+total تساوي رو في V فإذا رو V تساوي minus N في E
+
+223
+00:16:18,460 --> 00:16:22,760
+ليه N مين؟ N capital على V number of charges per
+
+224
+00:16:22,760 --> 00:16:27,180
+unit volume ال total charge تساوي Q في V اللي هو
+
+225
+00:16:27,180 --> 00:16:32,140
+هذا ال volume بتساوي ال total N في E ال total
+
+226
+00:16:32,140 --> 00:16:37,980
+charges في ERow V هي Charge بين Volume وDensity هي
+
+227
+00:16:37,980 --> 00:16:44,440
+Charge بين Volume تساوي نقل
+
+228
+00:16:44,440 --> 00:16:48,120
+نقل نقل
+
+229
+00:16:48,120 --> 00:16:51,640
+نقل
+
+230
+00:16:51,640 --> 00:16:59,080
+نقل
+
+231
+00:16:59,080 --> 00:17:05,730
+نقل نقل نقل نقل نقل نقل نقل نقل نقلRow V منعوض
+
+232
+00:17:05,730 --> 00:17:14,330
+عنها هي minus M E متعود عن V يعني كمان minus تصير
+
+233
+00:17:14,330 --> 00:17:22,650
+plus E تربيه تو على M في E جيه
+
+234
+00:17:22,650 --> 00:17:28,070
+اللي هو current density بيساوي constant value في E
+
+235
+00:17:28,070 --> 00:17:31,190
+ايش هال constant ان E تربيه ان احنا عارفين انها ال
+
+236
+00:17:31,190 --> 00:17:35,640
+charge بتاعة الالكترون تربيهتاول average time
+
+237
+00:17:35,640 --> 00:17:41,240
+between two intervals رقم أن عددهم رقم على n رقم
+
+238
+00:17:41,240 --> 00:17:47,680
+فإذا هنكون العلاقة بين J و E هي أبارعا some value
+
+239
+00:17:47,680 --> 00:17:56,560
+بنسميها sigma sigma اللي هي conductivity sigma ال
+
+240
+00:17:56,560 --> 00:18:02,020
+conductivity اللي هي بنعبر عنها واحد على رقم تمام؟
+
+241
+00:18:11,120 --> 00:18:14,800
+في S فصرحت هنا هذا كمان بنعبر عن جيه اللي بتساوي
+
+242
+00:18:14,800 --> 00:18:21,000
+sigma E اللي هو point form of Ohm's law شكل من
+
+243
+00:18:21,000 --> 00:18:25,220
+أشكال Ohm's law هو point form of Ohm's law اللي
+
+244
+00:18:25,220 --> 00:18:29,080
+برمتلي current density جيه بال electric field
+
+245
+00:18:29,080 --> 00:18:34,420
+بواسط sigma اللي هي conductivity و بعدنا هنشوف كيف
+
+246
+00:18:34,420 --> 00:18:37,380
+هذا من انه بنطلع بOhm's law لإنه E بتساوي V على L
+
+247
+00:18:37,380 --> 00:18:43,160
+وجيه بتساوي I P على Sاللي هي current buoyant area
+
+248
+00:18:43,160 --> 00:18:50,860
+وبنستنتج منها Ohms لو برضه اذا
+
+249
+00:18:50,860 --> 00:18:55,740
+كمان مرة جيه اللي هي current density مربوطة في ال
+
+250
+00:18:55,740 --> 00:19:01,160
+electric field بواسطة signal ال
+
+251
+00:19:01,160 --> 00:19:06,890
+conductors ال conductor غالباهو عبارة عن element
+
+252
+00:19:06,890 --> 00:19:10,690
+اللي فيه إلكترونات بتحرك يعني نسبيا بالنسبالي ال
+
+253
+00:19:10,690 --> 00:19:16,390
+insulators بحرية هاي عند أنا perfect conductor هذا
+
+254
+00:19:16,390 --> 00:19:19,910
+ال perfect conductor مرقت فيه electric field بهذا
+
+255
+00:19:19,910 --> 00:19:24,350
+الشكل هاي مجال كهربائي إيش هي من مجال الكهربائي
+
+256
+00:19:24,350 --> 00:19:27,750
+الإلكترو النقلة الشحنات الموجودة هتجذب في طريقة
+
+257
+00:19:27,750 --> 00:19:31,390
+الشحنات الموجبة و تتزاحم على هذا الطرف من ال
+
+258
+00:19:31,390 --> 00:19:35,040
+conductorهذا تخيلوني على كندكتور طويل هيك المادة
+
+259
+00:19:35,040 --> 00:19:40,360
+لحالها و على الطرف التاني هيكون في عندي ال
+
+260
+00:19:40,360 --> 00:19:44,460
+negative charges اتكومت هنا ايش بيصير عندي؟ بيصير
+
+261
+00:19:44,460 --> 00:19:48,680
+الطرف من الكندكتور عليه شحنات موجبة و الطرف التاني
+
+262
+00:19:48,680 --> 00:19:52,220
+عليه شحنات سالبة ايش هيتولد؟ هيتولد عندي internal
+
+263
+00:19:52,220 --> 00:19:55,220
+electric field هذا ال internal electric field
+
+264
+00:19:55,220 --> 00:19:57,960
+بالتمام بيساوي ال electric field اللي هو ال
+
+265
+00:19:57,960 --> 00:20:03,380
+external انا اللي ابتعدتترتيب الشحنات نتج عن وجود
+
+266
+00:20:03,380 --> 00:20:06,360
+الـ External Electric Field.بالتالي الـ Internal
+
+267
+00:20:06,360 --> 00:20:10,160
+Electric Field اتجاهه معاكس للـ External وبسويه في
+
+268
+00:20:10,160 --> 00:20:15,320
+المقدار ففي داخل ال conductor لو جمعنا الـ Total
+
+269
+00:20:15,320 --> 00:20:19,040
+Electric Field هيكون ال External زاد ال Internal،
+
+270
+00:20:19,040 --> 00:20:23,600
+مش هيكون بساوة Zero إذا ال Electric Field بساوة
+
+271
+00:20:23,600 --> 00:20:27,410
+Zero في قلب ال conductorو احنا بنعرف من gauss law
+
+272
+00:20:27,410 --> 00:20:32,190
+ان ال close integral ل EWS بيساوي raw V على
+
+273
+00:20:32,190 --> 00:20:36,230
+epsilon نقطة صح؟ طب اذا E بيساوي 0 معناه ان ال
+
+274
+00:20:36,230 --> 00:20:38,830
+charge هو ما لها سفر وهذا مواضح لان كل ال charges
+
+275
+00:20:38,830 --> 00:20:43,110
+و انا ايش صار لها charges؟ اتزاحمت عند الأطراف فزا
+
+276
+00:20:43,110 --> 00:20:47,070
+ال charge تنسبش هو ما لها بيساوي سفرهذا الحكاية
+
+277
+00:20:47,070 --> 00:20:52,230
+بيعني ماله منطقي بالنسبالنا E0 معناه ال charge
+
+278
+00:20:52,230 --> 00:20:55,590
+enclosed مالها zero و طبعا أكيد ال charge enclosed
+
+279
+00:20:55,590 --> 00:20:59,830
+zero لأن كل charges مالها اتركمت عند الأطراف احنا
+
+280
+00:20:59,830 --> 00:21:04,230
+بنسمي ال conductor في وجود electric field انه
+
+281
+00:21:04,230 --> 00:21:06,730
+equipotential body طب ليش بنسميه equipotential
+
+282
+00:21:06,730 --> 00:21:10,990
+body ايش
+
+283
+00:21:10,990 --> 00:21:13,530
+معناه equipotential بتذكرين ايش احنا بقولوا معناه
+
+284
+00:21:13,530 --> 00:21:19,480
+equipotentialإيش معنى equopotential تذكرين؟
+
+285
+00:21:19,480 --> 00:21:23,360
+أخدناها لسه المحاضرة الماضية، إيش معنى
+
+286
+00:21:23,360 --> 00:21:28,360
+equopotential؟ equopotential surface، إيش معنى
+
+287
+00:21:28,360 --> 00:21:32,300
+equopotential surface؟
+
+288
+00:21:32,300 --> 00:21:34,600
+يا ده اخيل الله شوية إنجليزي، بلاش تكونوا بتعرفوا
+
+289
+00:21:34,600 --> 00:21:39,260
+كهروم، شوية إنجليزي، equi-potential equi من equal
+
+290
+00:21:39,260 --> 00:21:42,200
+و potential potential, equopotential يعني إيه ال
+
+291
+00:21:42,200 --> 00:21:46,400
+potential بقى له متساوييعني ال potential عند أي
+
+292
+00:21:46,400 --> 00:21:50,380
+نقطة ماله متساوي طب ليش هذا الحكي؟ إيش اللي نقيه
+
+293
+00:21:50,380 --> 00:21:52,640
+بساوي؟ مذاكرين إيش لفة ال electric field بال
+
+294
+00:21:52,640 --> 00:21:56,840
+potential؟ electric field بساوى minus del V ولا
+
+295
+00:21:56,840 --> 00:22:00,820
+لأ؟مش قلنا E و أثبتناها المحاضرة الماضية E بالساوة
+
+296
+00:22:00,820 --> 00:22:04,240
+و minus ال V E بالساوة 0 إذا ال differential تبع V
+
+297
+00:22:04,240 --> 00:22:06,440
+إيش بالساوة 0؟ إيش مع ال differential تبع V
+
+298
+00:22:06,440 --> 00:22:09,420
+بالساوة 0؟ يعني ال voltage عند أي نقطة و أي نقطة
+
+299
+00:22:09,420 --> 00:22:12,460
+لازم يكون متساوي إذا ال differential تبعه بالساوة
+
+300
+00:22:12,460 --> 00:22:16,140
+0 عشان هيك إحنا بنسمي ال conductor أو ال perfect
+
+301
+00:22:16,140 --> 00:22:19,480
+conductor ال occupational body يعني ال voltage عند
+
+302
+00:22:19,480 --> 00:22:22,720
+أي نقطة عند أي نقطة لازم يكون متساوي
+
+303
+00:22:26,880 --> 00:22:29,280
+طيب احنا لو رجعنا ل أومزلو و قولنا J بالثانوية و
+
+304
+00:22:29,280 --> 00:22:34,360
+ثانوية ايه؟ ايه بتروح للسفر في inside ال conductor
+
+305
+00:22:34,360 --> 00:22:39,200
+عشان J تتظل حاصلة current density يعني تكون finite
+
+306
+00:22:39,940 --> 00:22:43,760
+مش تروح لقيمة غير معينة لأن فيه اندي طيار انا
+
+307
+00:22:43,760 --> 00:22:46,400
+بأمره sigma ايش لازم تكون infinity هذا perfect
+
+308
+00:22:46,400 --> 00:22:49,480
+conductor perfect conductor ايش معناه انه مافيش
+
+309
+00:22:49,480 --> 00:22:52,740
+عنده اي resistivity احنا بنحكي ع perfect conductor
+
+310
+00:22:52,740 --> 00:22:55,400
+perfect conductors بحتويش عنده في قلبه اي
+
+311
+00:22:55,400 --> 00:22:59,930
+electrostatic electric fieldبمنع اللي خطوط المجال
+
+312
+00:22:59,930 --> 00:23:02,730
+الكهربائي اللي هتكون جوا و أثبتنا ليش ال electric
+
+313
+00:23:02,730 --> 00:23:06,130
+field إيش بيكون Zero جوا بيصير زي ال equipotential
+
+314
+00:23:06,130 --> 00:23:09,630
+surfaces إذا إذا E بيسوا Zero معناه إنه Sigma
+
+315
+00:23:09,630 --> 00:23:14,630
+بتروح ل M ثلاثين و هذا الحكي أنا حكيته E بيسوا
+
+316
+00:23:14,630 --> 00:23:18,150
+Zero معناه روف بيسوا Zero من جاسله و برضه من تعريف
+
+317
+00:23:18,150 --> 00:23:20,610
+ال electric field إنه برضه ال potential هيكون Zero
+
+318
+00:23:20,610 --> 00:23:23,210
+لأنه ال electric هي بيساوم نص لل V
+
+319
+00:23:29,720 --> 00:23:32,880
+فبنيجي ل electric fields in material space، احنا
+
+320
+00:23:32,880 --> 00:23:34,880
+لازمنا في ال material space بس في هذه الحالة أنا
+
+321
+00:23:34,880 --> 00:23:39,000
+بتعمل حاجة تانية، بديش اخلي زي ما انا طوى شوفنا ان
+
+322
+00:23:39,000 --> 00:23:41,700
+ال conductor هيكي في ال free space و حطينا في
+
+323
+00:23:41,700 --> 00:23:49,220
+الاتجاه .. فرضنا electric field فيهطريقة اما هنا
+
+324
+00:23:49,220 --> 00:23:52,320
+انا بالعكس بدأ اوصله مع اسلاك ماديش اخليه في ال
+
+325
+00:23:52,320 --> 00:23:56,340
+space بطل ال free space انا وصلها ب conductors هذا
+
+326
+00:23:56,340 --> 00:24:00,460
+ال element تبعي او المادة بتاعتى ال perfect
+
+327
+00:24:00,460 --> 00:24:04,160
+conductor او ال material space وصلته باسلاك عبر
+
+328
+00:24:04,160 --> 00:24:09,280
+بطارية الفرق بين ده الشكل و ده الشكل ان هناك
+
+329
+00:24:12,090 --> 00:24:15,310
+مافيش اي connections في ال conductor هذا، مش وصلها
+
+330
+00:24:15,310 --> 00:24:19,430
+بأي حاجة، في مجال كهربائي أنا حاططه في وجود المجال
+
+331
+00:24:19,430 --> 00:24:23,330
+الكهربائي، لكن هنا أنا وصلته بواسطة أسلاك مع
+
+332
+00:24:23,330 --> 00:24:27,760
+بطاريةهذه البطارية عملت فرق جهود بين الطرفين
+
+333
+00:24:27,760 --> 00:24:31,500
+وبالتالي هيمور electric field في قلب ال conductor
+
+334
+00:24:31,500 --> 00:24:35,880
+هذا electric field هيقدر إلى إيش؟ تدفق الشحنات
+
+335
+00:24:35,880 --> 00:24:40,140
+اللي هذا اللي هو كرسي الدوائر هيصير ان دي طيار
+
+336
+00:24:40,140 --> 00:24:43,600
+بيمور في الدائرة الكهربائية في هذه الحالة ماقدرش
+
+337
+00:24:43,600 --> 00:24:45,820
+أقول ان ال electric field inside ال conductor
+
+338
+00:24:45,820 --> 00:24:51,390
+بيساوي zeroهنا فيه قوة بتجبر الالكترونات مانا
+
+339
+00:24:51,390 --> 00:24:56,390
+تتضفق من طرف لطرف تاني في حركة مستمرة وبالتالي
+
+340
+00:24:56,390 --> 00:24:59,770
+هيكون في عندى electric field inside ال conductor
+
+341
+00:24:59,770 --> 00:25:10,170
+احنا
+
+342
+00:25:10,170 --> 00:25:15,880
+قولنا انه E ايش بساوي؟V على L او V بتساوي اذا كان
+
+343
+00:25:15,880 --> 00:25:19,100
+ال clause integral او ال integral over L E ضد DL
+
+344
+00:25:19,100 --> 00:25:27,260
+او بساطة اذا عندي اقل يعني معروف الطول فإذا كان E
+
+345
+00:25:27,260 --> 00:25:31,200
+constant هيكون E في L هذا ال general الشكل تبعه V
+
+346
+00:25:31,200 --> 00:25:36,680
+بتساوي ال integral E ضد DLE constant وقال طول معين
+
+347
+00:25:36,680 --> 00:25:40,460
+من 0 لL حلص V بيساوي E في L فهذا electric field
+
+348
+00:25:40,460 --> 00:25:44,540
+لconductor اللي له form cross section S وقال طول L
+
+349
+00:25:44,540 --> 00:25:51,550
+هيكون بيساوي E بيساوي V على Lتمام؟ فاحنا عرفنا ال
+
+350
+00:25:51,550 --> 00:25:54,850
+current density إيش بتساوي I على S J ال current
+
+351
+00:25:54,850 --> 00:25:59,590
+density إيش بتساوي I على S و J إيش بتساوي Sigma في
+
+352
+00:25:59,590 --> 00:26:04,530
+E و E إيش بتساوي V على L إذا I على S إيش بتساوي
+
+353
+00:26:04,530 --> 00:26:09,710
+Sigma V على L طب أنا بدي أعرف ال resistance علناها
+
+354
+00:26:09,710 --> 00:26:14,110
+V على I بدي أخد هذا الشكل و هذا الشكل V على I إيش
+
+355
+00:26:14,110 --> 00:26:15,610
+هتساوي L
+
+356
+00:26:27,990 --> 00:26:31,470
+القانون اللي كلنا بنعرفه من وين جيبناه من ال point
+
+357
+00:26:31,470 --> 00:26:37,730
+form تبع Ohm's law معرفتنا علاقة ال current
+
+358
+00:26:37,730 --> 00:26:40,750
+density بال current انها I على S و ال electric
+
+359
+00:26:40,750 --> 00:26:45,220
+field علاقته potential هو V على Lبالتالي بقدر اقول
+
+360
+00:26:45,220 --> 00:26:53,280
+ان R بتساوي رو L على S رو اللي هي واحد على سجنبشكل
+
+361
+00:26:53,280 --> 00:26:56,740
+عام لو كان عندي non uniform conductor هذا لو حكينا
+
+362
+00:26:56,740 --> 00:26:59,900
+انه uniform أخدنا ببساطة انه لو uniform cross
+
+363
+00:26:59,900 --> 00:27:03,120
+section هذا اللي بتاعه المواعف الدوائر عشان هي كده
+
+364
+00:27:03,120 --> 00:27:07,240
+بنعرف ان R بيساوي rho L على S لو non uniform بدي
+
+365
+00:27:07,240 --> 00:27:11,040
+استخدم ال integrals هيكون R بيساوي V على I بيساوي
+
+366
+00:27:11,040 --> 00:27:15,740
+integral E ضد L على I اللي هي ال integral ل J ضد S
+
+367
+00:27:15,740 --> 00:27:22,760
+و J اللي هي mean sigma E ضد S اذا هاي المقامةالـ
+
+368
+00:27:22,760 --> 00:27:25,580
+power لو بدها حسب الـ power اللي جاية على هذا
+
+369
+00:27:25,580 --> 00:27:30,280
+المقامة بنعرفها هي عبارة عن التغير في إيش في ال
+
+370
+00:27:30,280 --> 00:27:35,680
+energy and joules أو ال force times velocity ال
+
+371
+00:27:35,680 --> 00:27:38,860
+power بتساوي ال force times velocity هيها ال force
+
+372
+00:27:38,860 --> 00:27:43,680
+اللي رو أو يعني Q في E هي ال force و V ال velocity
+
+373
+00:27:43,680 --> 00:27:48,400
+ال Q بقدر أعبر عنها بإيش رو V دي V إذا ال total
+
+374
+00:27:48,400 --> 00:27:51,140
+power أو ال .. ال .. ال ..
+
+375
+00:28:01,720 --> 00:28:05,200
+عادة الترتيب بسيط بس يعني خلّي الرو في مقابل ال U
+
+376
+00:28:05,200 --> 00:28:09,940
+اللي هي الولوستين هستيري التكامل ل E ضد رو في U في
+
+377
+00:28:09,940 --> 00:28:14,170
+DVRow V يومين هي الـ J، مش عرفنا ال current
+
+378
+00:28:14,170 --> 00:28:19,530
+density هو عبارة عن روه V في الفلسطين، إذا الفور
+
+379
+00:28:19,530 --> 00:28:23,910
+بقدر أقول عنها إيش بالثورة التكامل ل E dot J dV،
+
+380
+00:28:23,910 --> 00:28:27,710
+هذا ما نسميه Joule's
+
+381
+00:28:27,710 --> 00:28:34,360
+law الفور ال density هي عبارة عن dP by dVالبر
+
+382
+00:28:34,360 --> 00:28:38,460
+دينستي هي البر per unit volume يعني WB البر دينستي
+
+383
+00:28:38,460 --> 00:28:43,880
+DB بي DB هروح التكمل هتكون E لجيه لو عط عن جيه ب
+
+384
+00:28:43,880 --> 00:28:49,080
+Sigma E إيش هتكون Sigma E تربية إذا البر دينستي هي
+
+385
+00:28:49,080 --> 00:28:54,080
+عبارة عن conductivity في مربع ال electric field أو
+
+386
+00:28:54,080 --> 00:28:59,500
+مجموعة تبع ال electric field تربيةتمام؟ في أي سؤال
+
+387
+00:28:59,500 --> 00:29:02,380
+لحد دينا؟ و إيش ال unit بتاعة ال power density؟
+
+388
+00:29:02,380 --> 00:29:05,440
+هتكون ال power على ال volume اللي هي watt على
+
+389
+00:29:05,440 --> 00:29:06,500
+meter cube
+
+390
+00:29:13,670 --> 00:29:16,970
+لو احنا رجعنا لل conductor اللي له uniform cross
+
+391
+00:29:16,970 --> 00:29:21,370
+-section لازم ارجع للعلاقة اللي احنا بنعرفها بتاعة
+
+392
+00:29:21,370 --> 00:29:25,430
+المقاومة بتاعة الدوائر DV ما انه uniform cross
+
+393
+00:29:25,430 --> 00:29:29,670
+-section هيكون DS في DL ال volume عد الترتيب عندي
+
+394
+00:29:29,670 --> 00:29:34,310
+جون سلوكيش بقولت P بتساوة تكمل E dot J DVأقسم
+
+395
+00:29:34,310 --> 00:29:38,490
+الـdV لـDL وDS هاخد التكامل على الـ line integral
+
+396
+00:29:38,490 --> 00:29:42,170
+E ضد DS أو E ضد DL و ال volume و ال surface
+
+397
+00:29:42,170 --> 00:29:47,150
+integral هي G ضد DS E ضد DL اللي هي ال potential و
+
+398
+00:29:47,150 --> 00:29:53,010
+G ضد DS اللي هي current فإيش هيكون V في I؟ إذا ال
+
+399
+00:29:53,010 --> 00:29:57,770
+VAR أو جوزلو اللي احنا أخدناه في الدوائر V في I لو
+
+400
+00:29:57,770 --> 00:30:01,830
+عوضنا عن V بتسوء I في R هتكون ال VAR اللي بنعرفها
+
+401
+00:30:01,830 --> 00:30:07,730
+I تربية في Rهذا اللي نطلع نكون دكتور، واضح؟ احنا
+
+402
+00:30:07,730 --> 00:30:12,250
+متذكرين قولنا التوائر هي حالة خاصة من الكهروماناط
+
+403
+00:30:12,250 --> 00:30:18,290
+الصينية، نرجعلها لما بيكون عندي lumped، linear
+
+404
+00:30:18,750 --> 00:30:23,990
+circuits صح الذاكرين لامبيراميتر linear circuits
+
+405
+00:30:23,990 --> 00:30:27,430
+وكل ال conductors اللي موجودين عندنا لهم uniform
+
+406
+00:30:27,430 --> 00:30:32,410
+فاحنا بنقدر نستخدم الدوائر otherwise لازم نستخدم
+
+407
+00:30:32,410 --> 00:30:34,550
+ال electromagnetic يعني لو فش عندى uniform
+
+408
+00:30:34,550 --> 00:30:38,730
+conductor لازم أرجع لهذه المعادلات، لهذه المعادلات
+
+409
+00:30:38,730 --> 00:30:42,990
+بشكل عاملكن يوفور بقدر اقول على طول ان البر بساوية
+
+410
+00:30:42,990 --> 00:30:47,150
+ال BFR اللى اتعلمناها فى الدوائر و اللى اصلا جاية
+
+411
+00:30:47,150 --> 00:30:53,870
+من قوانين الكهرومناطسية واضر؟
+
+412
+00:30:53,870 --> 00:30:59,190
+طب ناخد مثال مثال بقول لو كانت عارفة انا ال
+
+413
+00:30:59,190 --> 00:31:04,490
+current density J انها 1 على R3 ف2 cos θ تجاه
+
+414
+00:31:04,490 --> 00:31:09,300
+الارهاتوعندي theta هات component مقدرها 1 على R
+
+415
+00:31:09,300 --> 00:31:13,480
+cubed sin theta ال unit بتاعة current density بما
+
+416
+00:31:13,480 --> 00:31:16,340
+أن current per unit area هو أمبارع على متر تربية
+
+417
+00:31:17,980 --> 00:31:21,060
+بدنا نحسب ال current passing through أول حاجة
+
+418
+00:31:21,060 --> 00:31:25,360
+homosphere shell of radius 20 cm، homosphere shell
+
+419
+00:31:25,360 --> 00:31:30,480
+يعني نص بطيخة و shell مش مليانة، يعني مش حاجة
+
+420
+00:31:30,480 --> 00:31:34,620
+مليانة اللي هي R بتروح من zero لأ، لأ عند R ثابتة،
+
+421
+00:31:34,620 --> 00:31:38,500
+shell لأنها، ال current بيمر في ال shell بس، يعني
+
+422
+00:31:38,500 --> 00:31:41,380
+قيمة ال radius ثابتة على عشرين centimeter أو point
+
+423
+00:31:41,380 --> 00:31:44,890
+نين مترعشان اجيب الطيارة ماحنا عارفين ال I ايش
+
+424
+00:31:44,890 --> 00:31:48,610
+بتساوي ال integral ل J dot DS و DS بالنسبة
+
+425
+00:31:48,610 --> 00:31:52,450
+للهمسفير بشكل عام للاسفير هو عبارة عن مين R تربيه
+
+426
+00:31:52,450 --> 00:31:57,630
+sin θ D θ D Phi R تربيه الربالكو سبت و انتجاه ال
+
+427
+00:31:57,630 --> 00:32:01,570
+sin ده ال S دايما عمودي عمودي على ال surface اذا
+
+428
+00:32:01,570 --> 00:32:04,530
+انا عندي هاي همسفير ايش العمودي عليها بيكون اللي
+
+429
+00:32:04,530 --> 00:32:10,910
+في اتجاه ال R hat تخيلواطبا و حاجة عموديه على ال
+
+430
+00:32:10,910 --> 00:32:14,110
+surface اللى هو عموديه على ال مماس مين هو ال
+
+431
+00:32:14,110 --> 00:32:18,810
+radius فهيكون تامة في اتجاه ال R hat ف then DS
+
+432
+00:32:18,810 --> 00:32:25,150
+عبارة عن ترفيه sin θ Dθ Dφ R hat نعود طبعا ان هى
+
+433
+00:32:25,150 --> 00:32:29,410
+hemisphere θ و اين بتوقف من ال zero فهي hemisphere
+
+434
+00:32:29,410 --> 00:32:34,680
+يعني هيكى بسهدا هي هتوقف ستة من zero ل by على
+
+435
+00:32:34,680 --> 00:32:38,820
+اتنين مش هتكمل ل by لو هتكمل ل by ايش بيصير يعني
+
+436
+00:32:38,820 --> 00:32:43,080
+دي طبقة كاملة و five ده بتعمللي كل الدوارة يعني
+
+437
+00:32:43,080 --> 00:32:46,860
+هتروح five من zero ل two by شايفين كل كه يعني عند
+
+438
+00:32:46,860 --> 00:32:50,980
+أنا هاي ال hemisphere نص بطيخة ستة بتروح من zero ل
+
+439
+00:32:50,980 --> 00:32:56,130
+by على اتنين و five من zero ل two byR سابق يقدر
+
+440
+00:32:56,130 --> 00:33:01,010
+عشرين سنتمتر اذا انا هكامل ستة من زيرو ل باى ع
+
+441
+00:33:01,010 --> 00:33:06,590
+اتنين فاى من زيرو ل توباى واحدة ع ال R كيوب تون
+
+442
+00:33:06,590 --> 00:33:11,290
+اللى هى هدىطبعا الانهاجة dot ds من هيظل بال R hat
+
+443
+00:33:11,290 --> 00:33:15,270
+هذا هيروح لل سفر theta hat dot R hat zero بس ال
+
+444
+00:33:15,270 --> 00:33:18,330
+term الأول انه هيظل واحد على عرف U باتنين cosine
+
+445
+00:33:18,330 --> 00:33:22,790
+theta في ds اللي هي R تربيع sin theta d pi d theta
+
+446
+00:33:22,790 --> 00:33:26,870
+بعوض عن R طبعا R تربيع بتروح مع تنتين من هدول تصير
+
+447
+00:33:26,870 --> 00:33:32,370
+واحد على R بعوض عنها ب point تنينبطلع اتنين على R
+
+448
+00:33:32,370 --> 00:33:37,950
+الفاي تكملها two pi انا من zero ل two pi sin θ dθ
+
+449
+00:33:37,950 --> 00:33:44,330
+فيعنى cos θ sin θ dθ لعبارة عن sin θ dθ لان ال cos
+
+450
+00:33:44,330 --> 00:33:53,070
+له d cos θ هو d sin θ هو cos θ dθفبتصير sin تربية
+
+451
+00:33:53,070 --> 00:33:58,890
+على اتنين مواضحش هذا يعني دي cos θ sin θ dθ دي sin
+
+452
+00:33:58,890 --> 00:34:05,070
+θ هي ال cos θ dθ فإذا عندي sin تربية على اتنين من
+
+453
+00:34:05,070 --> 00:34:08,270
+Zero أضعها اتنين بيطلع معايا انها تشتبع التيار
+
+454
+00:34:08,270 --> 00:34:12,930
+بالأكبر هذا بالنسبة للهمسفير نجي ل ال spherical
+
+455
+00:34:12,930 --> 00:34:16,450
+shell الو ردياس عشرة برضه shell يعني بس الطبقة
+
+456
+00:34:16,450 --> 00:34:23,600
+الرئية مش مليانةبس ستة بتسير من zero ل باي five
+
+457
+00:34:23,600 --> 00:34:27,080
+بتظلها من zero ل two by و R هنا ثابت على عشرة
+
+458
+00:34:27,080 --> 00:34:32,180
+centimeter يعني بدي أكامل نفسي و طبعا R hat dot R
+
+459
+00:34:32,180 --> 00:34:36,560
+hat هي اللي هتبقى و الجزء هذا هيكون بساوة سفر لو
+
+460
+00:34:36,560 --> 00:34:41,460
+أنا عملتها كيه بتطلع معايا الجواب بساوة zeroالجواب
+
+461
+00:34:41,460 --> 00:34:45,120
+هيطلع معايا بيثاو Zero ابتيار قيمته بيثاو Zero
+
+462
+00:34:45,120 --> 00:34:49,400
+السبب لو انا طلعت على القصة هذه انا بعمل Close
+
+463
+00:34:49,400 --> 00:34:53,280
+Integral على السفر السفر كله مشهور صح؟ اذا صار
+
+464
+00:34:53,280 --> 00:34:57,920
+هدمله Close Integral لجرد ال DS صار عندي الفرنسي
+
+465
+00:34:57,920 --> 00:35:02,880
+سوى Close Integral لجرد ال DS وهذه احنا أخدنا
+
+466
+00:35:02,880 --> 00:35:06,500
+عبارة عن مين فقدر استخدم ال divergence السوري
+
+467
+00:35:06,500 --> 00:35:10,520
+ساكنين سوى التكامل ل diverge
+
+468
+00:35:14,040 --> 00:35:17,420
+لو شوفنا ال divergence ده شي حلاقيها في السوقية
+
+469
+00:35:27,870 --> 00:35:31,290
+فأنا كفالكم طبعا اعملوها في البيت جيبوا ال
+
+470
+00:35:31,290 --> 00:35:34,230
+divergence لو حسفنا ال divergence هلاقيه بال zero
+
+471
+00:35:34,230 --> 00:35:36,910
+طبعا احنا لو عملنا اول حاجة التكمل عادى هلاقيه بال
+
+472
+00:35:36,910 --> 00:35:40,770
+zero او ممكن على طول اقول انه هذا class integral
+
+473
+00:35:40,770 --> 00:35:44,270
+line integral class surface integral بستخدم ال
+
+474
+00:35:44,270 --> 00:35:47,050
+divergence theorem بربطه ب divergence J اللى
+
+475
+00:35:47,050 --> 00:35:51,450
+هيعطينى zero المثال
+
+476
+00:35:51,450 --> 00:35:52,050
+اللى بعده
+
+477
+00:35:57,700 --> 00:36:01,940
+هذا convective charge transport طبعا هذا اللي
+
+478
+00:36:01,940 --> 00:36:05,300
+ماعرفش إذا بتعرفوا Van de Graaf generator سمعتوا
+
+479
+00:36:05,300 --> 00:36:12,560
+عنه Van de Graaf في physics هو بمرق الشحنات و كلها
+
+480
+00:36:12,560 --> 00:36:21,620
+بتتجمع على السطح فإن احنا هي الشكل تبعه ل Van de
+
+481
+00:36:21,620 --> 00:36:26,860
+Graaf و عندي الشحنات بتنطلقبحد اللى هى ال charge
+
+482
+00:36:26,860 --> 00:36:32,640
+removal أو اللى ال dome بتاعك ال conducting dome
+
+483
+00:36:32,640 --> 00:36:36,640
+ال charges
+
+484
+00:36:36,640 --> 00:36:39,920
+اش بيصيرلها transported بيصيرلها عملية نقل عبر
+
+485
+00:36:39,920 --> 00:36:43,340
+moving belt هذا ال belt شايفينه ال belt اللى بالمص
+
+486
+00:36:43,340 --> 00:36:50,540
+هذا اللى بالوف هذا ونقول عماله chargesمن القاعدة
+
+487
+00:36:50,540 --> 00:36:55,160
+الدوم لدوم هذه الدوارة نسميها الدوم القبة القبة
+
+488
+00:36:55,160 --> 00:37:00,700
+بتاعة الجهاز اذا كانت ال charge density هي اللي
+
+489
+00:37:00,700 --> 00:37:04,540
+انا بنقلها مقدار ال charges الها charge density
+
+490
+00:37:04,540 --> 00:37:10,400
+عشرة قوة سبعة كيلو بر متر تراجع بتمنقلها الفولوستي
+
+491
+00:37:10,400 --> 00:37:15,920
+مقدارها اتنين متر لكل secondcalculate the charge
+
+492
+00:37:15,920 --> 00:37:19,880
+collected in five seconds اذا اعتبرنا ان ال width
+
+493
+00:37:19,880 --> 00:37:23,460
+تبع ال built عشرة centimeter ال width تبع ال built
+
+494
+00:37:23,460 --> 00:37:26,080
+يعني هذا ال built هو مرسوم كحط بس هو في الواقع
+
+495
+00:37:26,080 --> 00:37:31,420
+built فلقد حزام و لف و بلقوا ال charges يعني لو
+
+496
+00:37:31,420 --> 00:37:37,300
+انا طلعت على جزء منه و هيك الحزام هذا
+
+497
+00:37:37,300 --> 00:37:41,820
+اللي احنا شايفينه الطول تبعه و ال width تبعه كده
+
+498
+00:37:41,820 --> 00:37:48,200
+مافينه قيمة ال widthعشرة سنتين و
+
+499
+00:37:48,200 --> 00:37:53,680
+ال velocity اللى بنقل فيها عماله ال charges اتنين
+
+500
+00:37:53,680 --> 00:38:01,160
+متر هي second و هطالب منى ان احسب ال surface ال
+
+501
+00:38:01,160 --> 00:38:07,560
+total charge اتشارج ال total charge اللى في زمن
+
+502
+00:38:07,560 --> 00:38:13,500
+مقداره حمسة second ال charge اللى بيحسبهاإذا عرفنا
+
+503
+00:38:13,500 --> 00:38:17,740
+إن رو بي أو رؤس في هذه الحالة surface charge
+
+504
+00:38:17,740 --> 00:38:26,460
+density surface عشرة هو سبعة column per meter كيوه
+
+505
+00:38:26,460 --> 00:38:31,480
+إحنا إيش اللي قولنا بتساوي رؤس كمية في ال area و
+
+506
+00:38:31,480 --> 00:38:36,100
+لا لأ لأن هنا بال area لو بال volume هتكون في
+
+507
+00:38:36,100 --> 00:38:40,960
+volume ال area إيش بتساوي الطول في العرض هتكون رؤس
+
+508
+00:38:41,840 --> 00:38:47,000
+العرض، خلّيني أسميه W، في الطول، إيش الطول بيساوي؟
+
+509
+00:38:47,000 --> 00:38:53,560
+الطول بيساوي فرصة في الزمن، هيكون UFT هو بدّوياها
+
+510
+00:38:53,560 --> 00:38:57,720
+بعد خمس ثواني، فهيكون رؤس اللي هي عشرة قوة سبعة
+
+511
+00:38:57,720 --> 00:39:01,860
+كولومبر متر تربية في ال width اللي هو معطيناياه
+
+512
+00:39:01,860 --> 00:39:07,260
+أداش عشرة صنطة اللي هو point واحد متر في الفرصة
+
+513
+00:39:07,260 --> 00:39:11,670
+اللي هي اتنين متر per second فقدرش الزمن حمصةهذا
+
+514
+00:39:11,670 --> 00:39:18,030
+هتعطينا قيمة ال total charge اللى تم جمعها فى خمس
+
+515
+00:39:18,030 --> 00:39:26,850
+ثوان واضح كمان
+
+516
+00:39:26,850 --> 00:39:31,770
+مثال انا عندى led bar يعني من الرصاص قطعة من
+
+517
+00:39:31,770 --> 00:39:34,230
+الرصاص برضه هده طويل يعنى بس هدا ال cross section
+
+518
+00:39:34,230 --> 00:39:40,770
+تبعه و ممتد cross section تبعه مربع و طويل يعني زى
+
+519
+00:39:40,770 --> 00:39:41,350
+القلم هده
+
+520
+00:39:44,570 --> 00:39:52,190
+هذا ال bar أو هذا القضيب عملوا فيه خرق hall طول
+
+521
+00:39:52,190 --> 00:39:55,670
+الطول يعني مش بس من هنا على طوله زي هذا تخيلوا على
+
+522
+00:39:55,670 --> 00:40:01,170
+طول القضيب اللي هو الهادي its length القضيب طوله
+
+523
+00:40:01,170 --> 00:40:05,290
+أربع متر وال cross section تبعه زي ما هذا الشكل
+
+524
+00:40:05,290 --> 00:40:09,250
+شفناه ع طوله اللي هو أربع متر عملنا الخرق مش بس
+
+525
+00:40:09,250 --> 00:40:13,270
+مثلا نصه طوله كله أربع والخرق من أول لآخر عملناه
+
+526
+00:40:18,290 --> 00:40:22,510
+الـ sigma بتاعته اللي هي ال conductive بتاعته خمسة
+
+527
+00:40:22,510 --> 00:40:27,490
+في عشر قوة ستة Siemens per meter طوله أربع عملنا
+
+528
+00:40:27,490 --> 00:40:30,930
+فيه الخروج اللي انتوا شايفينه طوله و عرضه تلاتة في
+
+529
+00:40:30,930 --> 00:40:34,410
+تلاتة اللي هو ال cross section تبعه المربع تبعه
+
+530
+00:40:34,410 --> 00:40:39,690
+الأطول تاعته تلاتة يعني مربعة و هي ال radius او ال
+
+531
+00:40:39,690 --> 00:40:43,330
+diameter تبع الدائرة اللي عملناها في نصه واحد
+
+532
+00:40:43,330 --> 00:40:47,160
+centimeter ال radius تبعها قداش نص centimeterبدوا
+
+533
+00:40:47,160 --> 00:40:51,520
+resistance between equal square ends، يعني بدوا
+
+534
+00:40:51,520 --> 00:40:54,340
+resistance بين هدول الطرفين، إذا اتخيلنا إنه هذا
+
+535
+00:40:54,340 --> 00:40:58,540
+القضيب و هذا القاضيب، بدوا مقاوم بين هدول الطرفين،
+
+536
+00:40:58,540 --> 00:41:03,160
+إيش عرفنا المقاومة؟ أحنا شقناها مع بعض، L على
+
+537
+00:41:03,160 --> 00:41:09,300
+sigma في S، L يعطينا طوله، من هنا لهنا قلي 4 متر
+
+538
+00:41:11,400 --> 00:41:16,580
+طوله للقضيب أربعة متر، sigma ناطينية خمسة في عشر
+
+539
+00:41:16,580 --> 00:41:20,380
+أقوى ستة، إيش ضال عليها ال area؟ ال area .. ال
+
+540
+00:41:20,380 --> 00:41:23,260
+cross section area مش مربع، لو ماعملش الخرق
+
+541
+00:41:23,260 --> 00:41:26,940
+فنقولنا تلاتة في تلاتة، لكن هي عمل فيها الخرق،
+
+542
+00:41:26,940 --> 00:41:29,960
+فإيش هجيب؟ ال area بتاعة المربع ناقص ال area بتاعة
+
+543
+00:41:29,960 --> 00:41:34,210
+الدائرة، بالتلات، يعني رياضيات فاديالي دي تربيع
+
+544
+00:41:34,210 --> 00:41:39,210
+minus pi r تربيع دي تربيع ليه تلاتة تربيع minus pi
+
+545
+00:41:39,210 --> 00:41:42,410
+في نص الكل تربيع حد ال unit انها جا centimeter
+
+546
+00:41:42,410 --> 00:41:45,970
+تربيع فإذا أنا بدى أحسب كله بالأم بدى أنتبه ان
+
+547
+00:41:45,970 --> 00:41:49,470
+احول كل حاجة بالمتر يا كل حاجة لإن عند ال sigma ما
+
+548
+00:41:49,470 --> 00:41:56,010
+لها c means ع متر فبرجع بحول بحول هاي ل متربطلع
+
+549
+00:41:56,010 --> 00:41:59,850
+معايا ان المقاومة بتاعة هذا القضيب ما بين طرفين
+
+550
+00:41:59,850 --> 00:42:05,010
+هذا القضيب المقاومة بين هدول النقطتين هي 974 micro
+
+551
+00:42:05,010 --> 00:42:05,750
+ohm
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/CIPP0dKojOk_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/CIPP0dKojOk_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..9cf44d6c19475e8fc166350b98acdd40f396e1e5
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/CIPP0dKojOk_postprocess.srt
@@ -0,0 +1,2200 @@
+1
+00:00:20,810 --> 00:00:22,090
+بسم الله الرحمن الرحيم
+
+2
+00:00:25,830 --> 00:00:29,670
+أحنا الفترة الماضية كانت بالنسبالنا مراجعة للخلفية
+
+3
+00:00:29,670 --> 00:00:32,590
+الرياضية لهذه المادة كان أخدنا على ال vectors
+
+4
+00:00:32,590 --> 00:00:35,230
+أخدنا على ال divergence أخدنا على ال curl أخدنا
+
+5
+00:00:35,230 --> 00:00:38,730
+على ال course of products و ال dot of products على
+
+6
+00:00:38,730 --> 00:00:41,750
+ال partial lengths و ال partial area و ال partial
+
+7
+00:00:41,750 --> 00:00:44,650
+volume و اتعلمنا divergence theorem و stock
+
+8
+00:00:44,650 --> 00:00:47,710
+theorems كل هدولة هي الخلفية اللي احنا محتاجينها
+
+9
+00:00:47,710 --> 00:00:51,430
+لمادة الكهرمانصية احنا هنبدأ بيها فعليا
+
+10
+00:00:51,430 --> 00:00:55,910
+بالكهرمانصيةهنبدأ بال electrostatic fields من اسم
+
+11
+00:00:55,910 --> 00:00:58,570
+ال electrostatics يعني لأ تمت عالة زمان معناه
+
+12
+00:00:58,570 --> 00:01:02,010
+electrostatic يعني تفاوض مسبل زمن بساوة zero
+
+13
+00:01:02,010 --> 00:01:04,890
+static لأ تتحرك
+
+14
+00:01:10,010 --> 00:01:13,990
+إذا إحنا اليوم هناخد بعض الأساسيات لـ
+
+15
+00:01:13,990 --> 00:01:18,150
+Electromagnetic و اللي بتاعتمد أول ما هنبدأ إلا
+
+16
+00:01:18,150 --> 00:01:22,570
+بما لها static قولنا static معناها لا تعتمد على ال
+
+17
+00:01:22,570 --> 00:01:25,310
+time أو time invariant نقول عنها، إذا نحن نبدأ
+
+18
+00:01:25,310 --> 00:01:28,370
+بالجزئية اللي ما لها static و اللي لا تعتمد على ال
+
+19
+00:01:28,370 --> 00:01:31,930
+timeوكمان هنعتمد على ال electric fields في ال tree
+
+20
+00:01:31,930 --> 00:01:35,310
+space أو في ال vacuum يعني هندرس في الأول كيف
+
+21
+00:01:35,310 --> 00:01:38,230
+تتصرف ال fields في ال vacuum أو في ال tree space و
+
+22
+00:01:38,230 --> 00:01:43,150
+بعدين هندرسها في ال material كمان هتعلم انه ال
+
+23
+00:01:43,150 --> 00:01:45,810
+electric field بنتج من ال static charge
+
+24
+00:01:45,810 --> 00:01:47,950
+distributions برضه ال charge مالها static
+
+25
+00:01:47,950 --> 00:01:54,650
+distribution ماتتحركشمثال على ال electrostatic
+
+26
+00:01:54,650 --> 00:01:58,710
+field اللى ناتج عن static charge هو ال field اللى
+
+27
+00:01:58,710 --> 00:02:01,490
+فى الكاثدرية tubes كما زمان التلفزيونات بعتمدوا
+
+28
+00:02:01,490 --> 00:02:04,870
+على الكاثدرية tube دايما الاسلسكوبات القديمة برضه
+
+29
+00:02:04,870 --> 00:02:07,490
+بعتمدوا على الكاثدرية tube ده كله الصارياتنا ال
+
+30
+00:02:07,490 --> 00:02:15,080
+LCD وعلى ال polymers على اللدات و ال polymersأهمية
+
+31
+00:02:15,080 --> 00:02:16,800
+ال electrostatic، أهمية إيش إحنا بندرس ال
+
+32
+00:02:16,800 --> 00:02:21,000
+electrostatic؟ ال fields أو مجالات كتيرة بتعتمد
+
+33
+00:02:21,000 --> 00:02:25,740
+على الكهره الستاتيكية هنعمل نحكي لسه منها و هدي
+
+34
+00:02:25,740 --> 00:02:28,120
+جزء من ال applications بتاعتها عشان نشوف ده شي
+
+35
+00:02:28,120 --> 00:02:31,600
+مهمة، ده إيش إحنا لازم نتعلمها ك engineers، اللي
+
+36
+00:02:31,600 --> 00:02:34,860
+هي applications متعددة، من أهمها إنها بتستخدم في
+
+37
+00:02:34,860 --> 00:02:38,800
+نقل الطاقة electric power transmissionبتستخدم في
+
+38
+00:02:38,800 --> 00:02:41,780
+ال X-ray machine، في ال lightning protection،
+
+39
+00:02:41,780 --> 00:02:45,840
+بتعرفوا إيش؟ اللي هي السواق البرق، بتستخدم عشان
+
+40
+00:02:45,840 --> 00:02:48,100
+تحميل السواق البرق، يعني فهمت أو فهمت ال
+
+41
+00:02:48,100 --> 00:02:51,440
+electrostatic، بتاعتنا نفهم هاي الأمور، bipolar
+
+42
+00:02:51,440 --> 00:02:54,540
+and field effect transistor، فحطوك في ال
+
+43
+00:02:54,540 --> 00:02:58,560
+electronicsalmost all computer briefly are devices
+
+44
+00:02:58,560 --> 00:03:03,360
+except magnetic memory. معظم القطع الموجودة في
+
+45
+00:03:03,360 --> 00:03:05,940
+الكمبيوتر ما عدا ال magnetic memory بتبقى تتبع
+
+46
+00:03:05,940 --> 00:03:11,210
+الاستاتيك الاكتروستاتيكtouch pads، ال pads اللي
+
+47
+00:03:11,210 --> 00:03:14,090
+أنت بتدعسوا عليها بس اللي هي زي ال ipad و الأخر هي
+
+48
+00:03:14,090 --> 00:03:18,950
+touch، بت touch capacitance keyboard، يعني معظم ال
+
+49
+00:03:18,950 --> 00:03:22,550
+elevators دولة بال capacitance، أنت بتدعس بأصبعي،
+
+50
+00:03:22,550 --> 00:03:25,950
+بشتغل ال .. مافيش اشي بتضغط و لا بتطلع، معظمهم، في
+
+51
+00:03:25,950 --> 00:03:29,690
+منهم لازم تضغط، بس الأغلبية هي بال touch، بتدعس
+
+52
+00:03:29,690 --> 00:03:34,650
+عليه بشغل .. اه دي capacitance keyboardCathode ray
+
+53
+00:03:34,650 --> 00:03:38,690
+tube، ليكود كريستال ديسبلاي، تعرفهم ديسبلاي زي
+
+54
+00:03:38,690 --> 00:03:41,990
+ديسبلاي تبع ال .. الكمبيوتر بس كانوا زمان من مادة
+
+55
+00:03:41,990 --> 00:03:45,470
+اسمها ليكود كريستال، لازال في بعض منهم ليكود
+
+56
+00:03:45,470 --> 00:03:48,290
+كريستال، لازال يعني ال hot topics ليكود كريستال
+
+57
+00:03:48,290 --> 00:03:50,470
+وبعضهم لدات وبعضهم بوليمارس
+
+58
+00:03:53,570 --> 00:03:57,790
+Electrostatic Printer طابعات كل الطابعات المطبعة
+
+59
+00:03:57,790 --> 00:04:00,810
+عليهم مش ال .. يعني حتى ال laser بيرمضوا شويه على
+
+60
+00:04:00,810 --> 00:04:04,430
+الكهربا الاستاتيكية بس أغلبية اللي انجت كلها
+
+61
+00:04:04,430 --> 00:04:09,190
+Electrostatic الفكرة تعالية في ال medical في حاجة
+
+62
+00:04:09,190 --> 00:04:12,330
+اللي هي اسمها electrocardiogram هدول اللي بيبحثوا
+
+63
+00:04:12,330 --> 00:04:15,330
+فيها القلب cardio اللي هو gram أجزة فياس القلب
+
+64
+00:04:16,210 --> 00:04:20,670
+Electro .. electroencephalograms
+
+65
+00:04:20,670 --> 00:04:26,030
+برضه لها علاقة بيفحّر فحوصات طبية فى الصناعة بين
+
+66
+00:04:26,030 --> 00:04:30,050
+spraying اللى هو الرش تبع السيارات و الأخرى
+
+67
+00:04:30,050 --> 00:04:33,210
+الادهانات بتاعت من برضه على الجهربية الأستاتيكية
+
+68
+00:04:33,210 --> 00:04:38,110
+Electrodopsin يعني بكون عندى أنا material و بتعمل
+
+69
+00:04:38,110 --> 00:04:41,030
+عليها طبقة برضه بتاعت من على ال electroesthetics
+
+70
+00:04:42,270 --> 00:04:45,410
+Electrochemical machining في كتير من ال machines
+
+71
+00:04:45,410 --> 00:04:49,430
+بتتمد على الكروستيك Separation of particles و احنا
+
+72
+00:04:49,430 --> 00:04:52,290
+في الكيميا و بنفسها بين particles برضه بتتمد على
+
+73
+00:04:52,290 --> 00:04:57,690
+الكروستيك الزراع sorting seeds كيف نصله انه على
+
+74
+00:04:57,690 --> 00:05:00,870
+منيح من اللي ممكن نصله fertilization احنا برضه
+
+75
+00:05:00,870 --> 00:05:06,250
+بتدلوا على الكهرستيكيةdiet spray to plants اللي هي
+
+76
+00:05:06,250 --> 00:05:09,950
+رشط ضد الموبادات الحشرية measure the moistures
+
+77
+00:05:09,950 --> 00:05:13,530
+content of its crops قياس أديش الرطوبة في
+
+78
+00:05:13,530 --> 00:05:17,830
+المحصولات spin cotton اللي هو نوع من أنواع القطن
+
+79
+00:05:17,830 --> 00:05:21,890
+speed كيف بتعملهم spinning يعني اللي هي المغزلية،
+
+80
+00:05:21,890 --> 00:05:25,550
+الغزل بتاع و زمان بيعملوا الغزل وحتى الجهاز الكبير
+
+81
+00:05:25,550 --> 00:05:29,750
+بيبقى من ضلع الكتسوركية speed baking of bread and
+
+82
+00:05:29,750 --> 00:05:34,470
+smoking meatعشان كفت سرعة الطهي لل bread و الحصول
+
+83
+00:05:34,470 --> 00:05:39,590
+على اللحمة المدخنة هذه بعض من ال applications بتاع
+
+84
+00:05:39,590 --> 00:05:41,890
+ال electrostatic key لو فتحتوا على ال net و قولتوا
+
+85
+00:05:41,890 --> 00:05:43,930
+إيش هي ال application بتاع ال electrostatic keys
+
+86
+00:05:43,930 --> 00:05:47,370
+هتلاقوا لعديده بالتفصيل لكل جزء من الأجزاء اللي
+
+87
+00:05:47,370 --> 00:05:51,770
+حكينا عنها و إذا يعني أعطانا الرابط سرعة بعض الوقت
+
+88
+00:05:51,770 --> 00:05:54,670
+ان شاء الله هحطكم جزء منها من هال applications و
+
+89
+00:05:54,670 --> 00:05:58,050
+الصور اللي لها على ال facebook بيصير أوضح لكم انه
+
+90
+00:05:58,050 --> 00:06:03,280
+إيش هي ال applicationsاحنا هنبدأ two laws أهم two
+
+91
+00:06:03,280 --> 00:06:06,000
+laws اللي بتحكموه في ال electrostatics اللي هو
+
+92
+00:06:06,000 --> 00:06:10,580
+column و gauss column و gauss اتنين experimentally
+
+93
+00:06:10,580 --> 00:06:13,760
+approved يعني العلماء اتنين هدول أسوأ column او
+
+94
+00:06:13,760 --> 00:06:19,280
+gauss اشتغلوا بال .. بالمخبر و أثبتوا قوانينهم أو
+
+95
+00:06:19,280 --> 00:06:21,840
+يعني كان عندهم فضول يفهموا العلاقة بتاعة ال
+
+96
+00:06:21,840 --> 00:06:25,360
+electrostatic forces و في المختبر درسوها و وصلوا
+
+97
+00:06:25,360 --> 00:06:26,700
+للعلاقات اللي وصلوها
+
+98
+00:06:29,860 --> 00:06:33,940
+رغم إنه يعنيالـ column blow بيقدر يجيبلنا الـ
+
+99
+00:06:33,940 --> 00:06:35,960
+electric heat لأي نوع من أنواع ال charge
+
+100
+00:06:35,960 --> 00:06:38,720
+distribution لكن في بعض ال problem اللي بيكون فيها
+
+101
+00:06:38,720 --> 00:06:42,240
+symmetry أسهل نستخدم gauss يعني أهداكي ممكن
+
+102
+00:06:42,240 --> 00:06:45,420
+أستخدمه لأي نوع من ال distribution بدون أي قيود أو
+
+103
+00:06:45,420 --> 00:06:48,420
+شرمط اللي هو column blow لكن لو فيه ندي نوع من
+
+104
+00:06:48,420 --> 00:06:51,300
+أنواع السيمتري أسهل نستخدم gauss وحنشوف كيف الفرق
+
+105
+00:06:51,300 --> 00:06:55,180
+بينهم column شويه أصعب تطبيقه من gauss لكن في
+
+106
+00:06:55,180 --> 00:06:58,540
+حالات السيمتري بنلاقي أن استخدام gauss سهل كتير
+
+107
+00:06:58,540 --> 00:07:02,030
+يعني أنه بستبدل gauss to columnلكن un symmetric
+
+108
+00:07:02,030 --> 00:07:06,770
+problem بقدرش استخدام gauss هنستخدم
+
+109
+00:07:06,770 --> 00:07:09,690
+column law عشان نوصل لل electric field intensity
+
+110
+00:07:09,690 --> 00:07:14,210
+فهنشوف بعض اللي هي ال problems اللي ممكن نحلها ال
+
+111
+00:07:14,210 --> 00:07:17,670
+columns law وكيف ممكن احنا برضه نحلها باستخدام
+
+112
+00:07:17,670 --> 00:07:22,240
+gauss lawاحنا خلال هاد الشفطر هاد التأكيد اللي
+
+113
+00:07:22,240 --> 00:07:25,060
+حكيتها و بعيدها كام مرة انه هنعتبر ان ال electric
+
+114
+00:07:25,060 --> 00:07:28,380
+fields بقى لو في ال vacuum او في ال free space
+
+115
+00:07:28,380 --> 00:07:32,800
+يعني لما نحكي vacuum معناه نحكي في free space في
+
+116
+00:07:32,800 --> 00:07:35,240
+ال material زي ما حكينا هيكون في الشفطر اللي بعد
+
+117
+00:07:35,240 --> 00:07:40,540
+نحكي على columb's law و ال field intensity columb
+
+118
+00:07:40,540 --> 00:07:45,080
+هو عبارة عن عالم عمل تجربة و هاد التجربة وصلته
+
+119
+00:07:45,080 --> 00:07:49,080
+لقانونه في العام الف سبعمائه خمسة و تمانينهذا
+
+120
+00:07:49,080 --> 00:07:52,900
+العالم هو عالم فرنسي اسمه بالكلمة charge augustine
+
+121
+00:07:52,900 --> 00:08:00,120
+de colombe إيش كان قانونه بيقول إن هو القوة بين
+
+122
+00:08:00,120 --> 00:08:05,800
+two charge distribution بتكون على الخط اللي بوصل
+
+123
+00:08:05,800 --> 00:08:10,760
+بين هدولة تنتهيهو بدرس دائما ال pointed charges
+
+124
+00:08:10,760 --> 00:08:14,000
+يعني .. يعني بحطوا pointed charges و إيش مقصود
+
+125
+00:08:14,000 --> 00:08:17,640
+pointed charge؟ إن ال dimension بتاعتها ال charge
+
+126
+00:08:17,640 --> 00:08:22,600
+أصغر بكتير من الجسم المحيط فيها، يعني مثلا أنا بدأ
+
+127
+00:08:22,600 --> 00:08:27,020
+أدرس أثر طرفالقلم هذا هنا هي عنده charge على طرف
+
+128
+00:08:27,020 --> 00:08:31,320
+القلم و بدي أدرس أثر هذه ال charge على الدفتر
+
+129
+00:08:31,320 --> 00:08:35,000
+اشمله هذا الطرف القلم هيكون صغير كتير بالنسبة
+
+130
+00:08:35,000 --> 00:08:38,160
+للدفتر فبعتبره point of charge اذا معناه point of
+
+131
+00:08:38,160 --> 00:08:42,780
+charge ان ال dimension تبعها أصغر بكتير من الشهق
+
+132
+00:08:42,780 --> 00:08:48,050
+اللي بتأثر عليها أو في المحيط اللي حوالهامش معناه
+
+133
+00:08:48,050 --> 00:08:52,050
+point of charge؟ we mean a charge that is located
+
+134
+00:08:52,050 --> 00:08:54,890
+on a body whose dimensions are much smaller than
+
+135
+00:08:54,890 --> 00:08:57,370
+other relevant dimensions يعني أنا قارنتها ب
+
+136
+00:08:57,370 --> 00:09:00,270
+relevant يعني بالحاجة اللي بتأثر عليها، طرف القلم
+
+137
+00:09:00,270 --> 00:09:04,110
+أو الدبوس بعتبره point of charge
+
+138
+00:09:07,240 --> 00:09:09,840
+هذا المثال ال charges are generally measured in
+
+139
+00:09:09,840 --> 00:09:13,900
+columns يعني لما نحكي عن ال charge Q ال Q المحدد
+
+140
+00:09:13,900 --> 00:09:17,040
+القياسي ساعتها column نسبة لهذا العالم لدراس ال
+
+141
+00:09:17,040 --> 00:09:20,740
+electrostatic forces زي ما درسنا ان Ohm ان هو
+
+142
+00:09:20,740 --> 00:09:23,880
+الدراسي الاستيمتي سمينا ال resistance واحدتها ال
+
+143
+00:09:23,880 --> 00:09:27,060
+Ohm نفس الشيء بالcharge واحدتها ال column one
+
+144
+00:09:27,060 --> 00:09:32,730
+column ايش بيساوي 6 في 10 و 18 electronone column
+
+145
+00:09:32,730 --> 00:09:37,130
+سوى 6×10×18 electron لأن وحدة ال electron ال one
+
+146
+00:09:37,130 --> 00:09:43,810
+electron charge هو 1.6019×10×18-19 column فواحد
+
+147
+00:09:43,810 --> 00:09:48,610
+column بس بأسس واحد على هذا الرقم بطنيه 6×10 هو 18
+
+148
+00:09:48,610 --> 00:09:52,350
+كمية كبيرة يعني ال one column بيحتوي على لدد هائل
+
+149
+00:09:52,750 --> 00:09:55,850
+من الإلكترونات أنه واحدة قدش في عشرة قو نقص
+
+150
+00:09:55,850 --> 00:09:58,270
+تمانتاش و احنا بنحكي ال column بيحكي عشرة قو
+
+151
+00:09:58,270 --> 00:10:02,430
+تمانتاش عشرة قو نقص سنتاش عشرة قو تمانتاش أدت هائب
+
+152
+00:10:02,430 --> 00:10:08,810
+C من الإلكترونات طب إيش column قال ال column أنه
+
+153
+00:10:08,810 --> 00:10:13,330
+القوة بين two charges Q واحد و Q تانيان أول حاجة
+
+154
+00:10:13,330 --> 00:10:16,710
+بتكون على الخط الواصل بينهم على الخط الواصل بينهم
+
+155
+00:10:16,710 --> 00:10:19,650
+يعني هال two charges أكيد القوة هتكون على الخط
+
+156
+00:10:19,650 --> 00:10:23,690
+الواصل بين هدولأول حاجة، التانية حاجة انها بتتناسب
+
+157
+00:10:23,690 --> 00:10:28,210
+ترضية مع قيمة Q1 و Q2 كل ما زادت قيم ال charges
+
+158
+00:10:28,210 --> 00:10:33,830
+قيمة Q1 و Q2 كل ما زادت القوة الرابطة بين قوة اللي
+
+159
+00:10:33,830 --> 00:10:38,710
+هي ال electrostatic force كل ما قصرت المسافة و بقت
+
+160
+00:10:38,710 --> 00:10:41,270
+المسافة راح ألاحظ برضه كلمة إيش بتأثر ال force
+
+161
+00:10:41,270 --> 00:10:45,910
+بتقل المسافة، لو بتقل المسافة إيش بيصير؟ بتزيد ال
+
+162
+00:10:45,910 --> 00:10:52,000
+force، بتزيد المسافة، بتقل ال forcemathematically
+
+163
+00:10:52,000 --> 00:10:55,860
+بنعبر عن ال force طبعا ال force هتكون بالنيوتن إذا
+
+164
+00:10:55,860 --> 00:11:02,120
+كان q1 و q2 بالcolumn و R بالmeter F بالنيوتن هيك
+
+165
+00:11:02,120 --> 00:11:05,340
+بنقدر عن طول قيمة أو ال unit بتاعة K ال unit بتاعة
+
+166
+00:11:05,340 --> 00:11:08,980
+K مش unit less اللي هي unit الشي K هي K ال
+
+167
+00:11:08,980 --> 00:11:13,300
+constant of proportionality constant of
+
+168
+00:11:13,300 --> 00:11:18,100
+proportionality اللي هو أنا بقول أن F بتتناسب مع
+
+169
+00:11:18,100 --> 00:11:24,450
+q1 في q2F بتتناسب عكسيا مع واحد على أرض تربية او
+
+170
+00:11:24,450 --> 00:11:27,270
+بتتناسب مع واحد على أرض تربية وعكسيا مع أرض تربية
+
+171
+00:11:27,270 --> 00:11:32,730
+اذا F بتساوي some constant في Q1 وQ2 على أرض تربية
+
+172
+00:11:32,730 --> 00:11:34,790
+فهذا ال constant بنسميه K
+
+173
+00:11:39,300 --> 00:11:43,300
+لذن هذا هو ال column .. ال column plot و قولنا K
+
+174
+00:11:43,300 --> 00:11:46,420
+هو ال constant of proportionality و في الأسعى unit
+
+175
+00:11:46,420 --> 00:11:50,720
+قولنا في واحد كترينين columns are meter F نيوتن
+
+176
+00:11:50,720 --> 00:11:57,340
+فإيش هتكون K النيوتن في متر تربيع على column تربيع
+
+177
+00:11:57,340 --> 00:12:03,220
+هذا ال unit بتاعة Kطبعا ال Newton إيش هي عبارة؟
+
+178
+00:12:03,220 --> 00:12:06,400
+ممكن أعبر عنها برضه في تلاتة لإنه عندي M تربية ال
+
+179
+00:12:06,400 --> 00:12:12,140
+Newton هي عبارة عن mass في متر على second تربية
+
+180
+00:12:12,140 --> 00:12:15,000
+برضه و أقدر أعبر عنها عشان أخلص من المتر مع التر
+
+181
+00:12:16,310 --> 00:12:21,510
+هذه هي ال units بتاعة ال K كمان ال K إيش بقدر
+
+182
+00:12:21,510 --> 00:12:25,490
+أكتبها بدلالة طبعا ال K مش عشوائية ال K اللي هي
+
+183
+00:12:25,490 --> 00:12:29,010
+علاقة بالوصف اللي إحنا بندرس فيه القوة الستاتيكية
+
+184
+00:12:29,010 --> 00:12:32,130
+و إحنا في هذا ال chapter بندرس القوة الستاتيكية في
+
+185
+00:12:32,130 --> 00:12:36,770
+الفرع لأ قوله إن K high ساوة واحد على four by
+
+186
+00:12:36,770 --> 00:12:41,270
+epsilon not و مين هو epsilon not هو معامل النفازية
+
+187
+00:12:41,270 --> 00:12:44,010
+بتاعة ال free space أو ال vacuum اللي هو ال
+
+188
+00:12:44,010 --> 00:12:48,520
+permittivity of a free spaceإذاً K تتناسب أو تهمد
+
+189
+00:12:48,520 --> 00:12:52,500
+على معامل النفاذية تبع ال space اللي إحنا بندرس
+
+190
+00:12:52,500 --> 00:12:55,540
+فيه عامة ال static force وفي هالحالة إحنا بندرس ال
+
+191
+00:12:55,540 --> 00:12:59,180
+free space فإذاً K هي واحد على four by epsilon not
+
+192
+00:12:59,180 --> 00:13:02,600
+اللي هي epsilon not قلنا ال permittivity of free
+
+193
+00:13:02,600 --> 00:13:05,920
+space ال unit بتاعة ال permittivity هي فرعة برميتر
+
+194
+00:13:06,660 --> 00:13:11,360
+أخدنا احنا C إيش بتساوي؟ Epsilon not و تعريف ال ..
+
+195
+00:13:11,360 --> 00:13:15,560
+ال .. ال .. C ال charges فحلاقي إن Epsilon not
+
+196
+00:13:15,560 --> 00:13:19,600
+بتساوي فرعاد على متر Epsilon not في دي زي ما
+
+197
+00:13:19,600 --> 00:13:24,170
+تذكرينها بتاع ال two platesفإذا epsilon note ال
+
+198
+00:13:24,170 --> 00:13:27,570
+unit بتاعتها فراد على متر okay بالتالي اللي هي
+
+199
+00:13:27,570 --> 00:13:30,250
+واحد على epsilon note كمان بقدر أقول إنها unitاش
+
+200
+00:13:30,250 --> 00:13:34,710
+متر على فراد و بقدر أحصل عليها برضه من تعريفي لقوة
+
+201
+00:13:34,710 --> 00:13:38,430
+بدلالة سواء الفراد أو نيوتون و بقدر أوصل لهدولة
+
+202
+00:13:38,430 --> 00:13:42,230
+العلاقتين مع بعض إن K كيف أربطها اللي هي نيوتون في
+
+203
+00:13:42,230 --> 00:13:46,350
+متر تربيع على كولوم تربيع باللي هو متر على فراد
+
+204
+00:13:46,350 --> 00:13:50,330
+لإن كولوم اللي هي علاقة بال unit بتاعة كباستنس
+
+205
+00:13:50,330 --> 00:13:59,940
+اللي هي الفراد تمام؟هي اي استفسار؟ احنا
+
+206
+00:13:59,940 --> 00:14:04,960
+هي two charges Q1 و Q2 الـ Q1 الموجودة في الفراغ
+
+207
+00:14:04,960 --> 00:14:10,340
+R1 هذا ال origin XYZ البسشين قلنا بحدد فيه مكان ال
+
+208
+00:14:10,340 --> 00:14:15,310
+object في الفضاء في ال space اذا ال Q1 على بعد R1و
+
+209
+00:14:15,310 --> 00:14:21,570
+Q2 على بعض R2 البعد ما بين Q1 و Q2 هو R12 هو عبارة
+
+210
+00:14:21,570 --> 00:14:27,050
+عن R2 minus R1 لأنه احنا قلش قلنا هيكي قلنا R1 زات
+
+211
+00:14:27,050 --> 00:14:32,870
+R12 تسوى R2 فبالتالي R12 ده ما بتسوى R2 ناقص R1
+
+212
+00:14:32,870 --> 00:14:35,570
+بتذكرين لما حكينا عن ال question و ال distance
+
+213
+00:14:35,570 --> 00:14:38,920
+between two objectsعشان هيك احنا كان فيه لازم انه
+
+214
+00:14:38,920 --> 00:14:42,280
+نعرفهم ال position هو موضوع object in space اللي
+
+215
+00:14:42,280 --> 00:14:45,140
+في هاي الحالة احنا حددنا ال object تبعنا بطل
+
+216
+00:14:45,140 --> 00:14:51,160
+نسميها point P1 P2 صار مكان ال charges Q1 و Q2 Q1
+
+217
+00:14:51,160 --> 00:14:55,040
+وقع على ال distance R1 و Q2 على ال distance R2 و
+
+218
+00:14:55,040 --> 00:14:58,300
+المسافة R12 اللي هي زي ما انتوا متذكروا المقال
+
+219
+00:14:58,300 --> 00:15:02,040
+اجمع تكون R1 ثم R12
+
+220
+00:15:15,800 --> 00:15:18,260
+هذا هو ما ستجد على هذه الخطة
+
+221
+00:15:21,100 --> 00:15:24,180
+هتكون على طول خط اللي واصل بينهم إذا هدول ال
+
+222
+00:15:24,180 --> 00:15:26,880
+charges اللي هم نفس ال unit و احنا بترضه انهم بصفة
+
+223
+00:15:26,880 --> 00:15:31,620
+charges هلاحظ انه هدول القوة هتكون بتأثر على بعض
+
+224
+00:15:31,620 --> 00:15:37,580
+بشكل repulsive يعني ال Q2 هتعمل قوة منافرة أو
+
+225
+00:15:37,580 --> 00:15:43,160
+نافرة repulsive على Q1 نفس الشيء Q1 هتأثر بقوة
+
+226
+00:15:43,160 --> 00:15:50,530
+repulsive على Q2 فهذا السهم يدللني على أثرQ2 على
+
+227
+00:15:50,530 --> 00:15:54,310
+Q1 فساميه
+
+228
+00:15:54,310 --> 00:16:00,950
+F12 هو القوة على واحد اللي ناتجة من اتنين وهذا
+
+229
+00:16:00,950 --> 00:16:05,030
+السهم يدللي لي على القوة اللي ناتجت على Q2 او
+
+230
+00:16:05,030 --> 00:16:11,330
+exerted على Q2 بسبب Q1 فساميها F12 اللي هي القوة
+
+231
+00:16:11,330 --> 00:16:14,970
+اللي صارت على اتنين بسبب Q1
+
+232
+00:16:17,720 --> 00:16:21,080
+نبدأ اتقف فى 1 او 2 مثلا اللى هى القوة على ال
+
+233
+00:16:21,080 --> 00:16:24,200
+charge التانية سب ال charge الاولى ايش بالها
+
+234
+00:16:24,200 --> 00:16:29,060
+تساوي؟ K عوضنا عنها فى 1 على 4pi افسى مثلا كيو
+
+235
+00:16:29,060 --> 00:16:32,320
+واحد كيو تانية على الأرض تانية واتجاه ماهى دى
+
+236
+00:16:32,320 --> 00:16:35,880
+vector force ال force vector مش scalar بس اللى
+
+237
+00:16:35,880 --> 00:16:38,960
+لازم كلها اتجاه واتجاه اللى احنا شايفينه هى اتجاه
+
+238
+00:16:38,960 --> 00:16:43,340
+ماهو على طول الخط اللى واصل بيننا يعني هو انا
+
+239
+00:16:43,340 --> 00:16:47,660
+اعرفت ال unit vector اللى هو في اتجاهالخط الواصل
+
+240
+00:16:47,660 --> 00:16:54,760
+بيهم A12 أو AR12 hat هذا هيكون اتجاه ال force إذا
+
+241
+00:16:54,760 --> 00:16:59,520
+اتجاه ال force هيكون في اتجاه ال R قوة اللي
+
+242
+00:16:59,520 --> 00:17:03,540
+exerted على 2 بساطه 1 اتجاهها هو اتجاهه كيف أجيب
+
+243
+00:17:03,540 --> 00:17:09,040
+الاتجاه؟ معناه إذا عرفنا R12 بقدر أجيب AR12 hat
+
+244
+00:17:09,040 --> 00:17:13,140
+اللي هو ال unit vector بساوة ال R12 vector على ال
+
+245
+00:17:13,140 --> 00:17:18,010
+magnitudeعلى الـ Magnet إذا ما بقدر أحدد ال unit
+
+246
+00:17:18,010 --> 00:17:21,610
+vector لأي vector في ال space قلنا إنه بقسم ال
+
+247
+00:17:21,610 --> 00:17:26,210
+vector على ال magnitude تبعه هذا بالنسبة لل four
+
+248
+00:17:26,210 --> 00:17:31,130
+sides هذه إيش هتكون نفس المفضل إنه ال Q1 و Q2 أكتر
+
+249
+00:17:31,130 --> 00:17:34,070
+بيها بالمسافة اللي بينهم بس إيش هتغير الإتجاه
+
+250
+00:17:34,070 --> 00:17:37,390
+هتكون minus AR123
+
+251
+00:17:43,190 --> 00:17:46,170
+أنا already كتبتلكم إياها الأشياء اللي عارفون برو
+
+252
+00:17:46,170 --> 00:17:52,850
+R1
+
+253
+00:17:52,850 --> 00:18:00,470
+تلين هي المسافة بين two charges هي R تلين minus R
+
+254
+00:18:00,470 --> 00:18:04,390
+واحد عارفنا R هذا انه ال magnitude ال magnitude
+
+255
+00:18:04,390 --> 00:18:08,960
+بدون اي volt او بدون اي arrowهي عمورة مجموعة R18
+
+256
+00:18:08,960 --> 00:18:12,860
+وعرفناها قبل مجلسنا بتعريفها الجذر التربيهي
+
+257
+00:18:12,860 --> 00:18:19,860
+لـR12Vector.R12Vector هاي المجموعة هتاكدين؟ و بالـ
+
+258
+00:18:19,860 --> 00:18:24,360
+A R12Hat اللي هي unit vector هي عبارة عن ال vector
+
+259
+00:18:24,360 --> 00:18:30,900
+R12 على المجموعة تبعها بيسميناها R إذا F12 لساوة
+
+260
+00:18:30,900 --> 00:18:38,200
+Q12 على 4 π إيصال نص لو عوضت عن A hatR vector على
+
+261
+00:18:38,200 --> 00:18:42,420
+R magnitude هسير ر واحد اثنين vector على R cubed
+
+262
+00:18:42,420 --> 00:18:46,740
+يعني ممكن اكتبها دلات مش اكتب انما اكتبها دلات من
+
+263
+00:18:46,740 --> 00:18:50,680
+ال vector هسير على R cubed هسير واحد على four by
+
+264
+00:18:50,680 --> 00:18:55,120
+epsilon naught Q1 و Q2 على R cubed في R واحد اثنين
+
+265
+00:18:55,120 --> 00:18:59,120
+vector او بكتبها بهذه الطريقة Q1 و Q2 بعوض عن R
+
+266
+00:18:59,120 --> 00:19:01,360
+واحد اثنين vector ع ر تانين vector مع نصر واحد
+
+267
+00:19:01,360 --> 00:19:04,280
+vector على four by epsilon naught في المagnitude
+
+268
+00:19:04,280 --> 00:19:09,780
+اللي هوR2-R1 تحت الجزر للقوة 3 اللي هتكون ال
+
+269
+00:19:09,780 --> 00:19:18,540
+magnitude للقوة 3 تمام؟
+
+270
+00:19:18,540 --> 00:19:23,160
+في أي استفسار لحقتنا؟ في أي استفسار؟ احنا كمان
+
+271
+00:19:23,160 --> 00:19:27,680
+اتفقنا إن القوتين متساويتين بالمقدار أسوأ القوة
+
+272
+00:19:27,680 --> 00:19:31,980
+اللي بتأثرها Q1 على Q2 أو القوة اللي بتأثرها Q2
+
+273
+00:19:31,980 --> 00:19:37,110
+على Q1فهذه القوة ع واحد نجم اتنين بتساوي المدنيتو
+
+274
+00:19:37,110 --> 00:19:40,490
+تبع القوة اللي على اتنين نجم واحد في ال unit
+
+275
+00:19:40,490 --> 00:19:44,030
+vector تبع القوة المية على واحد اللي هو بالتالي
+
+276
+00:19:44,030 --> 00:19:47,750
+بيساوي minus ال unit vector تبع القوة الاولى
+
+277
+00:19:47,750 --> 00:19:51,570
+فبالتالي F2 من واحد بيساوي minus F12 لأن ال unit
+
+278
+00:19:51,570 --> 00:19:55,890
+vectors منهم اتجاهاتهم متعاكسة وهذا شفنا احنا من
+
+279
+00:19:55,890 --> 00:20:01,910
+الرسمة حاجة مهمة في اللي هي ال charges أول حاجة
+
+280
+00:20:01,910 --> 00:20:10,570
+قلناإن قوة Q1 وQ2 مالها تتعكس بالاتجاه أول تاني
+
+281
+00:20:10,570 --> 00:20:15,550
+event إن ال charges المتماثلة مالها تتنافر زي مثلا
+
+282
+00:20:15,550 --> 00:20:19,190
+شفنا ال QQ لأنهم بتنافر أسوأ positive أو negative
+
+283
+00:20:19,190 --> 00:20:23,910
+charges هلاقى أن تأثيرهم تنافر زي ما في ال figure
+
+284
+00:20:23,910 --> 00:20:28,630
+A و ال figure B القوة اللي بيأثروا فيها ال charges
+
+285
+00:20:28,630 --> 00:20:34,550
+على بعض هي قوة تنافرإذا كانوا مختلفتين unlike
+
+286
+00:20:34,550 --> 00:20:37,890
+charges, unlike signs يعني إذا كانوا like charges
+
+287
+00:20:37,890 --> 00:20:41,630
+هيكونوا تنافر, unlike charges هيكون فيه تجاذب بين
+
+288
+00:20:41,630 --> 00:20:42,150
+التنتين
+
+289
+00:20:45,950 --> 00:20:48,950
+عشان اقول عنهم pointed charges بكافيش ان اقول ان
+
+290
+00:20:48,950 --> 00:20:52,530
+هو مقارنة مع ال dimension ال relevant dimension
+
+291
+00:20:52,530 --> 00:20:56,150
+انه اصغير عشان two charges سمين و لا اتر انا بقارن
+
+292
+00:20:56,150 --> 00:20:59,290
+تنتين مع بعض عشان اقول تنتين عندهم pointed charges
+
+293
+00:20:59,290 --> 00:21:02,390
+بدي اقارنهم في المسافة اللي بينهم لازم تكون مسافة
+
+294
+00:21:02,390 --> 00:21:05,630
+كبيرة كفاية انهم يشوفوا بعض ما هو pointed charges
+
+295
+00:21:05,630 --> 00:21:09,710
+انه احمل ال dimension تبعهم هي ال relevant
+
+296
+00:21:09,710 --> 00:21:12,170
+dimension في هالحالة ال relevant dimension مسافة
+
+297
+00:21:12,170 --> 00:21:16,620
+اللي بينهم لو انا اتشارج و بتأثر علىالـ plane زي
+
+298
+00:21:16,620 --> 00:21:19,280
+الـ plane تبع الطاولة هقول إنها برضه point of
+
+299
+00:21:19,280 --> 00:21:21,500
+charges لأنه ال relevant dimension فيها الحالمين
+
+300
+00:21:21,500 --> 00:21:29,340
+ال object التاني كبير كثير بالنسبالها كمان
+
+301
+00:21:29,340 --> 00:21:33,440
+حاجة مهمة كتير إن ال Q1 و Q2 ممكنوا addressed إحنا
+
+302
+00:21:33,440 --> 00:21:36,540
+بنحكي على ال ecrostatic فالتنتين مش لازم يتحركوا
+
+303
+00:21:36,540 --> 00:21:39,440
+في هذه الحالة إحنا فرضين نحكي على ال ecrostatic
+
+304
+00:21:39,440 --> 00:21:44,890
+كأن مافيش movement مافيش اعتمادية على الزمنلما أجى
+
+305
+00:21:44,890 --> 00:21:48,950
+أحسب ال force ال sign بتاعة q1 و q2 لازم أخدها في
+
+306
+00:21:48,950 --> 00:21:55,730
+عين الحسبان مش لازم أحمل الإشارة بتاعة q1 و q2 أو
+
+307
+00:21:55,730 --> 00:21:59,580
+كان عندي أكتر من twoيعني انا اللى شفتها كان مثال
+
+308
+00:21:59,580 --> 00:22:04,080
+اولانى لك لو كان عندى عدد كبير من ال charges Q1,
+
+309
+00:22:04,200 --> 00:22:08,860
+Q2 لحد QN اللى هيصير اللى بعمله باخد كل ال charge
+
+310
+00:22:08,860 --> 00:22:12,340
+و بجمع كل القوة اللى بتأثر عليها من كل ال charges
+
+311
+00:22:12,340 --> 00:22:17,320
+يعني عندى Q1, Q2, Q3 لحد QN و عندى charge Q مثلا
+
+312
+00:22:18,170 --> 00:22:24,010
+هشوف أثر q1 على q, q2 على q, q3 على q و هكذا, qn
+
+313
+00:22:24,010 --> 00:22:27,810
+على q و بعدين القوة هجمعها vector addition عشان
+
+314
+00:22:27,810 --> 00:22:33,610
+أطول ال vector ال force الكلية يعني هى, so يمشي
+
+315
+00:22:33,610 --> 00:22:36,830
+فين ال total force هتكون احنا عاملا بندرس القوة
+
+316
+00:22:36,830 --> 00:22:41,390
+على q انها جامع q1 و q2 لحد qn فهيكون عندنا اللى
+
+317
+00:22:41,390 --> 00:22:45,450
+هو ال principle of superposition القوة الكلية اللى
+
+318
+00:22:45,450 --> 00:22:50,970
+لو كان عندى هي qعلى بُعد Q وهي الـ origin تبعي على
+
+319
+00:22:50,970 --> 00:22:58,990
+بُعد R مثلا و هنا بيدي الـ Q1 وعندي الـ Q2 وعندي
+
+320
+00:22:58,990 --> 00:23:03,770
+الـ Q3 و هكذا طبعا كل بره بتأيس المسافر بينهم هذه
+
+321
+00:23:03,770 --> 00:23:10,050
+R هتكون R1 هتكون R-R1 هشف القوة اللي الـ Q1 أثر
+
+322
+00:23:10,050 --> 00:23:16,270
+فيها على Q الـ Q2 على Q الـ Q3 على Qو لو احنا فينا
+
+323
+00:23:16,270 --> 00:23:24,410
+في ال Q و هاي ال QN هذا
+
+324
+00:23:24,410 --> 00:23:30,570
+هيكون RN و برضه هشوف أثر QN على Q بعد ما أجيب كل
+
+325
+00:23:30,570 --> 00:23:36,070
+قوة نجم ال charge مختلفة Q1 مره مره مره مره مره
+
+326
+00:23:36,070 --> 00:23:40,340
+مره مره على أخر بجيب أجمع كل القوةبقى زى ما حكيت
+
+327
+00:23:40,340 --> 00:23:43,500
+vector addition بتعطينى ال total force هذا بنسميه
+
+328
+00:23:43,500 --> 00:23:48,940
+ال superposition difference أو
+
+329
+00:23:48,940 --> 00:23:53,360
+باختصار لإن ال Q كان راح كل المعادلة اللى قدامنا
+
+330
+00:23:53,360 --> 00:23:58,420
+بقدر أسحب ال Q برا ال sum و ال 4 by epsilon نقطة و
+
+331
+00:23:58,420 --> 00:24:02,600
+هدولة constants وقول ال sum من K equal واحد لأقل
+
+332
+00:24:02,600 --> 00:24:07,680
+QK في R vector minus RK vector اللى هو المسافة بين
+
+333
+00:24:07,680 --> 00:24:11,040
+هذا ال chargeوالـ charge بدرس عليها الforce على
+
+334
+00:24:11,040 --> 00:24:16,240
+المجموعة للقوة تلتة اذا يا بكتبهم عملي واحدة واحدة
+
+335
+00:24:16,240 --> 00:24:24,200
+مخصّلين يا باستخدم اللي هو summation symbol هذا
+
+336
+00:24:24,200 --> 00:24:27,260
+بالنسبة لل force، في اي سؤال عن ال force؟ اذا كمرة
+
+337
+00:24:27,260 --> 00:24:30,900
+ال force هي تكون على طول الخط الواصل between two
+
+338
+00:24:30,900 --> 00:24:35,430
+chargesبعتمد ترضيا أو بتناسب ترضيا مع قيمته في
+
+339
+00:24:35,430 --> 00:24:38,910
+واحد وفي اتنين أو عكسيا مع المسافة اللي بينهم
+
+340
+00:24:38,910 --> 00:24:43,110
+تربية ال constant of proportionality سميناها K وK
+
+341
+00:24:43,110 --> 00:24:47,310
+هذا بعتمد على نفاذية الوسط في هذا الشطر احنا
+
+342
+00:24:47,310 --> 00:24:50,390
+ماخدينه وسط هو ال vacuum او ال free space فهتكون K
+
+343
+00:24:50,390 --> 00:24:53,650
+بيساوة واحد على four by epsilon naught اللي هي ال
+
+344
+00:24:53,650 --> 00:24:57,310
+permittivity بتاعة ال free space دلوقتي بنعرف ال
+
+345
+00:24:57,310 --> 00:25:00,630
+electric field intensity فيها لقوا عطيدة ما بين ال
+
+346
+00:25:00,630 --> 00:25:05,110
+force و ال fieldخطوط ال field في مجال ال .. ال ..
+
+347
+00:25:05,110 --> 00:25:09,310
+ال .. الكهربائي و بين اللي هي القوة اللي exerted
+
+348
+00:25:09,310 --> 00:25:12,530
+على ال charge معينة ال electric field intensity
+
+349
+00:25:12,530 --> 00:25:16,130
+ايش بالساوي احنا جبنا القوة على Q جبنا ال total
+
+350
+00:25:16,130 --> 00:25:21,930
+force في ال slide السادقة على Q force اللي على Q
+
+351
+00:25:21,930 --> 00:25:27,830
+نتجة من Q1, Q2, Q3, Q4 فال electric field اللي
+
+352
+00:25:27,830 --> 00:25:34,830
+بتكون فيبسابحة فيها ال Q هو عبارة عن limit ل F على
+
+353
+00:25:34,830 --> 00:25:40,650
+Q as Q goes to 0 يعني ببساطة E بتساوي F على Q لو
+
+354
+00:25:40,650 --> 00:25:46,710
+رجعنا لمثال السابق إيش هتصير بس هيروح ال Q من ال E
+
+355
+00:25:46,710 --> 00:25:50,550
+هتكون F على Q هتكون 1 الفوربا إيبسون نوت الصماشن
+
+356
+00:25:53,910 --> 00:25:58,690
+حاجة بنستنتجها ان F vector و E vector و Q مالها
+
+357
+00:25:58,690 --> 00:26:01,570
+scalar اذا انتجاه ال electric field ماله فانتجاه
+
+358
+00:26:01,570 --> 00:26:06,630
+ال force او الحسابات بتاعته اذا ال force بالنيوتن
+
+359
+00:26:06,630 --> 00:26:10,010
+او ال unit بتاعته و Q بال column E ايش هيكون
+
+360
+00:26:10,010 --> 00:26:15,230
+النيوتن على column او volt على متر او volt على
+
+361
+00:26:15,230 --> 00:26:15,710
+meter
+
+362
+00:26:22,330 --> 00:26:27,490
+أنا إذا عندي ال electric field اللي ناتج على نقطة
+
+363
+00:26:27,490 --> 00:26:32,230
+R في ال space من due to a point in charge located
+
+364
+00:26:32,230 --> 00:26:37,910
+at R' يعني أنا بدي أحسب ال electric، عندي Q، ال Q
+
+365
+00:26:37,910 --> 00:26:42,390
+في هذه الحالة Q
+
+366
+00:26:42,390 --> 00:26:48,010
+على بُعد R1 و أنا بدي أحسب ال electric field عند
+
+367
+00:26:48,010 --> 00:26:51,710
+نقطة في ال space على بُعد R من ال originماذا
+
+368
+00:26:51,710 --> 00:26:57,810
+ستساوي؟ سنقوم بتشارج Q بتأثير على هذه النقطة Q على
+
+369
+00:26:57,810 --> 00:27:02,510
+4 π إبسم من نقطة R ترقية في R hat لأن القوة لو
+
+370
+00:27:02,510 --> 00:27:05,550
+كانت عندها تشارج، اللي كنا سميها دايما كيونيز
+
+371
+00:27:05,550 --> 00:27:09,070
+تشارج، لو كانت عندها Q واحد، ماذا ستكون Q في Q
+
+372
+00:27:09,070 --> 00:27:14,470
+واحد على المسافة اللي بينهم، اللي R واحد minus R
+
+373
+00:27:14,470 --> 00:27:19,590
+أو كما سميها R وR prime، فهيكون المسافة اللي بينهم
+
+374
+00:27:20,270 --> 00:27:25,210
+Q حصد ضربهم ال force على المسافة اللي بينهم تربية
+
+375
+00:27:25,210 --> 00:27:31,790
+في K احنا قلنا E ايش بتساوي E بتساوي ال force على
+
+376
+00:27:31,790 --> 00:27:36,990
+Q واحد ال force على Q واحد وبالتالي هتكون ان تنقل
+
+377
+00:27:36,990 --> 00:27:41,370
+ال Q على 4 πا يسموه R تربية في R hat وR hat هو
+
+378
+00:27:41,370 --> 00:27:47,120
+اتجاه الحط اللي واصلبين النقطة بقيسها ال electric
+
+379
+00:27:47,120 --> 00:27:51,520
+field و ال charge المسددة ل ال electric field اللي
+
+380
+00:27:51,520 --> 00:27:55,200
+هو نفس اتجاه ال force اذا لو انا اعتبرت ان عندي
+
+381
+00:27:55,200 --> 00:27:58,720
+pointed charge located at R' و انا عمال بقيس ال
+
+382
+00:27:58,720 --> 00:28:01,940
+field عند R و ال pointed charge قيمتها Q و عمال
+
+383
+00:28:01,940 --> 00:28:06,240
+بقيس ال field عند النقطة R فهيكون E ايش بتساوي Q
+
+384
+00:28:06,240 --> 00:28:10,870
+على four by epsilon mod R تربيه A R hatممكن اعوض
+
+385
+00:28:10,870 --> 00:28:14,650
+عن ar hat بقى شهرنا ال vector r minus r prime على
+
+386
+00:28:14,650 --> 00:28:18,770
+ال magnitude بتصير r cubed يعني r minus r prime
+
+387
+00:28:18,770 --> 00:28:22,310
+على r cubed اللي هي ال magnitude ل r minus r prime
+
+388
+00:28:22,310 --> 00:28:28,650
+هو تلاتةلو كان عندي N Pointed Charges عندي Q1 في
+
+389
+00:28:28,650 --> 00:28:32,470
+ال space و Q2 و Q3 و لحد QN مليان ال space عندي
+
+390
+00:28:32,470 --> 00:28:35,610
+charges و أنا بده أحسب ال field من نقطة معينة في
+
+391
+00:28:35,610 --> 00:28:40,570
+ال space بحسب مجموع أثار هدولة النقاط أو ال field
+
+392
+00:28:40,570 --> 00:28:44,350
+اللي exerted أو الناتج من كل pointed charge على
+
+393
+00:28:44,350 --> 00:28:46,310
+النقطة في ال space اللي بتروس عندها ال electric
+
+394
+00:28:46,310 --> 00:28:48,970
+field اذا عشان أعرف ال electric field في ال space
+
+395
+00:28:48,970 --> 00:28:52,050
+بجيب ال electric field الناتج من كلpointed charge
+
+396
+00:28:52,050 --> 00:28:55,470
+و بالاخر بجمعهم قلنا ع شكل و هو vector addition
+
+397
+00:28:55,470 --> 00:29:00,230
+فعندي E ايش هتكون ال field الناتج من ال Q1 زاد ال
+
+398
+00:29:00,230 --> 00:29:03,370
+field الناتج من ال Q2 و هكذا لحد ال field الناتج
+
+399
+00:29:03,370 --> 00:29:06,490
+من ال QN يعني E ايش بتسوى هذا ال four by epsilon
+
+400
+00:29:06,490 --> 00:29:11,590
+note ال summation من K واحد ل N QK في R minus RK
+
+401
+00:29:11,590 --> 00:29:17,110
+على R minus RK لكل Q واضح يعني احنا قبل دراسنا ال
+
+402
+00:29:17,110 --> 00:29:30,370
+force اللي بتأثرها جمع منالـ charges على
+
+403
+00:29:30,370 --> 00:29:35,270
+ال point of charge جبنا مجموع ال processor قولنا
+
+404
+00:29:35,270 --> 00:29:38,330
+ال electric field اللي exerted على هذا ال point of
+
+405
+00:29:38,330 --> 00:29:45,370
+charge هيكون مجموع كل هذه القوة على ال point of
+
+406
+00:29:45,370 --> 00:29:50,020
+charge على ال Q فهيظهر بس الحصة ثانيةمن كل وام
+
+407
+00:29:50,020 --> 00:29:55,240
+هيروح اللي هي قيمة Q هيظبراً بـQ1 على R ثانوية في
+
+408
+00:29:55,240 --> 00:30:06,400
+K الـQ2 وهذا ده الرعاية بين الـvectors بتاعنا هذا
+
+409
+00:30:06,400 --> 00:30:09,660
+الفرق بين القانون هذا وقانون ال force انها بصراحة
+
+410
+00:30:09,660 --> 00:30:15,020
+Q من القانون هنشوف
+
+411
+00:30:15,020 --> 00:30:15,520
+مثلًا
+
+412
+00:30:20,340 --> 00:30:23,840
+مثال بقول عندي point at charge مقدارها واحد
+
+413
+00:30:23,840 --> 00:30:27,420
+millicolum وكمان point at charge مقدارها اتنين
+
+414
+00:30:27,420 --> 00:30:30,940
+minus اتنين millicolum التنتين محطوطين في ال space
+
+415
+00:30:30,940 --> 00:30:35,180
+واحدة على تلاتة اتنين ناقص واحد يعني x تلاتة و y
+
+416
+00:30:35,180 --> 00:30:38,220
+تلاتة اتنين ناقص واحد اللي بصي متبعها لو انا حاولت
+
+417
+00:30:38,220 --> 00:30:45,320
+أسهم الرسمة يعني x y z النقطة الأولى اللي هي واحد
+
+418
+00:30:45,320 --> 00:30:53,050
+millicolum على تلاتة x اتنين yمثلا و minus واحد
+
+419
+00:30:53,050 --> 00:30:55,630
+يعني لو انا اخدت هاي ال plane تبعي هو هال minus
+
+420
+00:30:55,630 --> 00:30:59,590
+واحد هذه النقطة دولة اللي هي علاوة تلاتة اثنين
+
+421
+00:30:59,590 --> 00:31:07,710
+ماقص واحد هي Q واحد اللي مقدارها مقدارها واحد ملي
+
+422
+00:31:07,710 --> 00:31:12,810
+كولو والنقطة التانية هذه ال equation تبعها هي R
+
+423
+00:31:12,810 --> 00:31:18,730
+واحد والتانية واقع على X ماقص واحد Y ماقص واحد R
+
+424
+00:31:18,730 --> 00:31:25,250
+واحدلو مديتها بهيك هيكون a-1 y-1 وطالع على فوق
+
+425
+00:31:25,250 --> 00:31:34,890
+مقدار 4 هدف ال space يعني مقاس واحد مقاس واحد و 4
+
+426
+00:31:34,890 --> 00:31:41,970
+هي EQ2 اللي مقدارها minus 2 من ال code
+
+427
+00:31:44,880 --> 00:31:48,720
+بدوا مننا أول نحسب ال electric force على ال charge
+
+428
+00:31:48,720 --> 00:31:54,420
+المقدارها عشرة nano column وهي بوقع على x بتساوة
+
+429
+00:31:54,420 --> 00:31:59,580
+zero x بتساوة zero يعني موقع في ال YZ plane وي Y
+
+430
+00:31:59,580 --> 00:32:07,460
+كميتها ثلاثة و Z واحد فقدر
+
+431
+00:32:07,460 --> 00:32:12,460
+مين هيحسب منها هسب منها R واحد R تمين و هسب منها R
+
+432
+00:32:13,650 --> 00:32:19,410
+وهي Q المقدارها عشرة وتانية أطلب مني أن أجيب ال
+
+433
+00:32:19,410 --> 00:32:24,450
+forces ال total force على النقطة هي اللي كتت في
+
+434
+00:32:24,450 --> 00:32:31,590
+هذا الموضوع في حابكوا بيجرب ده
+
+435
+00:32:31,590 --> 00:32:38,110
+احنا نجيب اللي بأثر عنها تمام عملنا لها مية مية ان
+
+436
+00:32:38,110 --> 00:32:41,890
+الرعي طبعا الإشارات بتاعتهم هنا في الإشارة السالدة
+
+437
+00:32:42,460 --> 00:32:46,200
+عندي إشارة وموجبة أو هاي إشارة وموجبة فأولا خلّيني
+
+438
+00:32:46,200 --> 00:32:50,720
+أعرف كل unit كل position يعني خلّيني أحط يام R وR1
+
+439
+00:32:50,720 --> 00:32:54,500
+وR2 فهي كمضاية أي سؤال هحط ال position تبعهم
+
+440
+00:32:54,500 --> 00:32:56,900
+position vector لإنهم اللي أحس ال position vector
+
+441
+00:32:56,900 --> 00:33:02,360
+فحلنا نقول R1 ايش بيساوي؟ R1 vector هحط فوق سهل
+
+442
+00:33:02,360 --> 00:33:07,500
+عشان احنا مقدرش نحط volt في خطنا هيكون 3X هتحط
+
+443
+00:33:07,500 --> 00:33:09,840
+فوقها هتحط فوقها هتحط فوقها هتحط فوقها هتحط فوقها
+
+444
+00:33:09,840 --> 00:33:10,400
+هتحط فوقها هتحط فوقها هتحط فوقها هتحط فوقها هتحط
+
+445
+00:33:10,400 --> 00:33:14,990
+فوقها هتحط فوقها هتحطزائد تنين يها ماينوس زدها
+
+446
+00:33:14,990 --> 00:33:23,030
+هدئة واحد R تنين بتساوي سالب Xها سالب Yها زائد
+
+447
+00:33:23,030 --> 00:33:28,120
+أربعة زدهاهي عند R هي موقع المقطع اللي بدأ يجيب
+
+448
+00:33:28,120 --> 00:33:32,600
+عليها ال courses عبارة عن X hat Zero عند تلاتة Y
+
+449
+00:33:32,600 --> 00:33:37,760
+hat زائد Z hat أقع في ZY إتلاني طب إحنا نبدأ
+
+450
+00:33:37,760 --> 00:33:45,440
+بالقوة اللي بتأثر فيها Q1 على Q1 اللي هي F1
+
+451
+00:33:45,440 --> 00:33:50,360
+خلاص أكتر بتأثر فيها وخطفوها بكتر لإنه مش هتساوي
+
+452
+00:33:50,360 --> 00:33:52,980
+هدى النوع أولا أقولي اللي بقر باصف ولا
+
+453
+00:33:58,010 --> 00:34:03,390
+أحنا عشان ماسميناش R فتخبركي أن R1 تني R اليمين،
+
+454
+00:34:03,390 --> 00:34:09,590
+R1 خلّيني أسميها وR1 خلّيني أعرفها، اللي عبارة عن
+
+455
+00:34:09,590 --> 00:34:17,490
+تمام، يعني بدنا نحط ال vector إيش
+
+456
+00:34:17,490 --> 00:34:27,440
+هيساوي؟ R minus R1، تمام؟ فإذا R1 هو عبارة عن Rبس
+
+457
+00:34:27,440 --> 00:34:32,100
+هو بتفتر فوق ال R R minus R واحد اذا ان انا بده
+
+458
+00:34:32,100 --> 00:34:37,460
+اشوف المسافة عند وقبضش تبع Q وقبضش تبع Q واحد وبده
+
+459
+00:34:37,460 --> 00:34:41,740
+المسافة بينهم اللي هي مبالغ Q واحد و Q اللي هي R
+
+460
+00:34:41,740 --> 00:34:48,700
+minus R واحد تمام
+
+461
+00:34:48,700 --> 00:34:56,710
+زائد Y hat زائد Y hatوخلاص وزاق التانية بزاقها
+
+462
+00:34:56,710 --> 00:35:03,090
+التانية إيش نوع القوة اللي بين هدولة ال charges؟
+
+463
+00:35:03,090 --> 00:35:09,150
+هي القوة اللي لها reverse يعني هيك اتجاهها صح؟ هاي
+
+464
+00:35:09,150 --> 00:35:12,950
+بتأثر على هاي باصلة force وهذا المنطقة إذا أف واحد
+
+465
+00:35:12,950 --> 00:35:21,490
+منها اللي برأسك الإشارة كاعتها موجة حد
+
+466
+00:35:21,490 --> 00:35:26,860
+على قوة باي أكسر النوتتور باى تور باى تور باى نعوض
+
+467
+00:35:26,860 --> 00:35:31,900
+عن اكتر واحد فلس نحن نعوض اكتر واحد انت هتساوى ليه
+
+468
+00:35:31,900 --> 00:35:36,440
+تسعة فعشرة هو تسعة تسعة
+
+469
+00:35:36,440 --> 00:35:41,960
+فعشرة هو تسعة كيو واحد اللي نقطارها واحد من ال
+
+470
+00:35:41,960 --> 00:35:46,920
+column فعشرة على كوه ماقس ثلاثة على طول خليها واحد
+
+471
+00:35:46,920 --> 00:35:51,760
+فعشرة كوه ماقس ثلاثةفى Q اللى بدى أسئل عليها ليه
+
+472
+00:35:51,760 --> 00:36:00,640
+عشرة قنان وليه عشرة فعشرة ونائس تسعة على الـR1
+
+473
+00:36:00,640 --> 00:36:07,200
+تردية احنا قلنا عشان أجيب ليه ال vector R1 يا بال
+
+474
+00:36:07,200 --> 00:36:10,580
+vector على RQ خلينا نعرفها بهذا الشكل احنا بحط
+
+475
+00:36:10,580 --> 00:36:13,640
+القانون اللى بتحط بيه يعني بيكتبي القانون اللى
+
+476
+00:36:13,640 --> 00:36:17,400
+بتستخدميه عشان نحدد نجيب ليه ال vector ولا F
+
+477
+00:36:20,300 --> 00:36:27,500
+هقول أك واحد ساوي واحد على قوة الرئيس للنوت Q واحد
+
+478
+00:36:27,500 --> 00:36:33,420
+في Q فاسم القانون هاسمه Q في Q واحد في Q واحد
+
+479
+00:36:33,420 --> 00:36:40,700
+ثانوي اما Q وQ واحد في R لبتر ممكن ناخد هذا
+
+480
+00:36:40,700 --> 00:36:48,570
+القانون ر واحد لبتر ر واحد لبتر مش هيكون تحت RQعلى
+
+481
+00:36:48,570 --> 00:36:57,470
+R1 مقمتور يعني مقمتور في الـP هنحط
+
+482
+00:36:57,470 --> 00:37:03,230
+الـP تمام؟ لذا نستخدم هذا لإن هيكون ال bus مضروب
+
+483
+00:37:03,230 --> 00:37:11,870
+ايه؟ مش مشكلة هحط سهل R1
+
+484
+00:37:11,870 --> 00:37:16,070
+vector ليه حسبت إن هي هزيمتكم؟ R
+
+485
+00:37:17,800 --> 00:37:22,260
+YHYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH
+
+486
+00:37:22,260 --> 00:37:24,500
+YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH
+
+487
+00:37:24,500 --> 00:37:24,540
+YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH
+
+488
+00:37:24,540 --> 00:37:25,960
+YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH
+
+489
+00:37:25,960 --> 00:37:29,460
+YYH YYH YYH YYH YYH YYH YYH
+
+490
+00:37:29,460 --> 00:37:33,900
+YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH YYH
+
+491
+00:37:33,900 --> 00:37:45,080
+YYH YYH YYH YYH YYH YYH YYH
+
+492
+00:37:45,080 --> 00:37:50,130
+Yلأربعة الجزر التربيه لاربعتاش اذا نحطنا على الجزر
+
+493
+00:37:50,130 --> 00:37:53,630
+التربيه لاربعتاش وقوة الأدنى يعني اربعتاش وقوة
+
+494
+00:37:53,630 --> 00:37:59,230
+الأدنى هدى F واحد جفناها دلالة ال vector يعني إلها
+
+495
+00:37:59,230 --> 00:38:01,710
+component في ال X و component في ال Y و component
+
+496
+00:38:01,710 --> 00:38:11,570
+في ال Z طب افتنان بحب حب يعمل افتنان؟ و بدنا
+
+497
+00:38:11,570 --> 00:38:12,350
+نلقي جهد غير
+
+498
+00:38:17,660 --> 00:38:25,880
+R1 لينيا تلاتة اكسات ثانو اتنين و اي حد مينوس و
+
+499
+00:38:25,880 --> 00:38:30,320
+اربع تلاتة
+
+500
+00:38:30,320 --> 00:38:30,680
+اكسات تلاتة اكسات تلاتة اكسات تلاتة اكسات تلاتة
+
+501
+00:38:30,680 --> 00:38:31,180
+اكسات تلاتة اكسات تلاتة اكسات تلاتة اكسات تلاتة
+
+502
+00:38:31,180 --> 00:38:31,600
+اكسات تلاتة اكسات تلاتة اكسات تلاتة اكسات تلاتة
+
+503
+00:38:31,600 --> 00:38:40,340
+اكسات تلاتة اكسات تلاتة اكسات
+
+504
+00:38:40,340 --> 00:38:47,750
+تلاتة اكساتأحنا بنأثر Q2 على Q فأثر Q2 على Q بإنه
+
+505
+00:38:47,750 --> 00:38:53,350
+Q2 إيش بتأثر على Q بهذا الشكل يعني Q2 هاتش زي ال Q
+
+506
+00:38:53,350 --> 00:38:58,350
+واحد لها فعنا R وR2 وعنا اللي هو هسميه R2 ال
+
+507
+00:38:58,350 --> 00:39:04,610
+vector اللي هو إيش بيسوي R minus R2 R minus R2
+
+508
+00:39:11,340 --> 00:39:21,720
+بش فيش هناك X هيكون عندى زائد X hat زائد
+
+509
+00:39:21,720 --> 00:39:30,480
+اربع Y hat هي تلاتة ناقص نقاش plus اربع Y hat و
+
+510
+00:39:30,480 --> 00:39:33,500
+minus تلاتة زدها
+
+511
+00:39:49,080 --> 00:39:54,520
+الـ force 2 خلّيني أسميها F2 لإن جيبنا F1 هتكون K
+
+512
+00:39:54,520 --> 00:40:03,820
+في Q في Q2 على R2 magnitude Q في R2 vector ممتازة
+
+513
+00:40:03,820 --> 00:40:07,280
+انعوضت خلّيني أجمعها انعوضة عشان نكون معايا كواسعة
+
+514
+00:40:07,280 --> 00:40:13,040
+كده كما انا قلت أهاليك الـ K هي 9 عفوا 10 عفوا 9EQ
+
+515
+00:40:13,040 --> 00:40:18,300
+اللي قداش كمتها عشرة عشرة كمان عنا اس تسعة عشرة
+
+516
+00:40:18,300 --> 00:40:21,700
+كمان عنا اس ثلاث عشرة كمان عنا اس ثمانية في اللي
+
+517
+00:40:21,700 --> 00:40:27,260
+هي minus تنين في عشرة أس ثالث تلاتة على ال
+
+518
+00:40:27,260 --> 00:40:32,460
+magnitude EQ اللي هتكون جزر ستة وعشرينالقوة ثلاثة
+
+519
+00:40:32,460 --> 00:40:36,300
+على اثنين او جزء من قوة ثلاثة على اثنين او جزء من
+
+520
+00:40:36,300 --> 00:40:37,860
+قوة ثلاثة على اثنين او جزء من قوة ثلاثة على اثنين
+
+521
+00:40:37,860 --> 00:40:40,960
+او جزء من قوة ثلاثة على اثنين او جزء من قوة ثلاثة
+
+522
+00:40:40,960 --> 00:40:43,880
+على اثنين او جزء من قوة ثلاثة على اثنين او جزء من
+
+523
+00:40:43,880 --> 00:40:46,320
+قوة ثلاثة على اثنين او جزء من قوة ثلاثة على اثنين
+
+524
+00:40:46,320 --> 00:40:52,720
+او جزء من قوة ثلاثة على اثنين او جزء من قوة ثلاثة
+
+525
+00:40:52,720 --> 00:40:59,540
+على اثنين او جزء من قوة ثلاثة على اثنين اأف واحد
+
+526
+00:40:59,540 --> 00:41:05,220
+زائد أف تمام فى أحد عنده أي استفسار بس مسموه لأ
+
+527
+00:41:05,220 --> 00:41:08,120
+خلص الصبورة زى مش اي استفسار فى أحد عنده أي
+
+528
+00:41:08,120 --> 00:41:12,520
+استفسار قبل ما نمحي الصبورة طب يسلموا داكى يعنى بس
+
+529
+00:41:12,520 --> 00:41:18,480
+عشان نوضح أنه إحنا استخدمنا القوان اللى هو q في qk
+
+530
+00:41:18,480 --> 00:41:22,460
+على four by epsilon ر minus رك على ر minus رك
+
+531
+00:41:22,460 --> 00:41:26,960
+القوة تلاتة هذا اللى استخدمناهو جمعنا K واحد و
+
+532
+00:41:26,960 --> 00:41:31,060
+اتنين و عوضنا و بطلع معنا ال total force لأن هو
+
+533
+00:41:31,060 --> 00:41:34,140
+هاد ال vector addition بس عملية انها يعني الخطوات
+
+534
+00:41:34,140 --> 00:41:37,400
+اللي احنا شرحناها مع بعض هي لازم تبقيها ان حساب اي
+
+535
+00:41:37,400 --> 00:41:40,380
+قوة بدك تجيب ال position vector و احنا اخصا اخدنا
+
+536
+00:41:40,380 --> 00:41:43,700
+chapter كام كده نجيب position vector لكل point in
+
+537
+00:41:43,700 --> 00:41:47,100
+charge بعدين نجيب ال distance بين النقاط اللي انا
+
+538
+00:41:47,100 --> 00:41:51,580
+بده اجيب بالهم القوةبين Q و Q1 مثلا و QQ2 و هكذا
+
+539
+00:41:51,580 --> 00:41:54,600
+بعد ما أجيب ال distance أنا جاهزة عند قيم ال
+
+540
+00:41:54,600 --> 00:41:58,140
+charges عند المسافات اللي بينهم و عند بقدر أجيب ال
+
+541
+00:41:58,140 --> 00:42:01,220
+unit vector أو بقدر أجيب اللي هو R على R magnitude
+
+542
+00:42:01,220 --> 00:42:05,580
+of Q و بالتالي بقدر أحسب اللي هي ال force المنتهى
+
+543
+00:42:05,580 --> 00:42:08,810
+البساطةطب لو بده يجيب ال electric field intensity
+
+544
+00:42:08,810 --> 00:42:13,670
+هيكون E بساومين F على Q يعني F اللي احنا حسبناها
+
+545
+00:42:13,670 --> 00:42:17,530
+مع بعض بقسمها على قيمة ال charge اللي هي عشرة قوة
+
+546
+00:42:17,530 --> 00:42:21,270
+في عشرة قوة ناقص تسعة او عشر nano column اللي
+
+547
+00:42:21,270 --> 00:42:24,590
+بتعطيني قيمة ال electric field intensity اللي
+
+548
+00:42:24,590 --> 00:42:28,190
+exerted على ال point of charge اللي قمتها عشرة في
+
+549
+00:42:28,190 --> 00:42:32,150
+عشرة قوة ناقص تسعة column في اي استفسار لحد هنا؟
+
+550
+00:42:32,150 --> 00:42:35,230
+في اي استفسار؟ اعطيكوا لغة
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/Fb7Ppx0QZeo_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/Fb7Ppx0QZeo_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..fc3c3712faffa4aa7abb05d87279acaa872f8fb8
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/Fb7Ppx0QZeo_raw.json
@@ -0,0 +1 @@
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2502.06, "word": " ال", "probability": 0.495361328125}, {"start": 2502.06, "end": 2502.38, "word": " ..", "probability": 0.82861328125}, {"start": 2502.38, "end": 2502.7, "word": " بقى", "probability": 0.4921875}, {"start": 2502.7, "end": 2502.78, "word": " انا", "probability": 0.5438232421875}, {"start": 2502.78, "end": 2502.86, "word": " كنت", "probability": 0.822998046875}, {"start": 2502.86, "end": 2503.22, "word": " حاول", "probability": 0.8763020833333334}, {"start": 2503.22, "end": 2503.72, "word": " نبدأ", "probability": 0.7422688802083334}, {"start": 2503.72, "end": 2503.9, "word": " اللي", "probability": 0.9638671875}, {"start": 2503.9, "end": 2504.3, "word": " هو", "probability": 0.9892578125}, {"start": 2504.3, "end": 2505.88, "word": " الشفرة", "probability": 0.662353515625}, {"start": 2505.88, "end": 2506.62, "word": " الأخيرة،", "probability": 0.86474609375}, {"start": 2506.62, "end": 2506.98, "word": " يعطيكوا", "probability": 0.73681640625}, {"start": 2506.98, "end": 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/Fb7Ppx0QZeo_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/Fb7Ppx0QZeo_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..729fbf327d71bf5928bca96a1e3bd12868e60429
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/Fb7Ppx0QZeo_raw.srt
@@ -0,0 +1,2216 @@
+1
+00:00:20,910 --> 00:00:23,410
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,410 --> 00:00:27,270
+وبركاته احنا اليوم ان شاء الله هنتابع جزئية ال
+
+3
+00:00:27,270 --> 00:00:31,450
+magnetostatic fields احنا في الأمثلة وقفنا لحد ما
+
+4
+00:00:31,450 --> 00:00:34,930
+شوفنا كيف ال magnetic field ناتج عن ring قولنا
+
+5
+00:00:34,930 --> 00:00:38,170
+هنشوف كيف ان حساب magnetic field ناتج عن solenoid
+
+6
+00:00:38,170 --> 00:00:42,470
+ال solenoid هو عبارة عن مجموعة ringات مور فيهم ال
+
+7
+00:00:42,470 --> 00:00:47,280
+current اذا طلعناالمثال تبعنا هي ال solenoid وهي
+
+8
+00:00:47,280 --> 00:00:51,180
+current مر في قدر ال loops لإن كنتوا مهما اقطال
+
+9
+00:00:51,180 --> 00:00:54,940
+يمكننا يقولهم انه كأنهم خط continuous التيار بيجي
+
+10
+00:00:54,940 --> 00:00:57,400
+من طرفه وروح من طرف التاني تجاه ال current زى ما
+
+11
+00:00:57,400 --> 00:01:00,620
+انتوا شايفينه في المثال يعنى ال axis تبع ال
+
+12
+00:01:00,620 --> 00:01:06,260
+solenoid بنطبق على ال z axis و ال x axis عند أحد
+
+13
+00:01:06,260 --> 00:01:10,760
+أطرافه يعني ال zero هنا نصف القطر لل solenoid هو
+
+14
+00:01:10,760 --> 00:01:13,910
+ايه solenoid يعني استغالة زى هذههذه المرفوظة
+
+15
+00:01:13,910 --> 00:01:15,590
+الموجودة حول السلك المرفوظة في الطيارة وهي
+
+16
+00:01:15,590 --> 00:01:18,290
+المرفوظة الموجودة حول السيناير وان الماكنة تكفيت
+
+17
+00:01:18,290 --> 00:01:23,310
+في نقطة على ال axis اللى هي النقطة اللى معلمنيا
+
+18
+00:01:23,310 --> 00:01:28,030
+بيه بيه على الواقع ال axis on وماله بنطبق على ال z
+
+19
+00:01:28,030 --> 00:01:33,850
+axisطبعا النقطة B ممكن انا اجيب الزاوية اللى بتحد
+
+20
+00:01:33,850 --> 00:01:38,770
+مابين النقطة B و اطراف ال solenoid اللى هو الحط
+
+21
+00:01:38,770 --> 00:01:42,590
+مابين النقطة B و لو اللى ناتج عنها المجلة field من
+
+22
+00:01:42,590 --> 00:01:46,610
+النقطة اللى عند طرف الاقصى اليمين الزاوية هلاقيها
+
+23
+00:01:46,610 --> 00:01:51,430
+بسميها θ2 و الزاوية المابين النقطة اللى بتحسب
+
+24
+00:01:51,430 --> 00:01:54,250
+عندها المجلة field و طرف ال solenoid اللى هو اقصى
+
+25
+00:01:54,250 --> 00:01:58,230
+الشمال هسميها θ1 مابين ال axis اللى هو ال z axis و
+
+26
+00:01:58,230 --> 00:02:04,920
+النقطةوالزاوية بين اي element هاخده اسميه dz هذا
+
+27
+00:02:04,920 --> 00:02:08,680
+ال element و النقطة بتحسب عندها المجلة ال field مع
+
+28
+00:02:08,680 --> 00:02:13,140
+ال z axis هسميها theta تمام اول حاجة اهم اشي في
+
+29
+00:02:13,140 --> 00:02:16,480
+الصينات ان انا اعرف ان كيف ده اتعامل مع ال problem
+
+30
+00:02:16,480 --> 00:02:22,330
+هاي اول مطالب منهاانه ال magnet field عند اي نقطة
+
+31
+00:02:22,330 --> 00:02:27,170
+بي سوى ni على اتنين بكساين ست تنين نقص كساين ستة
+
+32
+00:02:27,170 --> 00:02:31,330
+واحد واتجاهه ال z axis طبعا ال z axis هذه احنا
+
+33
+00:02:31,330 --> 00:02:35,230
+فاهمينها قولنا احنا بنلف ايدنا حسب اللي هي right
+
+34
+00:02:35,230 --> 00:02:38,730
+hand rule اتجاه ال current لو كان على axis بنحط
+
+35
+00:02:38,730 --> 00:02:41,950
+اللي هو ال thumb تبعنا ال current و ايدنا بتمثل ال
+
+36
+00:02:41,950 --> 00:02:44,770
+magnet field فدقت عشان اعرف اتجاه ال magnet field
+
+37
+00:02:44,770 --> 00:02:49,820
+بلف ايدي مع التيار التيارطالع من هنا و داخل هنا،
+
+38
+00:02:49,820 --> 00:02:52,660
+إيش هتكون لفة إيدي؟ طالع من هنا و داخل .. و اين
+
+39
+00:02:52,660 --> 00:02:55,540
+تجهة ال magnetic field؟ في تجاه ال z-axis، هاي
+
+40
+00:02:55,540 --> 00:02:58,040
+تجهة ال magnetic field، احنا عارفينه already، لإنه
+
+41
+00:02:58,040 --> 00:03:02,620
+من ال right hand rule، القرن طالع من هنا و داخل في
+
+42
+00:03:02,620 --> 00:03:07,150
+تجهة التطبيق، إذا هاتجهة من هناحيث أن من هي أن هي
+
+43
+00:03:07,150 --> 00:03:11,170
+عدد اللفات per unit length يعني لو أخدتلي طول معين
+
+44
+00:03:11,170 --> 00:03:15,490
+ال هيكون عدد اللفات per unit length اللي هي أن أن
+
+45
+00:03:15,490 --> 00:03:19,050
+من كل عدد اللفات اعدي أن من اللفات أن per unit
+
+46
+00:03:19,050 --> 00:03:23,220
+length هعطيني small أنوستة واحد وستة اتنين عرفناهم
+
+47
+00:03:23,220 --> 00:03:27,680
+وستة اتنين هي الزاوية اللى بتحد ال solenoid من
+
+48
+00:03:27,680 --> 00:03:30,800
+أقصى اليمين اللى هو يعني الخط الزاوية بين الخط
+
+49
+00:03:30,800 --> 00:03:34,040
+الواصل بين ال magrav field المور في أقصى اليمين ال
+
+50
+00:03:34,040 --> 00:03:37,040
+current عند أقصى يمين ال solenoid و النقطة البقية
+
+51
+00:03:37,040 --> 00:03:40,460
+عند ال magrav field مع ال z axis هى ستة اتنين وستة
+
+52
+00:03:40,460 --> 00:03:44,720
+واحد بالمتل اللى مع طرف الأقصى اليسار تبع ال
+
+53
+00:03:44,720 --> 00:03:49,220
+solenoid تمام اش كمان بقولنا كمان illustrate
+
+54
+00:03:50,960 --> 00:03:54,580
+الأشياء ذات إذا كان L أكبر بكتير من L هو طول
+
+55
+00:03:54,580 --> 00:03:57,200
+السيلونويد زي ما انتوا شايفينه إذا كان أكبر بكتير
+
+56
+00:03:57,200 --> 00:04:00,420
+من L هو نصف طول السيلونويد هتتبسط هاي المعادلة
+
+57
+00:04:00,420 --> 00:04:04,280
+لأكتشر 1000 في I على طول و اتجاهها بتغير عشان هو Z
+
+58
+00:04:04,280 --> 00:04:10,360
+هذا أول حاجة بنتعامل معها ان السيلونويد هو مجموعة
+
+59
+00:04:10,360 --> 00:04:14,300
+من circular loops ملاسقين في بعض مكترتهم كأنهم
+
+60
+00:04:14,300 --> 00:04:18,940
+continuous loops يعني بعضها راحت DZ زي ما انتوا
+
+61
+00:04:18,940 --> 00:04:23,980
+شايفين هي DZواللي بيحد ما بين هذا ال element اللي
+
+62
+00:04:23,980 --> 00:04:28,240
+أخدته و النقطة بيحسب عندها ال magnet field مع
+
+63
+00:04:28,240 --> 00:04:32,080
+الذبذ أكسر زاوية بنسميها z تمام؟ اذا مين ال
+
+64
+00:04:32,080 --> 00:04:35,860
+element تبعي؟ ال element تبعي هاخده اللي هو dH هو
+
+65
+00:04:35,860 --> 00:04:38,660
+ال magnet field الناتج من مين؟ من ال loop ان
+
+66
+00:04:38,660 --> 00:04:42,020
+النقطة بيه المagnet فيها لو انا اتخيلت عند الذبذ
+
+67
+00:04:42,020 --> 00:04:46,440
+هاي النقطة عندي ذبز هاي دي ذبز بتاعتي وهي نقطة عند
+
+68
+00:04:46,440 --> 00:04:49,640
+ال loop وهذا ال loop هو ال element تبعي اذا ال dH
+
+69
+00:04:49,640 --> 00:04:52,780
+هيكون هوالـ magnetic field اللى ناتجة على هذه
+
+70
+00:04:52,780 --> 00:04:56,700
+النقطة من وين؟ من ال loop اللى هو الحسب في المثال
+
+71
+00:04:56,700 --> 00:04:59,100
+السابق و اللى حسبته في ال .. في ال .. في ال .. في
+
+72
+00:04:59,100 --> 00:05:06,780
+البيت طبعا فإذا DH هيكون هو ال magnetic field اللى
+
+73
+00:05:06,780 --> 00:05:11,780
+ناتج من رنك اللى ال thickness تبعه DZ أو DL هيكون
+
+74
+00:05:11,780 --> 00:05:16,060
+I فهو كذبع I ρو تربية كنا ماخدين ال radius تبع ال
+
+75
+00:05:16,060 --> 00:05:21,940
+loopI A تربيه على اتنين A تربيه زي زي تربيه اقوى
+
+76
+00:05:21,940 --> 00:05:29,140
+تلاتة ع اتنين و DL لان انا انادي D HZ تمام اعوض عن
+
+77
+00:05:29,140 --> 00:05:35,720
+ايش عن DL DL هي عبارة عن NDZ DL هي عبارة عن NDZ
+
+78
+00:05:35,720 --> 00:05:40,880
+اللى هو جزئية DL اللى هي النقطة اللى على ال hoop
+
+79
+00:05:40,880 --> 00:05:47,880
+تبعى عبارة عن NDZتمام حلت عشان اجيب ال HZ بتبدأ
+
+80
+00:05:47,880 --> 00:05:52,420
+كامل يعني البداية كذلك البداية ان اول حاجة بتخيل
+
+81
+00:05:52,420 --> 00:05:56,180
+ايش هي انها ضارع ال ringات و كل ring بتأثر على
+
+82
+00:05:56,180 --> 00:05:58,360
+magnet field احد هذه النقطة ب magnet field اكيد
+
+83
+00:05:58,360 --> 00:06:01,540
+magnet field اللي من ال ring اذا ال element هو من
+
+84
+00:06:01,540 --> 00:06:02,260
+ال ring
+
+85
+00:06:06,970 --> 00:06:09,870
+التغير او ال element بتاعي هو dH بكارنوت بتعطينا
+
+86
+00:06:09,870 --> 00:06:13,890
+كل المعلن فيه للنتج عند النقطة بتاعتي DL هي N DZ
+
+87
+00:06:13,890 --> 00:06:18,230
+اذا بعوض عن N اللي هي capital N على L زي ما هو
+
+88
+00:06:18,230 --> 00:06:20,970
+عرفنا إياها اللي هي number of rings per unit
+
+89
+00:06:20,970 --> 00:06:27,170
+length بDZعشان ان كامل هذا ال integration مجرد ان
+
+90
+00:06:27,170 --> 00:06:31,190
+هدا خلص ال مثال بس هذا اللي ما بعده هو قضية كيف
+
+91
+00:06:31,190 --> 00:06:34,590
+نأحل ال integral كما لو قولنا ان تان ثتا من هى تان
+
+92
+00:06:34,590 --> 00:06:37,950
+ثتا هى ثتا التار دبعها المقابلة على المجاور قبل
+
+93
+00:06:37,950 --> 00:06:42,570
+مين و أكبر عن اين و ايه المجاور هو z اذا تان ثتا
+
+94
+00:06:42,570 --> 00:06:46,050
+هو ايه على z و اشتكب اتفاضلها عشان دي بدي z
+
+95
+00:06:47,770 --> 00:06:51,030
+سيكنتربير بس احنا بدنا ال z فبنشقلب بنحط ال z
+
+96
+00:06:51,030 --> 00:06:55,850
+بتسوء a على ten theta فd z أشبه سوء a كسيكنتربير
+
+97
+00:06:55,850 --> 00:06:59,970
+لأن a على ten اللي هي مين كتان و تفاضل كتان minus
+
+98
+00:06:59,970 --> 00:07:04,430
+كسيكنتربير تتا دي ستة فده هي كسيكنتربير اذا d z هي
+
+99
+00:07:04,430 --> 00:07:08,990
+minus a كسيكنتربير التان تفاضلها سيكنتربير كتان
+
+100
+00:07:08,990 --> 00:07:11,950
+minus كسيكنتربير اذا احنا زي ما حكيتلكم
+
+101
+00:07:15,610 --> 00:07:20,470
+كيف أني بدي أحل ال integrationبحقوط عن هذه الأرقاب
+
+102
+00:07:20,470 --> 00:07:25,690
+اللي حصلت عنها بحصل على حجم مبسط جدا ل dz minus ni
+
+103
+00:07:25,690 --> 00:07:30,450
+على 2 sin θ d6 مجرد ان اعوض عن اللي هي أن tan θ a
+
+104
+00:07:30,450 --> 00:07:34,830
+على z او z بساوي a كتان ثتا و التفاضل اعوض عنها
+
+105
+00:07:34,830 --> 00:07:38,490
+لان زى ما تشوفين هدا بروح مع هدا و ال a تربية
+
+106
+00:07:38,490 --> 00:07:43,770
+بتروح مع ال a تربية لو عوضت عن dz ايش بيظل عندي in
+
+107
+00:07:43,770 --> 00:07:48,450
+على 2 sin θ d6 واضح؟
+
+108
+00:07:50,790 --> 00:07:54,190
+لما اجي اكمل ستة منهم بدي اكملها من ستة واحد لستة
+
+109
+00:07:54,190 --> 00:07:59,450
+اتنين ناقص ن I على اتنين ال sign ايش تكمل ال sign
+
+110
+00:07:59,450 --> 00:08:02,970
+اللي هو ال cosine او minus cosine minus cosine
+
+111
+00:08:02,970 --> 00:08:08,110
+تفضلها بتاعتنا ال sign فبتروح ال minus مع ال sign
+
+112
+00:08:08,110 --> 00:08:11,610
+ب cosine اعوض على ال cosine ستة اتنين minus يعني
+
+113
+00:08:11,610 --> 00:08:13,650
+ال cosine ستة اتنين minus ال cosine ستة واحدة
+
+114
+00:08:13,650 --> 00:08:18,030
+المشكلة اذا ال H اللي هي تجاهة بالزد اكسسهي Ni على
+
+115
+00:08:18,030 --> 00:08:22,750
+2 Cos 6 N minus Cos 6 1 Z hat زي ما هو طالب هو هيك
+
+116
+00:08:22,750 --> 00:08:27,370
+طالب بالنسبة اذا كل الفكرة ان اتخيل ان Solenoid
+
+117
+00:08:27,370 --> 00:08:31,510
+عبارة عن رنجات و اخد دي actual magnetic field ناتج
+
+118
+00:08:31,510 --> 00:08:33,390
+من واحد من هاد دولار رنجات
+
+119
+00:08:38,160 --> 00:08:40,840
+طب الخطوة التانية طالب مننا اللى هى انه لما تصير
+
+120
+00:08:40,840 --> 00:08:43,720
+قال اكبر كتير من اى فعشان هيك انا بدي اجيب علاقة
+
+121
+00:08:43,720 --> 00:08:46,500
+بين مين قاله ايه مافيش هنا في هذه العلاقة اللى
+
+122
+00:08:46,500 --> 00:08:49,480
+قدامى علاقة بين قاله ايه من هم بدي اجيبها من قيم
+
+123
+00:08:49,480 --> 00:08:52,640
+ال cosine اذا تطلع على cosine ستة واحد و cosine
+
+124
+00:08:52,640 --> 00:08:55,720
+ستين طبعا هو ايش حاجة اول حاجة بدي اجيبها عند ال
+
+125
+00:08:55,720 --> 00:08:57,440
+center لأنه عند ال center
+
+126
+00:09:02,360 --> 00:09:06,400
+اللي هي at the center of the solenoid هو بده إذا
+
+127
+00:09:06,400 --> 00:09:09,440
+كانت L أكبر من A at the center of the solenoid
+
+128
+00:09:09,440 --> 00:09:12,500
+فإذا بده أروح للcenter يعني أتخيل بيه صار تمام عند
+
+129
+00:09:12,500 --> 00:09:15,200
+ال center of the solenoid يعني صار على شمالها
+
+130
+00:09:15,200 --> 00:09:19,260
+ويمينها L على 2 فهذه اللحظة إيش بيصير في ستة واحد
+
+131
+00:09:19,260 --> 00:09:22,380
+وستة اتنين هاي الرسمة هنا لما تصير بيه في ال
+
+132
+00:09:22,380 --> 00:09:25,520
+center تبع ال solenoid cosine ستة واحد و cosine
+
+133
+00:09:25,520 --> 00:09:28,900
+ستة اتنين بيساوي بعض و بيشارع سالبة لإن كل واحدة
+
+134
+00:09:28,900 --> 00:09:35,610
+إش بتمامه بيكون L على 2وعلى مين اللي هو الوطر اللي
+
+135
+00:09:35,610 --> 00:09:39,610
+هو عبارة عن آن تربية زائد أقل على اتنين تربية تحت
+
+136
+00:09:39,610 --> 00:09:47,150
+الجزر صح؟ لو احنا زحفت هذه النقطة هسترونويد وصارت
+
+137
+00:09:47,150 --> 00:09:52,090
+D المتصرف يعني ما صار ليه D أقل على اتنين ما صارت
+
+138
+00:09:52,090 --> 00:09:55,730
+كلها دي مجرد رياضيات يعني قبل هيك هو الحاجة
+
+139
+00:09:55,730 --> 00:10:01,400
+المفيدة هي θتة واحد وهي ثتة ثمانيةكل واحدة جيب
+
+140
+00:10:01,400 --> 00:10:05,960
+تلوها إيش هو المجاور على وطن هو جزر التنبيه لإيه
+
+141
+00:10:05,960 --> 00:10:10,440
+تنبيه زي أقل على 2 ويكون تنبيه بس الفرق منهم واحدة
+
+142
+00:10:10,440 --> 00:10:14,320
+سالبة لأنها جيب ليه أكتر من تسعين فهي جيب تلوها
+
+143
+00:10:14,320 --> 00:10:17,060
+سالب وهي جيب تلوها مجاور أما التنتين جيب تلوهم
+
+144
+00:10:17,060 --> 00:10:20,980
+اللي هو ألعلى على 2 ويقل وطنهم لذا هم بيساووا واحد
+
+145
+00:10:20,980 --> 00:10:23,520
+لكن ال cosine ستة تنين بيساووا سالق cosine ستة
+
+146
+00:10:23,520 --> 00:10:26,920
+واحد اللي هو إيش بيساوي المجاور اللي هو ألعلى على
+
+147
+00:10:26,920 --> 00:10:31,850
+2 على مين المجاوربس الكتر كيساين الكساين الوقال
+
+148
+00:10:31,850 --> 00:10:37,690
+على اتنين على الوتر لو عوضنا عن كساين ستة اتنين
+
+149
+00:10:37,690 --> 00:10:40,530
+كساين ستة واحد ايش بيصير واحدة منهم سلب التانية
+
+150
+00:10:40,530 --> 00:10:43,690
+كساين ستة واحد اتنين بتساوي سلب كساين ستة واحد
+
+151
+00:10:43,690 --> 00:10:47,490
+فبيصير عندي مجموع اتن تان كساين ستة اتنين بتساوي
+
+152
+00:10:47,490 --> 00:10:52,050
+سلب كساين ستة واحد فبيصير عندي minus ni على اتنين
+
+153
+00:10:52,050 --> 00:10:56,700
+الف كساين ستة مينالتي هي 2 او كسين سيتا واحد لان
+
+154
+00:10:56,700 --> 00:10:59,900
+كسين سيتا واحد اللي احنا متأكدة هي L على 2 فناخدها
+
+155
+00:10:59,900 --> 00:11:04,180
+هي فبعوض عن كسين سيتا تينين على هيك حاجات minus
+
+156
+00:11:04,180 --> 00:11:07,980
+سيتا واحد اللي هي مينج بتعمل سيتا واحد L على 2 على
+
+157
+00:11:07,980 --> 00:11:11,700
+اللي هو جزر التربيه لأي تربيه زي L تينين على أربع
+
+158
+00:11:11,700 --> 00:11:16,300
+تحت الجزر فهي كسين سيتا تينين كسين سيتا تينين
+
+159
+00:11:16,300 --> 00:11:19,790
+الموجبة و سيتا واحد اللي هي السالبةعشان هيك احنا
+
+160
+00:11:19,790 --> 00:11:26,310
+عوضنا لـcosθ2 cosθ1 تبدأ لـcosθ2 cosθ2 ليه هذه
+
+161
+00:11:26,310 --> 00:11:35,110
+الحادة هي L على 2 L على 2 على جزر التربيه لإيه
+
+162
+00:11:35,110 --> 00:11:38,330
+التربيه L على 2 L على 2 لإيه التربيه لإيه التربيه
+
+163
+00:11:38,330 --> 00:11:38,970
+لإيه التربيه لإيه التربيه لإيه التربيه لإيه
+
+164
+00:11:38,970 --> 00:11:39,290
+التربيه لإيه التربيه لإيه التربيه لإيه التربيه
+
+165
+00:11:39,290 --> 00:11:39,290
+لإيه التربيه لإيه التربيه لإيه التربيه لإيه
+
+166
+00:11:39,290 --> 00:11:39,290
+التربيه لإيه التربيه لإيه التربيه لإيه التربيه
+
+167
+00:11:39,290 --> 00:11:43,470
+لإيه التربيه لإيه التربيه لإيه التربيه لإيه التر
+
+168
+00:11:44,870 --> 00:11:48,890
+بصير اتنين كوصين ستة اتنين اي بعوض عن كوصين ستة
+
+169
+00:11:48,890 --> 00:11:51,550
+واحد بسب كوصين ستة اتنين فبصير plus كوصين ستة
+
+170
+00:11:51,550 --> 00:11:54,830
+اتنين لو تصير اتنين ن اي على اتنين ال بتروح
+
+171
+00:11:54,830 --> 00:11:58,310
+الاتنين مع اتنين لو تصير ن اي على ال كوصين ستة
+
+172
+00:11:58,310 --> 00:12:00,890
+اتنين اللى هى مين كوصين ستة اتنين ال على اتنين على
+
+173
+00:12:00,890 --> 00:12:06,990
+الجزر نعود فى H زى ما انا عوضت بتاعكم هتكون I n أل
+
+174
+00:12:06,990 --> 00:12:10,950
+على اتنين ا تربيه زى ده تربيه على أربع تحت الجزر
+
+175
+00:12:10,950 --> 00:12:16,560
+طريقة الاتجاه Z hat تمامالتاني بتيجي من أقل على
+
+176
+00:12:16,560 --> 00:12:20,140
+اتنين لان اتنين كوساين بتضيع التاني اللي هنا وفيه
+
+177
+00:12:20,140 --> 00:12:25,360
+الاقل على اتنينهل إنت لو كانت L أكبر بكتير من A L
+
+178
+00:12:25,360 --> 00:12:28,720
+كبير كتير لأن دول صعار infinity صعار طوله infinity
+
+179
+00:12:28,720 --> 00:12:33,460
+لكن قطره ضاله A نص قطره إيش بيصير؟ L كبيرة كتير
+
+180
+00:12:33,460 --> 00:12:37,200
+بالنسبة ل A بحمل ال A بتصير تقريبا سفر ال A
+
+181
+00:12:37,200 --> 00:12:41,220
+بالنسبة لل links فإيش بيصير هذا؟ L على 2 هى بتروح
+
+182
+00:12:41,220 --> 00:12:46,320
+السفر بيصير IML على 2 وهى بتطلع من دحت جزر L على 2
+
+183
+00:12:46,320 --> 00:12:49,000
+التنين بتروح مع التنين و L بتروح مع ال L بيظهر مين
+
+184
+00:12:49,000 --> 00:12:50,940
+M في I واضح؟
+
+185
+00:13:01,480 --> 00:13:10,220
+هو I NL على 2L تربيه على 4 تحت الجسر سبقها هذي
+
+186
+00:13:10,220 --> 00:13:14,600
+تصير I NL على 2L على 2
+
+187
+00:13:24,290 --> 00:13:27,810
+لو عوضنا عن N انها capital N per unit length
+
+188
+00:13:27,810 --> 00:13:30,890
+فهتكون ال magnetic field عند ال center تبع ال
+
+189
+00:13:30,890 --> 00:13:34,330
+solenoid infinite solenoid مش اللي هو ال finite
+
+190
+00:13:34,330 --> 00:13:38,390
+infinite solenoid بيكون ال magnetic field عند ال
+
+191
+00:13:38,390 --> 00:13:43,810
+center بيساوي عدد اللفات في ال current على طول ال
+
+192
+00:13:43,810 --> 00:13:45,690
+solenoid في اتجاه ال z hat
+
+193
+00:13:48,920 --> 00:13:52,740
+ميجي لانبيرز سيركت لاو او Maxwell's equation
+
+194
+00:13:52,740 --> 00:13:56,080
+انبيرز لاو ايش بقولنا انه ال integration او ال
+
+195
+00:13:56,080 --> 00:13:59,740
+clause integral لل tangential magnetic field على
+
+196
+00:13:59,740 --> 00:14:01,740
+closed path ال tangential magnetic field على
+
+197
+00:14:01,740 --> 00:14:04,420
+closed path ايش معناه؟ تت ال product H تت ال
+
+198
+00:14:04,420 --> 00:14:07,290
+closed pathطبت اللي هو ال element في ال closed
+
+199
+00:14:07,290 --> 00:14:10,190
+path اذا ال integration لل tangential component
+
+200
+00:14:10,190 --> 00:14:12,730
+around a closed path بتساوي مين ال enclosed
+
+201
+00:14:12,730 --> 00:14:17,990
+current بتساوي التيار اللي في قلب ال loop او ال
+
+202
+00:14:17,990 --> 00:14:22,130
+closed path عشان يكون نوع ال closed path اذا I
+
+203
+00:14:22,130 --> 00:14:27,920
+enclosed بتساوي ال closed pathالـ h.dl لو استخدمت
+
+204
+00:14:27,920 --> 00:14:32,280
+stock theorem بتقول
+
+205
+00:14:32,280 --> 00:14:35,280
+الـ closed path لل field.dl بيساوي ال surface
+
+206
+00:14:35,280 --> 00:14:40,400
+integral لكل ال field.ds
+
+207
+00:14:47,000 --> 00:14:49,560
+الـ Current هو عبارة عن Surface Integral لـ
+
+208
+00:14:49,560 --> 00:14:52,860
+Current Density دو الـ Ds لو قررنا ال two
+
+209
+00:14:52,860 --> 00:14:56,180
+equations بلاقى ان ال Surface Integral لكرل الـ H
+
+210
+00:14:56,180 --> 00:14:59,860
+بالـ Ds بيساوي Surface Integral لجهده الـ Ds لإنهم
+
+211
+00:14:59,860 --> 00:15:04,220
+بيساوي ال enclosed current من Amberslaw اللي هو
+
+212
+00:15:04,220 --> 00:15:07,620
+هيتعريفه Amberslaw اللي هو ال clause line لتنجش ال
+
+213
+00:15:07,620 --> 00:15:10,140
+component ما يفيض around a clause بس هو enclosed
+
+214
+00:15:10,140 --> 00:15:14,860
+استنتجت انكرل الـ H بيساوي جهد هذه بنسميها third
+
+215
+00:15:14,860 --> 00:15:18,570
+Maxwell's equationthird Maxwell's equation صار لنا
+
+216
+00:15:18,570 --> 00:15:22,050
+تلاتة Maxwell's equation اذا كل اتش بيساوي جيه؟
+
+217
+00:15:22,050 --> 00:15:26,130
+ايش مستنتج انه كل اتش بيساوي جيه؟ انه اول هي مالها
+
+218
+00:15:26,130 --> 00:15:30,370
+rotational كلها لا يساوي صفر فهي rotational و حاجة
+
+219
+00:15:30,370 --> 00:15:33,650
+تانية انها non conservative انا بقول لأ ال
+
+220
+00:15:33,650 --> 00:15:37,250
+electric field كل ال E بيساوي zero هو قولنا ماله
+
+221
+00:15:37,250 --> 00:15:41,910
+irrotational بيلفشوكمان conservative لكن ال
+
+222
+00:15:41,910 --> 00:15:45,690
+magnetic field curl H بساوة J فهو ماله أولا إله
+
+223
+00:15:45,690 --> 00:15:49,610
+curl curlه rotational يعني و تاني حاجة is not
+
+224
+00:15:49,610 --> 00:15:50,310
+conservative
+
+225
+00:15:56,930 --> 00:15:59,710
+لو احنا اعتبر النوبة دي انها ب infinitely long
+
+226
+00:15:59,710 --> 00:16:03,530
+filament او wire يعني بنسميها filament او wire
+
+227
+00:16:03,530 --> 00:16:06,790
+اللي مور فيها تيار اه اذا ما انتوا شايفينها رسمها
+
+228
+00:16:06,790 --> 00:16:10,390
+وناخد ال filament واقع على ال z axis اذا ال
+
+229
+00:16:10,390 --> 00:16:12,930
+filament بتاعتي او ال wire اللي مور فيه تيار واقع
+
+230
+00:16:12,930 --> 00:16:16,110
+على ال z axis نفس القضية بقدر احدد اتجاه magnetic
+
+231
+00:16:16,110 --> 00:16:19,590
+field على طول من ال right hand rule ال current على
+
+232
+00:16:19,590 --> 00:16:22,070
+ال z axis و الاتجاه ال magnetic field اتجاه أيدي
+
+233
+00:16:22,070 --> 00:16:25,670
+اللي هو ايش هيكون اتجاه فيهات انه هي raw hat
+
+234
+00:16:29,910 --> 00:16:33,390
+فالاتجاه counter clockwise هتكون الـ Phi hat لو
+
+235
+00:16:33,390 --> 00:16:37,310
+كان لتحت هتكون minus Phi hat تمام؟ اذا احنا
+
+236
+00:16:37,310 --> 00:16:40,650
+المجنون الكبير طبعنا هيكون بلف حوالين ال wire
+
+237
+00:16:40,650 --> 00:16:44,810
+اتجاه ال Phi hat لو انا بتاخد اللي هو ال current
+
+238
+00:16:44,810 --> 00:16:47,710
+احنا ايش قايل ان ال current بيساوي؟ ال current
+
+239
+00:16:47,710 --> 00:16:51,650
+بيساوي ال clause integral ل H2TL اللي هو ايش
+
+240
+00:16:51,650 --> 00:16:56,710
+هيساوي؟ ال DL بتذكرين ال DL ايش بتساوي؟ rho D Phi
+
+241
+00:17:02,790 --> 00:17:09,590
+DL قوس رو دي فاي واتجاه فاي هات فاي هات وعندي
+
+242
+00:17:09,590 --> 00:17:13,110
+الماقن فيلد انه في اتجاه فاي هات لازم هيكون H5 فاي
+
+243
+00:17:13,110 --> 00:17:18,110
+هات ال product تبعهم هو H5 رو دي فاي رو constant
+
+244
+00:17:18,110 --> 00:17:22,650
+لانها ring هذهالـ rho تبقى حسب مين بتغير ال phi من
+
+245
+00:17:22,650 --> 00:17:26,990
+zero ل two pi فهذا هتكون H phi two pi rho وبالتالي
+
+246
+00:17:26,990 --> 00:17:31,910
+H vector بتسوي I على two pi rho فى اتجاه ال πهاد،
+
+247
+00:17:31,910 --> 00:17:36,970
+فهذا ال magnetic field اللى ناتج من filament موقع
+
+248
+00:17:36,970 --> 00:17:38,130
+على z اكسس
+
+249
+00:17:42,090 --> 00:17:45,070
+لو انا بدى احسب ال magnetic field اللى ناتج من مين
+
+250
+00:17:45,070 --> 00:17:48,190
+من sheet انا عندى sheet هال اتا و هذا ال sheet
+
+251
+00:17:48,190 --> 00:17:51,630
+ماله infinitely بتمدد infinitely اتجاه ال X و ال Y
+
+252
+00:17:51,630 --> 00:17:57,690
+واقع ان Z equal 0 واقع ان Z equal 0 و بدى احسب ال
+
+253
+00:17:57,690 --> 00:18:01,630
+magnetic field اللى ناتج من هذه ال sheet اللى
+
+254
+00:18:01,630 --> 00:18:04,610
+بيهور فيها ال current زى ما انتوا شايفينه surface
+
+255
+00:18:04,610 --> 00:18:09,280
+currentكي بتساوي ky ay يعني اتجاهه يعني هذا ال
+
+256
+00:18:09,280 --> 00:18:12,120
+surface كانت أول الحاجة يعني لانفهمها ان انا بقدر
+
+257
+00:18:12,120 --> 00:18:16,740
+اعتبره انه حطوط من filaments يعني هو اعباره عن
+
+258
+00:18:16,740 --> 00:18:24,980
+تيار بتطفوق على ال surface بتاع ال sheet عايزة
+
+259
+00:18:24,980 --> 00:18:29,320
+نفسي اكتر حقيبتي يعني فانا ايش ممكن اتخيله انه كل
+
+260
+00:18:29,320 --> 00:18:33,120
+واحد هو مثل اياش filament نفس السؤال اللي السابق
+
+261
+00:18:33,950 --> 00:18:39,130
+أتخيلوا خطوط كل حط ماله حامل current density درها
+
+262
+00:18:39,130 --> 00:18:44,630
+ky و y hat هي اتجاه ال current بتضغط في اتجاه ال y
+
+263
+00:18:44,630 --> 00:18:48,530
+direction اذا هفترضوا ال surface هذا عبارة عن
+
+264
+00:18:48,530 --> 00:18:53,010
+filaments يعني خطوط نقل زي اللي هو في المثال اللي
+
+265
+00:18:53,010 --> 00:18:58,190
+قبله filaments اللي ملزقين في بعض فهم بيعملولي ال
+
+266
+00:18:58,190 --> 00:19:04,520
+plan و ال current هو current densityكي ويهات الهى
+
+267
+00:19:04,520 --> 00:19:08,420
+current per length and inverse per meter الهى ال
+
+268
+00:19:08,420 --> 00:19:12,860
+current density اللى هناخدله فى هالحالة ال
+
+269
+00:19:12,860 --> 00:19:16,100
+symmetry تبع ال problem هاخد rectangle مش هاخد
+
+270
+00:19:16,100 --> 00:19:19,520
+استوانه هاخد rectangular لإن هى عندى ال surface
+
+271
+00:19:19,520 --> 00:19:25,480
+مربعة مش دائرة مش هو ولا دائرة مليانة ال surface
+
+272
+00:19:25,480 --> 00:19:28,740
+تبعى مربع فده ال symmetry هاخد اللى هو زى ما كنتوا
+
+273
+00:19:28,740 --> 00:19:33,820
+شايفين المستطيل اللى قدامىاللي بتحسب عليه لإنه
+
+274
+00:19:33,820 --> 00:19:38,140
+احنا عارفين انه هيكون magnet field حوالاه طال إيه
+
+275
+00:19:38,140 --> 00:19:40,220
+طال يعني مش هيكون في البلاد
+
+276
+00:19:50,060 --> 00:19:52,880
+عشان انا افهم ايش اللي بيصير احنا قلنا ايش هسويه
+
+277
+00:19:52,880 --> 00:19:59,000
+هم file elements فهي انا بتقعد ال x axis ال dress
+
+278
+00:19:59,000 --> 00:20:02,340
+ده تبسيط هي ال x axis عندى انا two file elements
+
+279
+00:20:02,340 --> 00:20:04,360
+واحدة بتقطع من هنا و واحدة بتقطع من هنا
+
+280
+00:20:11,670 --> 00:20:14,870
+فهي الـ filament اللى عندها هذه النقطة والـ
+
+281
+00:20:14,870 --> 00:20:18,530
+filament اللى عندها هذه النقطة بالتمام او اي نقطة
+
+282
+00:20:18,530 --> 00:20:21,050
+تانية مش فارقة يعني بس ناخد دولة النقطة تانية
+
+283
+00:20:21,050 --> 00:20:25,590
+قسمها بساعة ولو اخد المربع اكبر او اصغر اخد اي
+
+284
+00:20:25,590 --> 00:20:31,210
+نقطة تانية على ال axis اي نقطة تانية واضح؟ على ال
+
+285
+00:20:31,210 --> 00:20:34,330
+X axis ايش شكلهم التانية؟ كيف بيقطعوا ال X axis؟
+
+286
+00:20:34,330 --> 00:20:38,330
+هاي ال X axis بيقطعوا التانية طالعين منها التانية
+
+287
+00:20:38,330 --> 00:20:43,300
+طالعين منها فهذه ال X axisهذا X-axis وهذه ال
+
+288
+00:20:43,300 --> 00:20:46,680
+filaments اللي تنتهي من هنا طالعين من هنا وهذه
+
+289
+00:20:46,680 --> 00:20:50,500
+الواحدة وهذه التانية two filaments على ال X-axis
+
+290
+00:20:50,500 --> 00:20:58,900
+وتنتين طالعين من هنا ومن هنا كل
+
+291
+00:20:58,900 --> 00:21:01,780
+filament لحالها من المثال السابق أشهرنا ال
+
+292
+00:21:01,780 --> 00:21:06,760
+magnetic field ناتج منها هي دائرة
+
+293
+00:21:09,450 --> 00:21:11,950
+بنعمل نفس الحاجة لكل واحدة من هادولة ال fire mint
+
+294
+00:21:11,950 --> 00:21:15,130
+هاد ال fire mint المغناطك هي بالنتج منها
+
+295
+00:21:15,130 --> 00:21:19,350
+tangential لدائرة يعني إذا ما رسمتش الدائرة بتبقى
+
+296
+00:21:19,350 --> 00:21:25,950
+بسمها الدكتور يصعد
+
+297
+00:21:25,950 --> 00:21:29,190
+زي ال .. زي ال .. بيطلس مش مشكلة قريبة من الدائرة
+
+298
+00:21:29,190 --> 00:21:32,410
+صح؟ شوية قريبة من الدائرة ولا بيبقى قريبة من
+
+299
+00:21:32,410 --> 00:21:41,170
+الدائرة؟ قريبة؟ تشبهها؟ أسام فيه إيديعال ال z axis
+
+300
+00:21:41,170 --> 00:21:44,350
+او يعني قريب لو انا اتطلع اعيش ال magnet field
+
+301
+00:21:44,350 --> 00:21:47,510
+هلاقي انه عند اي نقطة مثلا لو أخدها ال z axis
+
+302
+00:21:47,510 --> 00:21:51,110
+واحده هتكون هنا و واحده هتكون هنا tangential
+
+303
+00:21:51,110 --> 00:21:55,470
+tangential لمين اللي اللي عندها نفس الشيء لو فكرت
+
+304
+00:21:55,470 --> 00:22:00,150
+في ال filament اللي هنا هيكون عندي برضه في دائرة
+
+305
+00:22:00,150 --> 00:22:06,990
+مافيش
+
+306
+00:22:06,990 --> 00:22:10,630
+فعلا بس هنكملهابس هذه الدائرة برضه المجنة الكفيل
+
+307
+00:22:10,630 --> 00:22:15,250
+تنتج عن هذه ال file من ال tangent لها طبعا هذا
+
+308
+00:22:15,250 --> 00:22:19,050
+الحكي بنطبق على كل ال filements اللي هو عيين على
+
+309
+00:22:19,050 --> 00:22:23,010
+ال x-axis صحيح؟ طبعا و طلعنا نعدلها to fields إذا
+
+310
+00:22:23,010 --> 00:22:26,070
+مثلا ما عارفين أنه عند أي نقطة هيكون فيه two
+
+311
+00:22:26,070 --> 00:22:30,050
+fields عند أي نقطة هيكون فيه two fields واحد ناتج
+
+312
+00:22:30,050 --> 00:22:35,210
+من مين؟ من ال filement فانا راح أدلها المجنة
+
+313
+00:22:35,210 --> 00:22:39,950
+الكفيل الناتج من هذا ال filementوحدة نجم من هذا
+
+314
+00:22:39,950 --> 00:22:47,050
+الوضع و وحدة نجم من هذا الوضع هاي ال 6 اكس اش
+
+315
+00:22:47,050 --> 00:22:53,430
+هلاحظ انه لو انا حللت ال h1 و ال h2 هيتكون في يدي
+
+316
+00:22:53,430 --> 00:22:59,710
+تلتي h1 component ال x و 1 في zواتشنين هيكون واحدة
+
+317
+00:22:59,710 --> 00:23:02,510
+في ال X واحدة في ال Z طب هم بيساوي بعض مافيش فرق
+
+318
+00:23:02,510 --> 00:23:05,090
+بين الفقرين في الأولى والتالى نفس التغيير بيقوموا
+
+319
+00:23:05,090 --> 00:23:08,790
+فيهم في اللي ع ز أكس اسمه هم هيروحوا هضلوا عندهم
+
+320
+00:23:08,790 --> 00:23:12,730
+ويعملوا في ال X axis نفس الشيء عند هذه النقطة هل
+
+321
+00:23:12,730 --> 00:23:16,690
+ألاحظ انه هيكون في واحدة في ال X واحدة في السالب X
+
+322
+00:23:16,690 --> 00:23:20,590
+اي واحدة في البسط Z واحدة في السالب Z والتنتين
+
+323
+00:23:20,590 --> 00:23:24,070
+هيكون هم component في البسط X اذا اللي على ال Z
+
+324
+00:23:24,070 --> 00:23:30,330
+axis جروبه اذا انت تلاحظ انه هيكون عندهمدائما
+
+325
+00:23:30,330 --> 00:23:36,310
+magnetic field في اتجاه ال X negative negative X
+
+326
+00:23:36,310 --> 00:23:40,310
+اللي هو لو أنا نظرت على Z ماعنها أكبر من صفر لو Z
+
+327
+00:23:40,310 --> 00:23:48,710
+موجبة و سالب لو Z أكبر من صفر اللي هي بُسط في X
+
+328
+00:23:48,710 --> 00:23:53,450
+سهل بُسط في X هتكون في بُسط في X و لو كانت Z أقل
+
+329
+00:23:53,450 --> 00:23:56,390
+من صفر هتكون في سالب X فانا احنا أخدنا هاي ال X
+
+330
+00:23:56,390 --> 00:23:57,770
+أحسس تمام؟
+
+331
+00:24:02,930 --> 00:24:06,490
+إذا لو أنا طلعت على above و below ال sheet هلاحظ
+
+332
+00:24:06,490 --> 00:24:10,690
+دائما هيكون عندى ارحمكم الله above ال sheet و
+
+333
+00:24:10,690 --> 00:24:12,930
+below ال sheet هيكون في عندي ال magnetic field
+
+334
+00:24:12,930 --> 00:24:18,310
+واحد هيكون positive والثاني negative اللى هو above
+
+335
+00:24:18,310 --> 00:24:21,450
+ال sheet هيكون موجة و اللى below ال sheet هيكون
+
+336
+00:24:21,450 --> 00:24:23,990
+سالم، واضح؟
+
+337
+00:24:39,760 --> 00:24:42,580
+الحاجة التانية انه احنا عارفين ان ال clause
+
+338
+00:24:42,580 --> 00:24:47,940
+integral ل H2DL ايش بيسموه I enclosed I enclosed و
+
+339
+00:24:47,940 --> 00:24:51,020
+I enclosed اذا أطلع عنوان I enclosed مش هيكون فيه
+
+340
+00:24:51,020 --> 00:24:54,500
+يمدى اي حاجة في اتجاه ال Z-axis ال I enclosed فعلا
+
+341
+00:24:54,500 --> 00:24:57,540
+من جنب بعيد و قدش period length هي احنا قدش الطول
+
+342
+00:24:57,540 --> 00:25:00,220
+تبعنا لو أخدت هذا المربع تبعي هذا ال clause boss
+
+343
+00:25:00,220 --> 00:25:06,250
+هو ال B يعني هيكون I enclosedkeep K وY في مين في
+
+344
+00:25:06,250 --> 00:25:10,270
+بيك عدد ال file elements كلهم مع بعض و ال unit
+
+345
+00:25:10,270 --> 00:25:14,430
+lengths كده ال links هيكون ال file elements واحدة
+
+346
+00:25:14,430 --> 00:25:17,610
+جانب التانية و جانب التانية و جانب التانية فكده هو
+
+347
+00:25:17,610 --> 00:25:22,590
+طول نبيك K اللي هي amps per meter و ال meter تبعي
+
+348
+00:25:22,590 --> 00:25:26,270
+او ال links تبعي هيكون ال بيك انا عملت اللي
+
+349
+00:25:26,270 --> 00:25:30,110
+element ال boss طوله بيك هيكون كل ال current
+
+350
+00:25:30,110 --> 00:25:34,730
+enclosed هو مين هذا ال current اللي هو KوY فمين
+
+351
+00:25:34,730 --> 00:25:38,830
+فمين تمام؟ واضحة هذه النقطة؟ اذا ماقدش ال current
+
+352
+00:25:38,830 --> 00:25:43,550
+enclosed اللي هو KY اللي هو M سبيرميتا في اي طول
+
+353
+00:25:43,550 --> 00:25:44,010
+اللي هو P
+
+354
+00:26:04,090 --> 00:26:07,490
+الان نعمل ال integration طبعا اش ما احنا استنتجناه
+
+355
+00:26:07,490 --> 00:26:10,790
+لحد الاية اول حاجة استنتجنا ان ال clause integral
+
+356
+00:26:10,790 --> 00:26:14,870
+h2tL بساوي ky بb وكمان حاجة استنتجناها من ال
+
+357
+00:26:14,870 --> 00:26:18,570
+symmetry لو أخدنا two filaments و حاولنا نحسب ال
+
+358
+00:26:18,570 --> 00:26:21,210
+magnetic field انه ال magnetic field واحد بيكون
+
+359
+00:26:21,210 --> 00:26:23,850
+above و واحد below عند اي نقطة لو عملت زبدة اكسس
+
+360
+00:26:23,850 --> 00:26:26,810
+هيك و لا هيك سحبته دلن ما هيكون عندى magnetic
+
+361
+00:26:26,810 --> 00:26:31,090
+field above موجة اتجاه القسط في Xو بالـ low سألكوش
+
+362
+00:26:31,090 --> 00:26:34,550
+كمان مجرد constant فيمة اتش نوت او مش constant
+
+363
+00:26:34,550 --> 00:26:38,510
+يعني رقم انا ماعرفهش بس متساوي فوق و تحت متساوي
+
+364
+00:26:38,510 --> 00:26:42,510
+أسواق فوق اللي هو ناتج من كل ال filaments اللي على
+
+365
+00:26:42,510 --> 00:26:46,450
+الدنيا من هنا لهنا هيكون ال total magnetic field
+
+366
+00:26:46,450 --> 00:26:49,630
+هده دي اتش لإن أنا بس خدته filaments لو حطت كل ال
+
+367
+00:26:49,630 --> 00:26:52,950
+filaments اللي محبوسين في ال links بيه هيكون عند
+
+368
+00:26:52,950 --> 00:26:58,090
+ال total etch هسمي اتش نوتواضح؟ أسوأ فوق ولا تحت،
+
+369
+00:26:58,090 --> 00:27:00,190
+أسوأ اللي في الاتجاه الـ positive X ولا الـ
+
+370
+00:27:00,190 --> 00:27:02,630
+negative X، بضعنا نعرف مين الـ H node، من هون
+
+371
+00:27:02,630 --> 00:27:04,650
+بتعرف الـ H node، ده من الـ symmetry اللي حكينا
+
+372
+00:27:04,650 --> 00:27:07,370
+عنه، احنا بنرجع القانون اللي قولنا ال clause
+
+373
+00:27:07,370 --> 00:27:13,950
+integral لH dot DL، إيش بتساوي؟ KY كبيرةبنكمل على
+
+374
+00:27:13,950 --> 00:27:18,610
+الـ buses الـ bus الأول من 1 إلى 2 ثم التكامل من 2
+
+375
+00:27:18,610 --> 00:27:22,670
+إلى 3 لأنه close bus ثم التكامل من 3 إلى 4 ثم
+
+376
+00:27:22,670 --> 00:27:26,030
+التكامل من 4 إلى 1 نحن نعرف أن magnetic field هذا
+
+377
+00:27:26,030 --> 00:27:29,990
+تجاههم يعني أننا نعمل tangential لأنه H to DL ال
+
+378
+00:27:29,990 --> 00:27:32,870
+magnetic field اللي نكتبه في ال X-axis إذن من 1
+
+379
+00:27:32,870 --> 00:27:35,650
+إلى 2 و من 3 إلى 4 اللي هم في تجاه Z-axis يكون
+
+380
+00:27:35,650 --> 00:27:39,980
+التكامل Zeroانه من السيمتري استنتجنا المجلة فيه
+
+381
+00:27:39,980 --> 00:27:45,280
+دوان ال X Axis اتجاهه اذا في الباصين 1 و 2 و 3 و 4
+
+382
+00:27:45,280 --> 00:27:48,720
+اللي هم على ال Z Axis ال dot product ل H اللي في
+
+383
+00:27:48,720 --> 00:27:53,240
+الاتجاه X dot Z ايش بده يكون سفر اذا هدولة و باصس
+
+384
+00:27:53,240 --> 00:28:00,170
+1 ل 2 و 3 ل 4 ال dot product H dot DL بيساو سفرمين
+
+385
+00:28:00,170 --> 00:28:03,750
+بقى علينا التكامل من اتنين تلاتة و اربعة واحد
+
+386
+00:28:03,750 --> 00:28:09,070
+التكامل من اتنين تلاتة H dot DL اتنين وتلاتة وهو
+
+387
+00:28:09,070 --> 00:28:13,530
+هذا اللي قاله سالب H في اتجاه سالب H ايش كانت ال
+
+388
+00:28:13,530 --> 00:28:19,050
+magnetic field اول حاجة الطول تبعنا اللي هو B
+
+389
+00:28:19,050 --> 00:28:24,150
+واتجاهه في سالب X minus B و ال magnetic field تحت
+
+390
+00:28:24,150 --> 00:28:27,350
+ال Z axis انا هذا اللي بدى اركز عليه تحت و فوق ال
+
+391
+00:28:27,350 --> 00:28:30,710
+Z axisتحت الـ z-axis قولنا إيش بيساوي minus h0
+
+392
+00:28:30,710 --> 00:28:36,930
+minus h0 تحت ال z-axis فهدي ال bus اتنين تلاتة
+
+393
+00:28:36,930 --> 00:28:41,790
+ماله تحت ال z-axis إذا قيمته minus h0 و طول طبعا
+
+394
+00:28:41,790 --> 00:28:44,710
+من اتنين لتلاتة إيش قيمته بيه باتجاهه ماله سالب x
+
+395
+00:28:44,710 --> 00:28:49,170
+إذا minus b فإذا عندي من اتنين لتلاتة minus h0
+
+396
+00:28:49,170 --> 00:28:53,190
+minus b ناقص h0 لإنه تحت ال z-axis و b لإنه تجاهها
+
+397
+00:28:53,190 --> 00:29:01,060
+بسالب xمضمين عندى من 4 على 1 فوق الـ positive
+
+398
+00:29:01,060 --> 00:29:05,800
+z axis فوق ال plan فوقه قولنا تحت ال plan و فوق ال
+
+399
+00:29:05,800 --> 00:29:10,100
+plan تحت ال plan سالبة فوق ال plan موجبة فوق ال
+
+400
+00:29:10,100 --> 00:29:13,860
+plan موجبة هي h0 و b مالها في ال positive x axis
+
+401
+00:29:13,860 --> 00:29:18,760
+فهيكون عندى minus h0 minus b0 اللى هي plus h0b و
+
+402
+00:29:18,760 --> 00:29:25,610
+h0b هيصير 2h0b إيش بتسوى هذه كلها kybهذه القيمة
+
+403
+00:29:25,610 --> 00:29:33,190
+الـ Closed Integral X و T L بتساوي KYPB اللي هي
+
+404
+00:29:33,190 --> 00:29:36,590
+عدد ال filaments اللي بتختربوا ال links بيه فإذا
+
+405
+00:29:36,590 --> 00:29:39,290
+أنا أكتش نوتش بها تساوي المشكلة اللي بعناها اعرفنا
+
+406
+00:29:39,290 --> 00:29:45,130
+فيه بتروح معادي هيكون KY على 2 فبجرب أجيب الفيل H
+
+407
+00:29:45,130 --> 00:29:50,310
+هيكون above ال plane هو فرصة أكتر من Zero نص KY
+
+408
+00:29:50,310 --> 00:29:51,370
+Xها
+
+409
+00:30:12,790 --> 00:30:17,530
+بشكل عام هذه العلاقة بقدر تبعها بشكل التالي نص كيه
+
+410
+00:30:17,530 --> 00:30:21,790
+اللي هو ال vector تبعنا اللي هو ال currentفي
+
+411
+00:30:21,790 --> 00:30:26,170
+حالتنا كان ky تجاهه cross انهات من هي انهات هو
+
+412
+00:30:26,170 --> 00:30:28,930
+unit vector directed from the current shape to the
+
+413
+00:30:28,930 --> 00:30:33,070
+point of interest هيتغير ايه انهات نيجي نطبقه على
+
+414
+00:30:33,070 --> 00:30:36,430
+المثال تبعنا كي علنا ايش تجاهها ky
+
+415
+00:30:47,470 --> 00:30:51,290
+من ال surface بالنقطة اللى انا بدى ادرس عندها ال
+
+416
+00:30:51,290 --> 00:30:57,070
+magnitude لتطلع فوق ال plane هذا طبعا نص T Y Y
+
+417
+00:30:57,070 --> 00:31:04,210
+cross فوق البندش هيكون ايه انها هيكون بوستر Z hat
+
+418
+00:31:04,210 --> 00:31:09,490
+Y hat يكون Z hat هيكون X hat
+
+419
+00:31:29,920 --> 00:31:35,160
+النور من الـplane لنقطة بدائيسة ماينوس اكروس
+
+420
+00:31:35,160 --> 00:31:41,180
+ماينوس زي دي
+
+421
+00:31:41,180 --> 00:31:46,320
+هذه هي العلاقة العامة اذا بشكل عام لما انا بتحسب
+
+422
+00:31:46,320 --> 00:31:50,200
+الماجنة دي ال field الناتج من ال surface current
+
+423
+00:31:50,200 --> 00:31:53,880
+بقى بطلع فوق ال plane و دولير ال plane وبحسب اللي
+
+424
+00:31:53,880 --> 00:32:02,390
+هو العلاقة العامةلو كان عندي الـ coaxial line لو
+
+425
+00:32:02,390 --> 00:32:06,750
+انا كان عندي مثال هيندي two lines او يعني two
+
+426
+00:32:06,750 --> 00:32:11,490
+conductors واحد هعمل طيار الطيار اللي في الداخلي
+
+427
+00:32:11,490 --> 00:32:16,530
+في ال coaxial cable ماله الطيار طالع هتجاه I طالع
+
+428
+00:32:16,530 --> 00:32:20,870
+بينما التاني اللي هم اللي هم بالازرق الطيار ماله
+
+429
+00:32:20,870 --> 00:32:25,030
+داخل وهذا قيلك انه طالع Z axis
+
+430
+00:32:26,990 --> 00:32:30,610
+الـ core في الـ core التيار مو يتعلق من الصفحة و
+
+431
+00:32:30,610 --> 00:32:34,930
+في اللي حولها داخل الصفحة و تعلق منها الـ magnetic
+
+432
+00:32:34,930 --> 00:32:39,450
+field ما بين الـ 0 و الـ B ليها الـ 0 و الـ B و
+
+433
+00:32:39,450 --> 00:32:45,590
+بعدين ما بين ال raw من A ل B هي أول حاجة من الـ 0
+
+434
+00:32:45,590 --> 00:32:50,240
+ل A بس فهي الـ A اللي محددنا إياها ليها ديبعدين
+
+435
+00:32:50,240 --> 00:32:53,960
+مابين ال A و ال B اللى هى هى ال region وبعدين
+
+436
+00:32:53,960 --> 00:32:59,720
+مابين ال B و B plus T اللى هو ال conductor الخارجى
+
+437
+00:32:59,720 --> 00:33:03,780
+ال thickness بتاعه T لازم هتكون مابين ال B ل B
+
+438
+00:33:03,780 --> 00:33:04,220
+plus
+
+439
+00:33:15,280 --> 00:33:19,300
+عشان اعرف قداش I enclosed فى قلب ال line اللى
+
+440
+00:33:19,300 --> 00:33:22,020
+بتاخده لانه بدى row أقل من V
+
+441
+00:33:26,900 --> 00:33:32,220
+عشان نعرف I enclosed هو I constant لازم بقدر أجيب
+
+442
+00:33:32,220 --> 00:33:36,200
+أداش I عند أي per unit area لأنه بدي في الآخر اللي
+
+443
+00:33:36,200 --> 00:33:40,710
+enclosed في هذا ال line أو per unit lengthإننا
+
+444
+00:33:40,710 --> 00:33:43,750
+بلوز انتجرال اتشد دي اك تساوي اي بلوز و اي بلوز شو
+
+445
+00:33:43,750 --> 00:33:47,350
+بتساوي الانتجرال اتشده ال DS ال current density في
+
+446
+00:33:47,350 --> 00:33:51,370
+دي ال DS ايش ال current density يعني ال I constant
+
+447
+00:33:51,370 --> 00:33:55,170
+فهتكون جيه شو بتساوي I على ال area بتاعةها ال
+
+448
+00:33:55,170 --> 00:34:01,550
+cross section تبع ال line الداخلي ال core تبع ال
+
+449
+00:34:01,550 --> 00:34:04,990
+coaxial line اللي هي بره I على Y ايه الترفيه و
+
+450
+00:34:04,990 --> 00:34:09,790
+تجاهه بص تفزدها تبع الطالع Jدوت دي اس اللي هي رو
+
+451
+00:34:09,790 --> 00:34:14,070
+دي فاي دي رو زدها تبرده اتجاهها فان عمودي عليها ال
+
+452
+00:34:14,070 --> 00:34:19,910
+DS لو انا خدنا I enclosed مش هتساوي J دوت DS J
+
+453
+00:34:19,910 --> 00:34:22,370
+اللي هي I على Pi اتر بيها constant تطلع برا ال
+
+454
+00:34:22,370 --> 00:34:27,810
+Integral و ال DS رو دي فاي دي رو دي رو رو دي رو من
+
+455
+00:34:27,810 --> 00:34:33,740
+وين الرو بتروح من Zero لآخرأو حتى النقطة التي أريد
+
+456
+00:34:33,740 --> 00:34:36,740
+إيسة عندها أقصرهم لإيه بس انا بدي عند أي نقطة
+
+457
+00:34:36,740 --> 00:34:40,000
+بقيسة زي هذا ال surface ال line اللي انا حاطيته ال
+
+458
+00:34:40,000 --> 00:34:44,120
+imaginary line و بدي ال tangential له و أخد أفرض
+
+459
+00:34:44,120 --> 00:34:48,980
+ان ال radius تبعه ρو لذا سيكون ال S بديها حوالي
+
+460
+00:34:48,980 --> 00:34:52,860
+هذا ال line سيكون جزء من ال total current density
+
+461
+00:34:52,860 --> 00:34:57,720
+موجودة هنا اللي هي فقط محبوسة من zero ل رو عند أي
+
+462
+00:34:57,720 --> 00:34:59,500
+نقطة في هذا ال surface
+
+463
+00:35:12,230 --> 00:35:18,770
+عن طريق الاريه
+
+464
+00:35:18,770 --> 00:35:25,280
+الاريه هي الدائرة الجوانيةالـ Y بتروح مع الـ Y
+
+465
+00:35:25,280 --> 00:35:28,700
+هيكون I رو تربيه على I تربيه هي الـ I enclosed هاي
+
+466
+00:35:28,700 --> 00:35:32,040
+الـ I enclosed طب اتش dot dl إيش هتكون اتش؟ احنا
+
+467
+00:35:32,040 --> 00:35:34,840
+قولنا ال current طالع تجاه Z-axis إيش ال magnetic
+
+468
+00:35:34,840 --> 00:35:39,000
+field تجاه هو؟ الفي داريكشن الفي داريكشن
+
+469
+00:35:39,000 --> 00:35:42,220
+tangential لمن؟ لل line اللي محيط فيه ال area اللي
+
+470
+00:35:42,220 --> 00:35:44,940
+موجود فيها ال current ال current موجود في قلب هذه
+
+471
+00:35:44,940 --> 00:35:48,440
+ال area و ال magnetic field tangential له في تجاه
+
+472
+00:35:48,440 --> 00:35:53,470
+الفيو DL هتكون 2π رو يعني اذا انا اكملتها او انا
+
+473
+00:35:53,470 --> 00:35:57,790
+ارفعها 2π رو اذا H5 في 2π رو هتكون I رو تربيه على
+
+474
+00:35:57,790 --> 00:36:02,450
+A تربيه اذا H5 هتكون I رو على 2π A تربيه لو اخدنا
+
+475
+00:36:02,450 --> 00:36:05,810
+هنا هيكون ال total current enclosed mean اللي هو
+
+476
+00:36:05,810 --> 00:36:09,250
+هذا اللي موجود هنا I كل ال current هيكون enclosed
+
+477
+00:36:09,250 --> 00:36:13,090
+يعني اذا هيكون H dot DL بتساوي I اللي هو ال
+
+478
+00:36:13,090 --> 00:36:15,370
+current اللي موجود في قلب ال conductor الأول يعني
+
+479
+00:36:15,370 --> 00:36:17,050
+كلههنا هتكون
+
+480
+00:36:17,050 --> 00:36:43,270
+I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I²I
+
+481
+00:36:46,000 --> 00:36:49,560
+كمان مرة بدي أجيب مين هو ال جيب و ال current
+
+482
+00:36:49,560 --> 00:36:51,780
+enclosed في هذه ال region
+
+483
+00:37:04,920 --> 00:37:09,740
+الـ I enclosed بيساوم مجموعة طيارات هذا الطيار I
+
+484
+00:37:09,740 --> 00:37:13,080
+الإشارته موجبة والطيار اللي هنا الإشارته سالبة
+
+485
+00:37:13,080 --> 00:37:23,320
+هيكون I Gts و G هذه ما لها سالبة سالبة I على ال
+
+486
+00:37:23,320 --> 00:37:29,800
+area اللي هو current per unitالاريه الصغيرة الى
+
+487
+00:37:29,800 --> 00:37:35,940
+هنا زائد الاريه الكبيرة كلها الاريه الاريه الكبيرة
+
+488
+00:37:35,940 --> 00:37:35,960
+كلها الاريه الكبيرة كلها الاريه الاريه الكبيرة
+
+489
+00:37:35,960 --> 00:37:36,260
+كلها الاريه الاريه الكبيرة كلها الاريه الاريه
+
+490
+00:37:36,260 --> 00:37:37,180
+الكبيرة كلها الاريه الاريه الكبيرة كلها الاريه
+
+491
+00:37:37,180 --> 00:37:38,920
+الاريه الكبيرة كلها الاريه الاريه الكبيرة كلها
+
+492
+00:37:38,920 --> 00:37:43,960
+الاريه الاريه الكبيرة كلها الاريه الاريه الكبيرة
+
+493
+00:37:43,960 --> 00:37:47,100
+كلها الاريه الاريه الكبيرة كلها الاريه الاريه
+
+494
+00:37:47,100 --> 00:37:47,100
+الكبيرة كلها الاريه الاريه الكبيرة كلها الاريه
+
+495
+00:37:47,100 --> 00:37:47,660
+الاريه الكبيرة كلها الاريه الاريه الكبيرة كلها
+
+496
+00:37:47,660 --> 00:37:49,160
+الاريه الاريه الكبيرة
+
+497
+00:37:59,180 --> 00:38:04,340
+j بتساوي I على ال area فاهمين انتوا الفكرة اه إذا
+
+498
+00:38:04,340 --> 00:38:06,120
+إحنا بنجيب اللي هي ال current على ال area اللي
+
+499
+00:38:06,120 --> 00:38:09,200
+بتكون ال area الكلية مقص ال area اللي دوانية
+
+500
+00:38:09,200 --> 00:38:12,960
+بتعطينا اللي هو بس هاي ال area واضح؟ هاي ال area
+
+501
+00:38:12,960 --> 00:38:16,240
+فإحنا جيبنا هكذا ال current density نفس التطبيق
+
+502
+00:38:16,240 --> 00:38:19,960
+اللي عمله بس هنا أسفلت التيار اللي كل مين I minus
+
+503
+00:38:19,960 --> 00:38:22,720
+اللي هي ال current اللي موجود هنا هذا ال current
+
+504
+00:38:22,720 --> 00:38:29,910
+اللي موجود في الالـ current density كلها لهذا
+
+505
+00:38:29,910 --> 00:38:32,050
+الدائرة احنا جبناها لكن انا بديها ال a اللى موجود
+
+506
+00:38:32,050 --> 00:38:34,230
+فى قلب اللى هى ال ring اللى انا حطها ال imaginary
+
+507
+00:38:34,230 --> 00:38:38,550
+ring نفس الحاجة هكامل ρو D5D رو ال current density
+
+508
+00:38:38,550 --> 00:38:41,710
+constant بتطلع على برا فبكون عند ال total current
+
+509
+00:38:41,710 --> 00:38:45,290
+بعد ما اخد ال I عن المشترك بتسوى 1-Rو تربية مع
+
+510
+00:38:45,290 --> 00:38:50,470
+نسبة تربية ا ت تربية زى 2B ت تربية ال 5 اذا هتسوى
+
+511
+00:38:50,470 --> 00:38:56,190
+I enclosed على 2 by rho لأكبرلهذه الدقلة الأخيرة
+
+512
+00:38:56,190 --> 00:38:59,910
+اللي هو أكبر من B زي ال T هيكون عندي two currents
+
+513
+00:38:59,910 --> 00:39:03,510
+متساوين واشهرتهم سلبا in class I و minus I هتكون
+
+514
+00:39:03,510 --> 00:39:08,290
+zero واضحة الفكرة؟طب احنا بس على السريع هي النتائج
+
+515
+00:39:08,290 --> 00:39:11,070
+بتاعتنا كانت اللي هي ما بين ال raw من zero ل a
+
+516
+00:39:11,070 --> 00:39:14,130
+قيمتها القدر ما بين ال a و b هي قيمتها القدر لقظه
+
+517
+00:39:14,130 --> 00:39:18,650
+انه مالها خطية constant في raw h متساوئان في رو خط
+
+518
+00:39:18,650 --> 00:39:24,070
+مستقيم علاقة من h في raw ما بين a و b صحيح واحد
+
+519
+00:39:24,070 --> 00:39:27,770
+على raw فهي مضروبة some constant مضروف mean في
+
+520
+00:39:27,770 --> 00:39:32,340
+واحد على rawبعدينها شوي يعني بس مش كتير أصعب يعني
+
+521
+00:39:32,340 --> 00:39:36,320
+تقريبا جزء منها واحد على row التانى في جزء منه
+
+522
+00:39:36,320 --> 00:39:40,400
+rotor B فهيكون هذا الشكل فعاملا بنحدد ال limits
+
+523
+00:39:40,400 --> 00:39:45,320
+عند ال boundaries هنا هتكون عند ال A هتسوى I على
+
+524
+00:39:45,320 --> 00:39:49,480
+two by A اوضع ال row A فعند ال A هتكون قيمتها I
+
+525
+00:39:49,480 --> 00:39:53,920
+على two by A هأجينا هنا ال واحد على row فاش نهيتها
+
+526
+00:39:53,920 --> 00:39:59,830
+تكون عند ال B فاوضع هتكون I على two by Bهذه اخر
+
+527
+00:39:59,830 --> 00:40:03,870
+واحدة هتبدأ من ال B لو قعدنا عن ال B هذا ال term
+
+528
+00:40:03,870 --> 00:40:08,210
+بروح لل سفر هتكانها I على 2 by B صح؟ و آخر نقطة
+
+529
+00:40:08,210 --> 00:40:12,050
+اللي هي ال B زي T لو قعدت عن رو تربيع ال B زي T
+
+530
+00:40:12,050 --> 00:40:15,190
+هتكون B تربيع بتروح مع ناقص ب T إيش بيضلع لنا T
+
+531
+00:40:15,190 --> 00:40:19,390
+تربيع زي 2BT بروحوا مع بعض بيعطيني واحد واحد ناقص
+
+532
+00:40:19,390 --> 00:40:26,130
+واحد سفرهذه هي العلاقة بين H5 روك على طول
+
+533
+00:40:26,130 --> 00:40:31,790
+الكيوكسيا الكابر من أقل من A أكبر من A مابين ال B
+
+534
+00:40:31,790 --> 00:40:40,410
+و B زائد T و بعدين أكبر من B زائد T سهل تطبيقهابعد
+
+535
+00:40:40,410 --> 00:40:43,650
+ذلك اللقاء القادم هتشوف لو كان عندي two planes
+
+536
+00:40:43,650 --> 00:40:47,430
+هدولة two planes واحد في current طالع من الصفحة
+
+537
+00:40:47,430 --> 00:40:51,110
+اتجاه ال X-axis واحد داخل الصفحة اتجاه ال Z-axis
+
+538
+00:40:51,110 --> 00:40:53,690
+او حتى يعني هذا لإنه تطبيق على المثال اللي احنا
+
+539
+00:40:53,690 --> 00:40:57,450
+حلناه المرة الماضية بدي اكتحله في البيت يعني طبعا
+
+540
+00:40:57,450 --> 00:41:00,210
+اللي كنت تبقى اللي انا كنت احكيه تحت ال plane of
+
+541
+00:41:00,210 --> 00:41:02,570
+all بين المطالب يعني نقطة هنا بين ال two planes
+
+542
+00:41:02,570 --> 00:41:05,650
+بتطلع هيكون ال magnetic field بالنسبة لهذا ال
+
+543
+00:41:05,650 --> 00:41:09,760
+plane فوقهلكن مجنتين بالنسبة لهذا البلاين ماله
+
+544
+00:41:09,760 --> 00:41:13,340
+تحته، لما النقطة صارت هنا عن العشرة، التنين كان
+
+545
+00:41:13,340 --> 00:41:19,200
+المجنت كيلو التنين ماله فوقهم، أول نقطة هنا هتكون،
+
+546
+00:41:19,200 --> 00:41:22,280
+هتكون بالنسبة لهذا البلاين مالها فوقها، هتكون
+
+547
+00:41:22,280 --> 00:41:25,980
+الإشارة موجبة، بالنسبة لهذا البلاين تحته، الإشارة
+
+548
+00:41:25,980 --> 00:41:29,220
+سالبة، لو النقطة هنا، هيكون بالنسبة لهذا البلاين
+
+549
+00:41:29,220 --> 00:41:32,720
+ماله فوقهم، بحلوه في البيت و بنقش اللقاء القادم إن
+
+550
+00:41:32,720 --> 00:41:33,020
+شاء الله
+
+551
+00:41:37,120 --> 00:41:39,440
+مافيش ضاعي إلا مثال واحد يعني، ان شاء الله أدى
+
+552
+00:41:39,440 --> 00:41:42,780
+الخمسة لقاء القادم و بنحلم اللي هي ال .. بقى انا
+
+553
+00:41:42,780 --> 00:41:46,980
+كنت حاول نبدأ اللي هو الشفرة الأخيرة، يعطيكوا
+
+554
+00:41:46,980 --> 00:41:47,720
+العافية ان شاء الله
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/I8ZXjFEyO9A.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/I8ZXjFEyO9A.srt
new file mode 100644
index 0000000000000000000000000000000000000000..dc65be543c15426bb305fcd8e3c55f1225f3c12f
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/I8ZXjFEyO9A.srt
@@ -0,0 +1,2010 @@
+1
+00:00:20,690 --> 00:00:24,310
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:24,310 --> 00:00:28,290
+وبركاته إحنا اليوم إن شاء الله هنتكلم ونتطرق في
+
+3
+00:00:28,290 --> 00:00:33,510
+الكهرباء الساكنة وهنتقل لـ magnetostatic fields
+
+4
+00:00:33,510 --> 00:00:39,510
+الشابتر 7 اللي بيتحدث عن magnetostatic field  فأرجو منكم
+
+5
+00:00:39,510 --> 00:00:42,230
+الـ new field إحنا كلنا مركزين على الـ electric
+
+6
+00:00:42,230 --> 00:00:47,280
+field واليوم هنشوف الـ magnetic field تذكروا في 
+
+7
+00:00:47,280 --> 00:00:50,880
+الشابتر 4 و6 كان الحديث دائماً عن static electric
+
+8
+00:00:50,880 --> 00:00:56,980
+field اللي بنعبر عنه بـ E و D  و D بتساوي ε E  و E هي
+
+9
+00:00:56,980 --> 00:01:00,880
+الـ dielectric constant للميديا زي ما قولنا في هذا
+
+10
+00:01:00,880 --> 00:01:05,120
+الشابتر هنتكلم عن static magnetic fields اللي بنعبر 
+
+11
+00:01:05,120 --> 00:01:10,580
+عنه بـ H و B  و B بتساوي μ في H  .. ب .. ب .. B
+
+12
+00:01:10,580 --> 00:01:11,760
+بتساوي μ في H
+
+13
+00:01:15,140 --> 00:01:24,820
+B بيساوي μ في H التمييز
+
+14
+00:01:24,820 --> 00:01:27,540
+بين الـ electric والـ magnetic field واضح عن
+
+15
+00:01:27,540 --> 00:01:32,880
+أورستد اللي هو وحدة قياس الـ magnetic field أصلاً
+
+16
+00:01:32,880 --> 00:01:36,640
+معبر عنها بـ Oersted اللي قال إن الـ electrostatic
+
+17
+00:01:36,640 --> 00:01:41,970
+field بتنتج اللي هو الـ E field والـ D field بتنتج لما 
+
+18
+00:01:41,970 --> 00:01:45,130
+يكون عندنا الـ charges ساكنة إحنا طول الشبات الماضي
+
+19
+00:01:45,130 --> 00:01:49,170
+عمرنا ما حكينا عن الـ charges بتجري كلّه بنحكي عن الـ
+
+20
+00:01:49,170 --> 00:01:52,610
+charges في حالة static field يعني في حالة سكون
+
+21
+00:01:52,610 --> 00:01:58,710
+ما بتجريش ولا بتتصارع ولا بتكون عليها velocity لكن
+
+22
+00:01:58,710 --> 00:02:03,050
+الـ static magnetic field هي عبارة عن field بتنتج
+
+23
+00:02:03,050 --> 00:02:07,430
+لما بيكون عندك charging، charge بتتحرك بسرعة ثابتة
+
+24
+00:02:07,430 --> 00:02:12,040
+constant velocity بسميها الـ static magnetic field عشان هي
+
+25
+00:02:12,040 --> 00:02:14,580
+الفرق من الـ static electric field والـ static
+
+26
+00:02:14,580 --> 00:02:18,400
+magnetic field إحنا بناخد في هذا الشابتر .. في هذا
+
+27
+00:02:18,400 --> 00:02:21,840
+الفصل اللي هو الـ electrostatic في فصول قادمة
+
+28
+00:02:21,840 --> 00:02:25,040
+بتاخدوها اللي هو electrodynamics الـ dynamics اللي هو
+
+29
+00:02:25,040 --> 00:02:31,090
+بيكون في عندنا الـ fields function of T هذا الـ table
+
+30
+00:02:31,090 --> 00:02:34,110
+مش هأقعدكم يا جماعة بس يعني أنه مجرد table هفرجيكم الـ
+
+31
+00:02:34,110 --> 00:02:36,890
+analogy بين electric و magnetic field وإحنا في 
+
+32
+00:02:36,890 --> 00:02:41,210
+هذا الشابتر رح نشوف هل القوانين شوية شوية بس بعد ما 
+
+33
+00:02:41,210 --> 00:02:46,290
+نخلصهم هتقدروا تقارنوا بين اللي هي القوانين عشان
+
+34
+00:02:46,290 --> 00:02:49,270
+يساعدكم على أنكم تتذكروا القوانين إذا الواحد حفظ
+
+35
+00:02:49,270 --> 00:02:52,810
+قوانين معينة لما يمشي يحفظ قوانين ثانية بيكون كويس
+
+36
+00:02:52,810 --> 00:02:55,610
+أنه يعمل بينهم analogy يقولها ده آه بشبه داك
+
+37
+00:02:55,610 --> 00:03:02,920
+القانون وهكذا نبدأ في Biot-Savart law Biot-Savart law
+
+38
+00:03:02,920 --> 00:03:07,400
+هو القانون اللي بيحدد قيمة الـ magnetic field عن 
+
+39
+00:03:07,400 --> 00:03:14,960
+نقطة بالقرب من تيار متحرك إحنا قلنا الـ magnetic
+
+40
+00:03:14,960 --> 00:03:20,780
+field بتتولد في وجود الـ charges متحركة بسرعة ثابتة
+
+41
+00:03:20,780 --> 00:03:30,080
+constant velocity مثلاً حركة مستمرة في الوسط تيار بيو سافار لو
+
+42
+00:03:30,080 --> 00:03:37,000
+بيجيب لي الـ magnetic field في نقطة بالقرب من تيار
+
+43
+00:03:37,000 --> 00:03:43,060
+إذا إحنا شفنا هذا الـ element في تيار اتجاه التيار
+
+44
+00:03:43,060 --> 00:03:46,640
+زي ما أنتم شايفينه بالساعة وإحنا بدنا الـ magnetic
+
+45
+00:03:46,640 --> 00:03:50,060
+field عند الـ point اللي زي ما أنتم شايفينها في
+
+46
+00:03:50,060 --> 00:03:58,420
+هذه النقطة عند النقطة B بنحدد element من اللي هو خط 
+
+47
+00:03:58,420 --> 00:04:02,200
+سلك أو يعني الـ silica المورفي الكرام بأخذ element
+
+48
+00:04:02,200 --> 00:04:08,540
+منه وبسميه dL  و dL هي عبارة عن IDL يعني هذا الـ
+
+49
+00:04:08,540 --> 00:04:11,880
+element بيحتوي على المعلومتين اللي هي طول الـ
+
+50
+00:04:11,880 --> 00:04:16,700
+element والتيار المورفي أخذ
+
+51
+00:04:16,700 --> 00:04:21,090
+المسافة بين الـ element والنقطة اللي بدي أجيب عندها
+
+52
+00:04:21,090 --> 00:04:25,230
+المجال وبسميها R اللي هي ما بين الـ source و
+
+53
+00:04:25,230 --> 00:04:27,830
+النقطة اللي بدأت أقيس فيها زي دائماً بحدد الـ
+
+54
+00:04:27,830 --> 00:04:30,850
+position تبع النقطة اللي بدأت أقيس فيها عندها
+
+55
+00:04:30,850 --> 00:04:34,790
+المجال وبحدد الـ position تبع الـ element و R اللي 
+
+56
+00:04:34,790 --> 00:04:39,570
+هي الفرق بينهم زي دائماً الفرق ما بين R كبيرة
+
+57
+00:04:39,570 --> 00:04:42,430
+بتساوي R ناقص R' R اللي هي المكان اللي بتحدد 
+
+58
+00:04:42,430 --> 00:04:46,350
+عنده المجال و R' اللي هو عند اللي هو وين الـ
+
+59
+00:04:46,350 --> 00:04:51,490
+source بيو سافار لو بيقول إن dH  لأن dH بدي 
+
+60
+00:04:51,490 --> 00:04:54,930
+أسميها أنا جاية من dL حبيبنا المجرد فيه من كل الـ
+
+61
+00:04:54,930 --> 00:04:57,930
+أو من كل طول اللي هو الـ element اللي فيه التيار
+
+62
+00:04:57,930 --> 00:05:02,050
+فبقول dH اللي هو الـ magnetic field الناتج من
+
+63
+00:05:02,050 --> 00:05:07,890
+هذا الـ element dL اللي عبارة عن IDL sin α على
+
+64
+00:05:07,890 --> 00:05:12,950
+4πR تربيع هي α α هي الزاوية اللي بين الـ
+
+65
+00:05:12,950 --> 00:05:17,680
+element ومين هو الخط الواصل ما بين الـ element و
+
+66
+00:05:17,680 --> 00:05:22,020
+نقطة قياس الـ field هاي α إذا تذكروا من الـ
+
+67
+00:05:22,020 --> 00:05:26,220
+calculus دي الـ α دي sin α إحنا مثلاً بيه
+
+68
+00:05:26,220 --> 00:05:29,740
+cos α قولنا إيش هذا dot product مذاكرين؟ و
+
+69
+00:05:29,740 --> 00:05:33,440
+بيه sin أي field يعني أي field في cos الزاوية
+
+70
+00:05:33,440 --> 00:05:37,040
+قولنا هذا الـ dot product الـ component في الـ dot
+
+71
+00:05:37,040 --> 00:05:42,360
+product الـ projection أي field sin α هو ما يسمى
+
+72
+00:05:42,360 --> 00:05:45,920
+cross product متذكرين؟ أنا مجنونة في الأول في 
+
+73
+00:05:45,920 --> 00:05:48,760
+الثاني في الـ sign الزاوية بينهم فهذه عبارة عن
+
+74
+00:05:48,760 --> 00:05:51,320
+مجنونة الأول في الـ sign الزاوية إذا بتكون cross
+
+75
+00:05:51,320 --> 00:05:56,180
+product ما بين dL وإيش ووحدة متجهة فالمجنونة 
+
+76
+00:05:56,180 --> 00:06:01,320
+بقى هيكون واحد هتكون dL في وحدة المتجهة اللي في 
+
+77
+00:06:01,320 --> 00:06:08,060
+اتجاه R أنا الزاوية بينهم مين α ف dL across مين
+
+78
+00:06:08,060 --> 00:06:15,710
+âR هذه الـ magnitude لمن؟ لـ dL vector across âR
+
+79
+00:06:15,710 --> 00:06:20,010
+hat vector إذا كنت تعرف برنامج dH vector هتكون I 
+
+80
+00:06:20,010 --> 00:06:26,570
+dL vector across âR hat ليش âR hat؟ لأن مجنونة
+
+81
+00:06:26,570 --> 00:06:29,030
+الأول في مجنونة الثاني في sign زي ولا بينهم مجنونة 
+
+82
+00:06:29,030 --> 00:06:33,270
+ال âR hat هيكون واحد معين؟ أخذناه قبل هيك لما كنا
+
+83
+00:06:33,270 --> 00:06:38,430
+نراجع الدرس ببساطة dL هتساوي طبعاً إحنا قولنا هذا
+
+84
+00:06:38,430 --> 00:06:42,910
+بيتناسب أول حاجة أنه لـ بيو سافار لو أنه بيتناسب مع
+
+85
+00:06:42,910 --> 00:06:46,470
+قيمة التيار مع طول الـ element مع الزاوية اللي بين 
+
+86
+00:06:46,470 --> 00:06:49,390
+الـ element ومكان قياس .. والخط الواصل ما بين الـ
+
+87
+00:06:49,390 --> 00:06:54,210
+element ومكان قياس المجال عكسياً مع R تربيع
+
+88
+00:06:54,210 --> 00:06:58,450
+اللي هي المسافة بين الـ element والمكان اللي بده
+
+89
+00:06:58,450 --> 00:07:01,750
+يقيس عنه المجال  تفر إذا بتتناسب معناه بقدر أحط
+
+90
+00:07:01,750 --> 00:07:06,890
+معامل تناسب هنسميه K ومعامل التناسب سواء 1 على 
+
+91
+00:07:06,890 --> 00:07:10,870
+4π إذا بقدر أقول dH إيش بتساوي I dL sin 
+
+92
+00:07:10,870 --> 00:07:14,650
+α على 4πR تربيع وأنا حكيت أنه dL sin
+
+93
+00:07:14,650 --> 00:07:19,210
+α هي عبارة عن cross product ما بين dL cross âR 
+
+94
+00:07:19,210 --> 00:07:22,690
+hat magnitude لو بديها vector بقول dH vector
+
+95
+00:07:22,690 --> 00:07:26,090
+خليتها bold إحنا قلنا في الكتاب بنحط bold على
+
+96
+00:07:26,090 --> 00:07:30,150
+السبورة أو في البرقية بيدنا بنكتب اللي هو السهم ف
+
+97
+00:07:30,150 --> 00:07:34,630
+dH vector هيكون I dL vector cross âR hat على 4π
+
+98
+00:07:34,630 --> 00:07:40,110
+R تربيع أو بقدر أعبر عن âR hat عبارة عن R vector
+
+99
+00:07:40,110 --> 00:07:44,890
+على R magnitude هتكون I dL cross R على 4πR تكعيب
+
+100
+00:07:46,260 --> 00:07:49,840
+تمام؟ في أي سؤال حتى هنا هي Biot-Savart law اللي 
+
+101
+00:07:49,840 --> 00:07:55,800
+هو يعني الـ field اللي ناتج من جزء من الخط أو من
+
+102
+00:07:55,800 --> 00:07:59,420
+السلك الحامل للتيار في حاجة مهمة أنتم شفتوا
+
+103
+00:07:59,420 --> 00:08:03,960
+في الرسمة أنه حاطط الـ cross هذا الـ cross بتقول اتجاه 
+
+104
+00:08:03,960 --> 00:08:07,220
+الـ magnetic field عند هاي النقطة كيف بتحدد اتجاه
+
+105
+00:08:07,220 --> 00:08:11,610
+الـ magnetic field عند هاي النقطة؟ إحنا قولنا إن دي
+
+106
+00:08:11,610 --> 00:08:16,190
+H وصلنا إنها بيساوي K I dL vector across âR 
+
+107
+00:08:16,190 --> 00:08:20,310
+hat إذا معناه إحنا بنتعلم اللي هي الـ cross product 
+
+108
+00:08:20,310 --> 00:08:23,990
+وإحنا تعلمناه وقلنا إنه بقدر أستخدم اللي هي الـ
+
+109
+00:08:23,990 --> 00:08:28,030
+right hand rule A cross B بيعطيني C نفس الشيء هنا
+
+110
+00:08:28,030 --> 00:08:34,830
+عندي I I across R المفروض إنها تعطي لي مين؟ هاي I
+
+111
+00:08:34,830 --> 00:08:41,710
+هاي اتجاه الـ I يعني I cross R بيكون داخل فإحنا
+
+112
+00:08:41,710 --> 00:08:46,770
+قولنا دي للسهم معناه أنه داخل، نقطة أنه طالع،
+
+113
+00:08:46,770 --> 00:08:51,650
+طبعاً؟ فبالنسبة للـ current أو يعني اتجاه حساب مجند 
+
+114
+00:08:51,650 --> 00:08:55,890
+كثير غير أنه أنا بقول I cross I أو يعني A cross B
+
+115
+00:08:55,890 --> 00:08:58,310
+بتعطيني C اللي هو الـ cross product فقلنا cross
+
+116
+00:08:58,310 --> 00:09:02,740
+product  بنأخذ اللي هو اتجاه الـ current مع اللي هو
+
+117
+00:09:02,740 --> 00:09:07,240
+اتجاه المسافة ما بين الـ element وإيه فانا dL
+
+118
+00:09:07,240 --> 00:09:11,560
+across R فإحنا متأكدين إنه جوا بالنسبة لحساب الـ
+
+119
+00:09:11,560 --> 00:09:14,480
+magnetic field لو عندي أنا خاطب وامر فيه تيار في 
+
+120
+00:09:14,480 --> 00:09:18,780
+قانون ثاني كمان برضه بسهل عليا أن أُحدد where اتجاه
+
+121
+00:09:18,780 --> 00:09:23,660
+الـ magnetic field وهو الثاني أني بحط الـ thumb تبعي
+
+122
+00:09:23,660 --> 00:09:27,910
+في اتجاه الـ magnetic field الصمّت في اتجاه المجال
+
+123
+00:09:27,910 --> 00:09:32,350
+الفيض واتجاه يدي بلف باتجاه المجال الفيض إذا أنا 
+
+124
+00:09:32,350 --> 00:09:37,310
+أجي على الرسمة هاي الـ right hand بتاعتي هاي اتجاه
+
+125
+00:09:37,310 --> 00:09:42,710
+التيار ولوفت إيدي هيكون طالع من هنا للمجال الفيض و
+
+126
+00:09:42,710 --> 00:09:45,870
+النقطة اللي بقيس عندها فعلياً إيش داخل أنا مختارة 
+
+127
+00:09:45,870 --> 00:09:50,090
+هاي النقطة لو مختارتها هنا هيكون طالع فهي كمّرة 
+
+128
+00:09:50,090 --> 00:09:55,560
+بحط الصمّت على الإصبع الكبير باتجاه التيار والإيد
+
+129
+00:09:55,560 --> 00:09:59,540
+بتلف بتوضح لي اتجاه الـ magnetic field فالـ magnetic
+
+130
+00:09:59,540 --> 00:10:03,360
+field خلاجها ما لو داخلة في السبورة وقعد لو كانت
+
+131
+00:10:03,360 --> 00:10:07,200
+النقطة هنا إيش هيكون طالع من السبورة واضحة هاي 
+
+132
+00:10:07,200 --> 00:10:11,920
+النقطة طبعاً هادي جاية من اللي هي الـ hand الـ right
+
+133
+00:10:11,920 --> 00:10:16,180
+hand rule اللي شفناها هذا زي ما أنتم شايفين نحط
+
+134
+00:10:16,180 --> 00:10:20,580
+الصندوق باتجاه التيار وإيدي لفتها بتقول لي وين اتجاه
+
+135
+00:10:20,580 --> 00:10:25,100
+الـ magnetic field واضح؟ فهي زي ما تشوفين هنا اتجاه
+
+136
+00:10:25,100 --> 00:10:27,880
+الـ magnet field هيكون مع لفة الإيد، هي اتجاه الـ
+
+137
+00:10:27,880 --> 00:10:30,300
+magnet field وهذا اتجاه الـ current اللي هو اتجاه
+
+138
+00:10:30,300 --> 00:10:34,120
+الـ thumb، الـ thumb بيقول اتجاه الـ current ولفة الإيد
+
+139
+00:10:34,120 --> 00:10:37,140
+بتقول اتجاه الـ magnet field، هنا هيكون طالع وهنا
+
+140
+00:10:37,140 --> 00:10:42,920
+داخل، في ناس بتفضلش بتعمل هيك وهيكفي ناس يقولوا
+
+141
+00:10:42,920 --> 00:10:47,600
+إن هاي بتعملهم مشاكل يعني، كانوا زمان يعني يقعدوا
+
+142
+00:10:47,600 --> 00:10:51,920
+يروحوا على البرادايات ويهوبوا ويعملوا هيك وتصير
+
+143
+00:10:51,920 --> 00:10:54,700
+مشاكل أبقى بيفكروا الولد بينادي للبنت والبنت 
+
+144
+00:10:54,700 --> 00:10:57,480
+بينادي للولد، ينزلوا الأهالي ويقولوا المشاكل، هدر 
+
+145
+00:10:57,480 --> 00:11:01,900
+على ذمة القراء يعني أو الرواد، هيك الرواد، فصاروا
+
+146
+00:11:01,900 --> 00:11:05,880
+الدكاترة يعطوا حاجة ثانية، بيه برضه مش أسهل يعني،
+
+147
+00:11:05,880 --> 00:11:09,220
+بتخيلي أنه في عندك screwdriver يعني الـ screw هو
+
+148
+00:11:09,220 --> 00:11:13,440
+البرغي برغي وأنت بدك تلف البرغي، بدك تلف باتجاه
+
+149
+00:11:13,440 --> 00:11:17,120
+البرغي باتجاه من التيار يعني إذا التيار لفوق بده
+
+150
+00:11:17,120 --> 00:11:20,520
+يلف أنه يخش يعني كأنه بدخل في ثقب وبده يروح آخر 
+
+151
+00:11:20,520 --> 00:11:24,420
+فأنا بلف البرغي وأنا بلف البرغي والبرغي بطلع في 
+
+152
+00:11:24,420 --> 00:11:26,980
+اتجاه التيار واتجاه اللف بقول اتجاه الـ
+
+153
+00:11:26,980 --> 00:11:31,280
+magnetic field لو الـ current لتحت فإيش بسوي بلف 
+
+154
+00:11:31,280 --> 00:11:34,620
+البرغي في هذا الاتجاه وهذا بقول اتجاه المال يعني
+
+155
+00:11:34,620 --> 00:11:35,580
+هذا هي طريقتها 
+
+156
+00:11:41,260 --> 00:11:44,600
+أنت فاهمة إن النقطة هي بوز السهم وبتقول لي إنه
+
+157
+00:11:44,600 --> 00:11:47,540
+طالع الـ magnetic field طالع من سطح الورقة زي ما
+
+158
+00:11:47,540 --> 00:11:53,000
+أنتم شايفين الـ X إنه داخل هذا الطرف النهائي للسهم
+
+159
+00:11:53,000 --> 00:11:59,800
+إيش 
+
+160
+00:11:59,800 --> 00:12:02,520
+نشوف إيش هي الـ elements بتاعة الـ current يعني إحنا 
+
+161
+00:12:02,520 --> 00:12:07,740
+في الـ in the charges شفنا ρ<sub>l</sub> ,ρ<sub>s</sub> هم ذاكرين و
+
+162
+00:12:07,740 --> 00:12:08,100
+ρ<sub>v</sub>
+
+163
+00:12:17,390 --> 00:12:20,770
+لما كنا نحسب الـ electric field بالنسبة للتيار
+
+164
+00:12:20,770 --> 00:12:25,610
+هيكون عندنا دائماً dL I dL هذا لو بحكي عن line
+
+165
+00:12:25,610 --> 00:12:32,590
+current I فالـ element هيكون I dL dL طبعاً vector أو
+
+166
+00:12:32,590 --> 00:12:38,290
+هيكون عندي surface K dS و dS إحنا بنعبر عن اللي هو
+
+167
+00:12:38,290 --> 00:12:43,950
+current density بـ K اللي هي الـ Vector تبعي وعندي
+
+168
+00:12:43,950 --> 00:12:47,110
+اللي هو الـ volume اللي هو J dV و dV زي ما أنتم
+
+169
+00:12:47,110 --> 00:12:51,810
+بتذكرون إحنا قولنا دائماً الـ scalar فـ J هي اللي
+
+170
+00:12:51,810 --> 00:12:56,190
+هتكون vector طبعاً الـ units عامتهم بتتناسب مع اللي هو
+
+171
+00:12:56,190 --> 00:13:01,110
+القيمة بتاعتها الـ dL أو I اللي هي الـ line current
+
+172
+00:13:01,110 --> 00:13:06,750
+اللي هو الـ mm برمتر الـ surface current K هتكون A
+
+173
+00:13:06,750 --> 00:13:10,710
+برم
+
+201
+00:15:13,820 --> 00:15:20,380
+كيف هيكون رو رو هات - Z Z hat تمام؟ إذا هذا
+
+202
+00:15:20,380 --> 00:15:23,880
+هي القانون تبعنا DH اللي هو vector بالسوء ال DL
+
+203
+00:15:23,880 --> 00:15:27,700
+cross R على 4πR<sup>3</sup>  بحدد اللي هو ال element
+
+204
+00:15:27,700 --> 00:15:36,080
+تبعي DL اللي هو عبارة عن مين DZDL DZ واضح هنا DZ I
+
+205
+00:15:36,080 --> 00:15:43,760
+DZ ال element DZ Z hat وR رو رو hat نقل Z Z hat ليش
+
+206
+00:15:43,760 --> 00:15:47,880
+لأن Z هي موقع ال DZ بتاعتي وأنا حددت ال element
+
+207
+00:15:47,880 --> 00:15:52,200
+تبعنا DL cross R إيش هتساوي إن أنا أخد ال cross
+
+208
+00:15:52,200 --> 00:15:55,980
+product بين اتنين ال Z hat مع ال رو hat تعطينا فيه
+
+209
+00:15:55,980 --> 00:15:58,040
+hat لكن Z hat مع Z hat zero
+
+210
+00:16:03,900 --> 00:16:09,660
+واضح؟ نعود في ال Hهتكون الـ integral I عوض ع ال
+
+211
+00:16:09,660 --> 00:16:15,040
+cross product DL cross R ρ DZ  by hat على 4πR
+
+212
+00:16:15,040 --> 00:16:19,200
+cube، mean R هي R، المجنيتو التبعها إيش هيكون؟ رو
+
+213
+00:16:19,200 --> 00:16:23,000
+تربيع زي زي التربيع تحت الجزر، كل cube هتصبح رو
+
+214
+00:16:23,000 --> 00:16:26,680
+تربيع زي زي التربيع القوة تلاتة على اتنين طبعاً
+
+215
+00:16:26,680 --> 00:16:30,790
+ممكن أكمل هذا ال integral عشان أكمله بدي أشوف إيش
+
+216
+00:16:30,790 --> 00:16:33,690
+الطريقة اللي بدها تناسبني للتكامل عندي row و dz
+
+217
+00:16:33,690 --> 00:16:38,170
+الحل هي أني هستخدم ال trick اللي هي العلاقة بين z
+
+218
+00:16:38,170 --> 00:16:42,910
+و row إذا أحنا طلعنا ع z و row العلاقة بينهم دلالة
+
+219
+00:16:42,910 --> 00:16:47,050
+α اللي هي الزاوية بين ال element و الخط الواصم
+
+220
+00:16:47,050 --> 00:16:50,750
+بين z و نقطة القياس لأيه زي ما تشوفين α
+
+221
+00:16:50,750 --> 00:16:57,010
+هتعطينا z اللي بتسوي row cot α row cot α
+
+222
+00:16:59,550 --> 00:17:04,370
+لو أنا أخدت لأنه z زد على raw cot ال raw على ال
+
+223
+00:17:04,370 --> 00:17:07,970
+z هي tan ف ال z بتسوى raw cot α ف دي z إيش
+
+224
+00:17:07,970 --> 00:17:13,250
+بتسوى - row cosec<sup>2</sup> α dα لو
+
+225
+00:17:13,250 --> 00:17:19,010
+عوضنا بال variables هكون إن أنا خلصت من الواحد
+
+226
+00:17:19,010 --> 00:17:19,870
+بالدلالة التانية
+
+227
+00:17:22,620 --> 00:17:26,520
+هتكون α عندي تتغير من α<sub>1</sub> ل α<sub>2</sub>، واضح إيش
+
+228
+00:17:26,520 --> 00:17:29,820
+اللي صار؟ إحنا عندنا اللي هي ال Raw وعندي ال Z
+
+229
+00:17:29,820 --> 00:17:34,090
+فأول بجيب العلاقة بين ال Raw و ال Z وبحر ال
+
+230
+00:17:34,090 --> 00:17:37,550
+integration تبعي بطلع معايا إن ال magnetic field
+
+231
+00:17:37,550 --> 00:17:41,070
+بساوي I على 4πρ cos α<sub>2</sub> - cos
+
+232
+00:17:41,070 --> 00:17:45,250
+α<sub>1</sub> في Φ hat اتجاه ال magnetic field في
+
+233
+00:17:45,250 --> 00:17:47,690
+اتجاه ال Φ hat طبعاً إحنا ممكن نستخدم الرواية
+
+234
+00:17:47,690 --> 00:17:51,130
+hand rule إحنا نستخدمها cross product لو أنا حاطط
+
+235
+00:17:51,130 --> 00:17:55,630
+ال thumb تبعي في اتجاه ال line هلاقي إن ايدي ماله
+
+236
+00:17:55,630 --> 00:17:56,830
+هتطلع في هاي ال ρ إحنا
+
+237
+00:18:16,780 --> 00:18:21,920
+بشكل عام بدي أجيب ال magnet field من ال line بدنا
+
+238
+00:18:21,920 --> 00:18:25,880
+نحط يعني حاجة بتسهل علينا الحل كثير إنه Φ hat
+
+239
+00:18:25,880 --> 00:18:30,880
+هتساوي DL بحدد اتجاه ال line اللي هو هيمثل زي ال
+
+240
+00:18:30,880 --> 00:18:37,680
+axis تبع الاستوانة DL باتجاه وين aL hat cross mean
+
+241
+00:18:37,680 --> 00:18:40,920
+ρ رو اللي هو العمودي ما بين نقطة قياس ال
+
+242
+00:18:40,920 --> 00:18:44,520
+magnetic field على مين على الخط ال morphic الكانت
+
+243
+00:18:44,520 --> 00:18:48,620
+يعني هدبكوا تحفظوها بتسهل عليكوا تحديد اتجاه ال
+
+244
+00:18:48,620 --> 00:18:53,090
+magnetic field طبعاً إذا إحنا بنحفظ كيف نجيب الـ Φ
+
+245
+00:18:53,090 --> 00:18:56,730
+hat لإن إذا .. يعني هنلاحظ على .. تشوف كمان أمثلة
+
+246
+00:18:56,730 --> 00:18:59,830
+قد قلتها كيف إنه سهل عليه أستخدم هذه العلاقة بيضل
+
+247
+00:18:59,830 --> 00:19:03,310
+إنّي دائماً أجيب اتجاه ال Φ hat ف Φ hat هي هتكون
+
+248
+00:19:03,310 --> 00:19:06,970
+DL hat اللي هو وين اتجاه ال current ال cross اللي
+
+249
+00:19:06,970 --> 00:19:10,850
+هو الخط الواصل العمودي مش الواصل بين ال element و
+
+250
+00:19:10,850 --> 00:19:15,470
+نقطة قياس المجال فيه العمودي ما بين نقطة قياس وين
+
+251
+00:19:15,470 --> 00:19:20,490
+بدأيش المجال فيه ومن الخط اللي بيور فيه التيار هذا
+
+252
+00:19:20,490 --> 00:19:24,930
+هو ال ρ هيتعريفه، واضح؟ إذا ال hat cross ρ hat
+
+253
+00:19:24,930 --> 00:19:29,370
+يبقى تقنين ال file hat نشوف أمثلة زي حالات خاصة
+
+254
+00:19:29,370 --> 00:19:33,010
+نعتبرها للمثال السابق أول حاجة لو كان عندي semi
+
+255
+00:19:33,010 --> 00:19:35,790
+-infinite، إيش semi-infinite؟ يعني النقطة A صارت
+
+256
+00:19:35,790 --> 00:19:41,210
+عند 0 0 0 و النقطة B صارت عند 0 0 ∞، صارت
+
+257
+00:19:41,210 --> 00:19:43,570
+semi-infinite يعني بروحش من ما يناسب ∞ لما
+
+258
+00:19:43,570 --> 00:19:47,150
+يناسب ∞، بروح من 0 ل ∞ الخط اللي بمر
+
+259
+00:19:47,150 --> 00:19:52,180
+فيه ال current مايعني ألف واحد صارت تسعين ألف واحد
+
+260
+00:19:52,180 --> 00:19:55,740
+ما بين الخط المورفي التيار و أقرب صرت هنا ألف واحد
+
+261
+00:19:55,740 --> 00:20:04,360
+إذا قلنا a صارت zero zero zero هي
+
+262
+00:20:04,360 --> 00:20:11,120
+صارت هنا ال a فالألف هو صارت ألف واحد ما بين الخط
+
+263
+00:20:11,120 --> 00:20:15,900
+المورفي التيار و النقطة اللي واصلة لي ال a الحدود
+
+264
+00:20:15,900 --> 00:20:19,560
+بتاعة ال line الـ α<sub>1</sub> و الـ α<sub>2</sub> اللي عملنا
+
+265
+00:20:19,560 --> 00:20:23,300
+integration فإذا النقطة A صارت عند الـ 00، الـ α<sub>1</sub>
+
+266
+00:20:23,300 --> 00:20:28,680
+تصير 90 و الـ α<sub>2</sub> تصير عند الـ ∞ فكأنه في
+
+267
+00:20:28,680 --> 00:20:31,320
+end ال ∞ إيش بيصيروا خطين متوازية، فبصير 0
+
+268
+00:20:31,320 --> 00:20:39,500
+فإذا الـ α<sub>1</sub> 90 و الـ α<sub>2</sub> تصير 0 أنا هو السمية
+
+269
+00:20:39,500 --> 00:20:43,290
+infinite، فأنا لو عقدتفالقيام في المعادلة اللى
+
+270
+00:20:43,290 --> 00:20:46,870
+اشتغلها مع بعض لها ال element اللى من نقطة A لنقطة
+
+271
+00:20:46,870 --> 00:20:52,290
+D بعود عن α<sub>1</sub> 91 و α<sub>2</sub> ب 0 جبتنا 0
+
+272
+00:20:52,290 --> 00:20:57,050
+واحد جبتنا سنين سفر فهى كل ناتج H بتساوي I على
+
+273
+00:20:57,050 --> 00:21:02,660
+4πρ Φ hat لو كان infinite مش infinite
+
+274
+00:21:02,660 --> 00:21:06,700
+infinite يعني النقطة A بتروح من 0 عند ال 0 0 -
+
+275
+00:21:06,700 --> 00:21:11,800
+∞ و النقطة B 00 ∞ بدي أحدد من α
+
+276
+00:21:11,800 --> 00:21:15,960
+1 و α<sub>2</sub> α<sub>1</sub> هي عند ال 180 و α<sub>2</sub> عند ال
+
+277
+00:21:15,960 --> 00:21:22,340
+0 أعود جبت من ال 01 جبت من ال 180 - 1 - -
+
+278
+00:21:22,340 --> 00:21:26,860
+فسيصبح + فسيصبح 2I على 4πρ إذا هتكون I
+
+279
+00:21:26,860 --> 00:21:29,500
+على 2πρ Φ hat تمام؟
+
+280
+00:21:34,850 --> 00:21:38,470
+كمان مثال عندي زي ما أنتم شايفين هذا ال loop اللي
+
+281
+00:21:38,470 --> 00:21:41,650
+هو عبارة عن شكل ال triangle ال current مر في
+
+282
+00:21:41,650 --> 00:21:45,210
+الاتجاهات اللي أنتم شايفينها اللي هو بروح من zero
+
+283
+00:21:45,210 --> 00:21:50,790
+لتنين وعلى ال x axis وبكمل و برجع ل ال zero فعندي
+
+284
+00:21:50,790 --> 00:21:54,950
+three buses واحد اتنين تلاتة والتيار قيمته عشرة
+
+285
+00:21:54,950 --> 00:21:59,990
+أمبير وعندي طول ال element على ال x axis اتنين و
+
+286
+00:21:59,990 --> 00:22:04,690
+هكذا هي اللي معطيتو طبعاً ال top point أو يعني ال y
+
+287
+00:22:04,690 --> 00:22:09,410
+axis اللي هو العمود ال vertical من الرأس للقاعدة
+
+288
+00:22:09,410 --> 00:22:14,110
+قيمته واحد بتاع المعطيات اللي هي بدنا ال magnetic
+
+289
+00:22:14,110 --> 00:22:19,810
+field النقطة 005 وين وقع ال z axis عمودي على هذا
+
+290
+00:22:19,810 --> 00:22:26,190
+ال plan هذا ال plan xy وأنا بدي النقطة عند 005
+
+291
+00:22:26,190 --> 00:22:31,250
+يعني عمودي على هذا ال axis x0 y0 ويه في القسط في x
+
+292
+00:22:31,250 --> 00:22:37,870
+axis على النقطة 5 وبدوا مين؟ بدو هذا ناتج من مين
+
+293
+00:22:37,870 --> 00:22:42,450
+فقط من ال side 1 يعني بدو يحسب إن ال magnetic
+
+294
+00:22:42,450 --> 00:22:48,470
+field عنده نقطة 005 الناتجة من مرور التيار في ال
+
+295
+00:22:48,470 --> 00:22:54,160
+side رقم 1 هو معلمهم 123 ديها فقط منها، للتسهيل بدي
+
+296
+00:22:54,160 --> 00:22:57,380
+أعيد رسم ال .. الرسم اللي قدامي بدي أوضح وين
+
+297
+00:22:57,380 --> 00:23:00,960
+النقطة بحسب عندها المجال تكفيها عشان بدي أجيب أنا
+
+298
+00:23:00,960 --> 00:23:04,620
+ال .. ال .. ال .. البعد تبع النقطة هاي من ..
+
+299
+00:23:04,620 --> 00:23:08,000
+بالنسبة لل coordinate زي البعد ال .. ال .. ال
+
+300
+00:23:08,000 --> 00:23:11,820
+element فالرسمة كانت تانية بسيطة بدي أوضح فيها ال
+
+301
+00:23:11,820 --> 00:23:14,480
+z axis و ال element ال element أواقع مين على ال x
+
+302
+00:23:14,480 --> 00:23:19,610
+axis والـ z axis النقطة بدقيس عندها ال field هي
+
+303
+00:23:19,610 --> 00:23:25,610
+النقطة الخامسة هاي ال element تبعا بادي نرجع كمرة
+
+304
+00:23:25,610 --> 00:23:29,090
+من zero ل اتنين هاي طوله من zero ل اتنين هذا ماله
+
+305
+00:23:29,090 --> 00:23:36,130
+محدد طوله مش واحد لل ∞ من a ل b واضح وال z
+
+306
+00:23:36,130 --> 00:23:41,950
+axis عمودي علين و نتجاهه xyz يعني على قوة i فعشان
+
+307
+00:23:41,950 --> 00:23:47,070
+هيك قعدنا الرسم هذه الـ x وهذه الـ element الموجود
+
+308
+00:23:47,070 --> 00:23:51,350
+في تيارة من النقطة 0 إلى 2 عشرة أنفر هذه الـ mean
+
+309
+00:23:51,350 --> 00:23:56,030
+اللي هي a ال hat اتجاه mean ال current a ال hat
+
+310
+00:23:56,030 --> 00:23:59,510
+والنقطة اللي بدأ اسمها ال magnet field على بعض
+
+311
+00:23:59,510 --> 00:24:03,410
+خمسة وهنا بالتمام عمودية على ال zero فهذه ال mean
+
+312
+00:24:03,410 --> 00:24:09,170
+ال ρ hat تمام a hat ρ hat نحط القانون طبعاً إيش
+
+313
+00:24:09,170 --> 00:24:12,850
+القانون قال إن H vector بتساوي I على 4πρ 
+
+314
+00:24:39,550 --> 00:24:42,870
+الطول ده اتنين وعارفة الطول ده خمسة صفر وبقدر
+
+315
+00:24:42,870 --> 00:24:47,330
+أجيب هي بجيبها من tan المقابل على المجاور خمسة
+
+316
+00:24:47,330 --> 00:24:51,470
+على اتنين وهكذا وبعدين بجيب قيمة ال cos دبعها
+
+317
+00:24:51,470 --> 00:24:54,830
+أو على طول بجيب إنه هذا جذر التربيع لها اتنين
+
+318
+00:24:54,830 --> 00:24:57,890
+تربيع زي خمس تربيع يعني أربعة زي خمسة وعشرين عشان
+
+319
+00:24:57,890 --> 00:25:03,990
+تربيع تسعة وعشرين فإذا إن هي عبارة ال cos α جب
+
+320
+00:25:03,990 --> 00:25:07,150
+تمام ال 90 اللي هو صفر جب تمام ال α<sub>2</sub>
+
+321
+00:25:07,150 --> 00:25:12,290
+اللي هي 2 على جذر التسعة والعشرين ρ عارفينها ρ
+
+322
+00:25:12,290 --> 00:25:15,110
+واضحة اللي هي ما بين النقطة باسعة وده المجال فيه
+
+323
+00:25:15,110 --> 00:25:21,690
+وعمودي هو العمودي على المسار تبع التيار فهنا ρ
+
+324
+00:25:21,690 --> 00:25:27,770
+جاهزة خمسة واضح؟ بنعود عندي I عشرة أمبير معطيني
+
+325
+00:25:27,770 --> 00:25:32,470
+إياها ρ عرفناها خمسة بظلمين اللي هي ال a Φ hat
+
+326
+00:25:32,470 --> 00:25:37,070
+إحنا قلنا كيف بنحدد ال a Φ hat aL hat cross a
+
+327
+00:25:37,070 --> 00:25:42,430
+ρ hat aL hat اللي هي x hat cross ρ hat اللي
+
+328
+00:25:42,430 --> 00:25:48,850
+هي z hat x cross z عكس الدائرة هيك x y z x cross z
+
+329
+00:25:48,850 --> 00:25:52,670
+- y hat فعرفنا إن أنا اتجاه ال Φ hat نفس
+
+330
+00:25:52,670 --> 00:25:58,400
+الشيء لو عملنا اللي هي ال x ولفنا اتجاه المجال فيه
+
+331
+00:25:58,400 --> 00:26:02,980
+طالع من النقطة طالع هذا اتجاه مين إحنا عشان نعرفه
+
+332
+00:26:02,980 --> 00:26:08,360
+اتجاه ال Y X Y لازم تكون لجوا XYZ صح ال right
+
+333
+00:26:08,360 --> 00:26:11,760
+hand rule فإذا هي طالع على برا وإيش هذا -Y
+
+334
+00:26:11,760 --> 00:26:18,680
+طبعاً إذا نعرفين كل ناسر إيش عشرة كل حاجة صارت
+
+335
+00:26:18,680 --> 00:26:22,360
+معروفة عشرة أمبير α by خمسة cos ال α
+
+336
+00:26:22,360 --> 00:26:25,700
+2 اللي هي 2 ع جذر الخمسة والعشرين cos
+
+337
+00:26:25,700 --> 00:26:26,800
+α<sub>1</sub> صفر
+
+338
+00:26:33,640 --> 00:26:37,480
+المثال التاني يقول إن أنا بدي ال magnet field نقطة
+
+339
+00:26:37,480 --> 00:26:40,920
+-3 x -3 -3 -
+
+340
+00:26:40,920 --> 00:26:47,340
+3 -3 -3 -
+
+341
+00:26:47,340 --> 00:26:49,800
+3 -3
+
+342
+00:26:53,870 --> 00:26:57,430
+طالب منها إنه نجيب ال magnetic field عند النقطة X
+
+343
+00:26:57,430 --> 00:27:05,110
+-3 Y 4 و Z 0 يعني وين وقع النقطة على ال XY plane Z
+
+344
+00:27:05,110 --> 00:27:09,270
+قيمتها 0 النقطة بدأت تطور منها ال magnetic field
+
+345
+00:27:09,270 --> 00:27:12,970
+وقع على ال XY plane زي اسم طلعته أنتم هتلاقوا إن
+
+346
+00:27:12,970 --> 00:27:15,630
+فينا two contributors ل magnetic field عندها
+
+347
+00:27:15,630 --> 00:27:21,460
+النقطة واحد جاي من ال line اللي على ال Z axis اللي
+
+348
+00:27:21,460 --> 00:27:26,620
+على الـ z axis اللي بيمتد من ∞ لصفر تجاه ال
+
+349
+00:27:26,620 --> 00:27:30,160
+current تجاهه جاي من ال ∞ لصفر semi
+
+350
+00:27:30,160 --> 00:27:35,500
+infinite line والتاني اللي ببدأ من ال zero و بروح
+
+351
+00:27:35,500 --> 00:27:39,680
+ل ال ∞ ع ال x axis فعشان نسهل ع بعض هنقول
+
+352
+00:27:39,680 --> 00:27:42,300
+إن أنا بعرف أجيب المجال فيه اللي جاي من me من
+
+353
+00:27:42,300 --> 00:27:45,260
+semi infinite line وعنده two semi infinite line
+
+354
+00:27:45,260 --> 00:27:48,840
+فهسمي إن المجال فيه ال total هو اللي جاي من
+
+355
+00:27:49,780 --> 00:27:52,160
+المجال فيه اللي جاي من ال semi infinite line اللي
+
+356
+00:27:52,160 --> 00:27:56,140
+على X axis هسميه HX زائد المجال فيه اللي جاي من ال
+
+357
+00:27:56,140 --> 00:28:00,340
+semi infinite line اللي على ال Z axis زائد HZ فإذا
+
+358
+00:28:00,340 --> 00:28:03,400
+بدي أجيب إن كل واحد بتدور أجمعه في النهاية مع بعض
+
+359
+00:28:03,400 --> 00:28:07,300
+بس دائماً بدي أسهل الصورة اللي عشان أقدر أحدد اللي
+
+360
+00:28:07,300 --> 00:28:15,600
+هي Y hat هنبدأ بالـ line اللي وين على ال z axis لو
+
+361
+00:28:15,600 --> 00:28:20,980
+أنا حطيت ال x وال y ال current إيش اتجاهه داخل
+
+362
+00:28:20,980 --> 00:28:26,740
+إيه حطيتها لك يا داخل إذا أنا حطيتها ال x وال y ال
+
+363
+00:28:26,740 --> 00:28:30,800
+current اتجاهه داخل لكن ال z اتجاهه وين لفوق لبره
+
+364
+00:28:30,800 --> 00:28:35,900
+لكن ال current اتجاهه داخل x y z وال current داخل
+
+365
+00:28:38,720 --> 00:28:42,800
+هي ال current إحنا مش بنحدد في المعادلة بتاعتنا إن
+
+366
+00:28:42,800 --> 00:28:46,960
+دي L بنحددها و دي L واضح اللي هي mean - z hat
+
+367
+00:28:56,300 --> 00:29:01,680
+I على 4πρ cos α<sub>2</sub> وcos α<sub>1</sub> وφ hat بدول بنجيبهم
+
+368
+00:29:01,680 --> 00:29:04,920
+عشان أستخدم العلاقة اللي اشتقناها بناشنا إيه
+
+369
+00:29:04,920 --> 00:29:07,140
+بنشتقها من أول وجديد هي تاعت اسم Infinite line زي
+
+370
+00:29:07,140 --> 00:29:10,800
+ما شوفنا في الأمس لسه علاقة فبدي أحدد ال ρ hat
+
+371
+00:29:10,800 --> 00:29:15,220
+cos α<sub>2</sub> وcos α<sub>1</sub> هي بسم كام مرة راح أحطيتها هي كام
+
+372
+00:29:15,220 -->
+
+401
+00:31:27,050 --> 00:31:30,670
+الطرف ما بينعشان أجيب الزاوية، هتكون تسعين درجة،
+
+402
+00:31:30,670 --> 00:31:34,850
+واضح؟ وAlpha 2 اللي هي البعيدة، الاثنين بيصيروا 
+
+403
+00:31:34,850 --> 00:31:38,530
+كأنهما جواز و بعيد، فهتكون صفر فإذا هنا هتكون Alpha
+
+404
+00:31:38,530 --> 00:31:42,370
+1 تسعين، لكن Alpha 2 هتكون صفر، أنا رايحة ال
+
+405
+00:31:42,370 --> 00:31:46,610
+Infinity فالحطيم ينتقل طويلا إلى أن يكون الصفر،
+
+406
+00:31:46,610 --> 00:31:48,430
+فعرفنا Alpha 1 و Alpha 2
+
+407
+00:31:54,280 --> 00:31:57,140
+مثلنا عارفين Alpha 1 و Alpha 3، مين ضال علينا؟ ال
+
+408
+00:31:57,140 --> 00:31:59,820
+Phi hat إيش اتجاهها؟ إيش قلنا ال Phi hat؟ هي عالي
+
+409
+00:31:59,820 --> 00:32:06,900
+ورا عني، ال rho hat، ال L hat، ال x hat، ال y hat،
+
+410
+00:32:06,900 --> 00:32:12,980
+ال z hat، ال x hat،
+
+411
+00:32:12,980 --> 00:32:18,060
+ال y hat، ال z hat، ال x hat، ال y hat، ال z hat، ال x hat،
+
+412
+00:32:18,060 --> 00:32:21,000
+ال y hat، ال z hat، ال x hat، ال y hat، ال z hat، ال x hat،
+
+413
+00:32:21,000 --> 00:32:21,680
+ال y hat، ال z hat، ال x hat، ال y hat، ال z hat، ال x hat،
+
+414
+00:32:21,680 --> 00:32:24,540
+ال y hat، ال z hat، ال x hat، ال y hat، ال z hat، ال x hat،
+
+415
+00:32:24,540 --> 00:32:25,120
+ال y hat، ال z hat، ال x hat، ال y hat، ال z hat، ال x hat،
+
+416
+00:32:25,120 --> 00:32:25,200
+ال y hat، ال z hat، ال x hat، ال y hat، ال z hat، ال x hat،
+
+417
+00:32:25,200 --> 00:32:25,520
+ال y hat، ال z hat، ال x hat، ال y hat، ال z hat، ال x hat،
+
+418
+00:32:26,410 --> 00:32:32,450
+فإذن row hat هتكون minus 3 x hat زائد 4 y hat على
+
+419
+00:32:32,450 --> 00:32:36,970
+المقدار اللي هو 5 فباخد ال cross product ل a hat
+
+420
+00:32:36,970 --> 00:32:41,670
+اللي هي minus z hat cross row hat طبعا هذه ممكن
+
+421
+00:32:41,670 --> 00:32:47,790
+شوية تفكير كيف ممكن أبسط ال a pi hat ل 4/5 على 5 x
+
+422
+00:32:47,790 --> 00:32:52,330
+hat زائد 3/5 a y hat ده هي ال a pi hat ممكن
+
+423
+00:32:52,330 --> 00:32:58,770
+أحطها أبسطها 3/4 by 5 في جيب تمام اللي هي 0.1 
+
+424
+00:32:58,770 --> 00:33:04,770
+جيب تم 90  0 فهيكون عندي 1 before x hat زائد 3 y hat
+
+425
+00:33:04,770 --> 00:33:09,150
+على 5 بحصل على اللي هي ال magnetic field بجانب مين
+
+426
+00:33:09,150 --> 00:33:13,010
+من ال current اللي ع ال z axis عند النقطة اللي
+
+427
+00:33:13,010 --> 00:33:18,090
+بديها اللي هي x ناقص 3 y أربع z قلنا مين اللي هو
+
+428
+00:33:18,090 --> 00:33:21,090
+ال magnetic field الناتج من ال current اللي بمر في
+
+429
+00:33:21,090 --> 00:33:24,660
+ال filament اللي قاعد ع ال z axis هاي معناها مش ال
+
+430
+00:33:24,660 --> 00:33:27,340
+magnetic field في ال z direction لأ هي عبارة عن
+
+431
+00:33:27,340 --> 00:33:32,660
+magnetic field الناتج عند النقطة minus 3 4 0 من ال
+
+432
+00:33:32,660 --> 00:33:35,580
+filament اللي قاعدة على ال z axis طب بدنا نجيب
+
+433
+00:33:35,580 --> 00:33:39,140
+اللي هي مين ال magnetic اللي ناتج من ال filament
+
+434
+00:33:39,140 --> 00:33:43,300
+اللي على ال x axis كمان نفس الحاجة بدي أبسطها بشكل
+
+435
+00:33:43,300 --> 00:33:46,750
+اللي أقدر أتعامل معاها هذا بدنا ناخد الـ plane يلي
+
+436
+00:33:46,750 --> 00:33:50,130
+هو minus 3 لإن النقطة وين قاعدة عند الـ minus 3
+
+437
+00:33:50,130 --> 00:33:53,190
+النقطة اللي بدأ إحداثياتها عند ال filament تبدأ من zero
+
+438
+00:33:53,190 --> 00:33:57,210
+ال filament بتبدأ من zero ل infinity على ال X axis
+
+439
+00:33:57,210 --> 00:34:00,170
+بس النقطة اللي بدأ إحداثياتها عندها وين وقع عند minus 3
+
+440
+00:34:00,170 --> 00:34:03,570
+فلو أخدت ال plane يلي عند minus 3 على ال X axis
+
+441
+00:34:03,570 --> 00:34:10,810
+هتكون ال Y كمتها 4 فإذا أنا بده النقطة اللي عند Y
+
+442
+00:34:10,810 --> 00:34:17,060
+4 و X minus 3 فهذا ال plane يليبدأ أو اللى عنده
+
+443
+00:34:17,060 --> 00:34:18,880
+النقطة اللى اسمها ال magnetic field لكن ال
+
+444
+00:34:18,880 --> 00:34:22,120
+filament بتاعتى كمان مرة بذكركوا بتنموين من zero ل
+
+445
+00:34:22,120 --> 00:34:25,780
+infinity اذا هنا انا بدأ إحداثيات ال magnetic field
+
+446
+00:34:25,780 --> 00:34:30,080
+اللى عندها النقطة اللى عندها X minus 3 و Y بتساوي
+
+447
+00:34:30,080 --> 00:34:35,920
+4 نبدأ نحدد اللي هي القلاعب بتاعتنا ال current
+
+448
+00:34:35,920 --> 00:34:40,740
+اللي بيمر فيها ال filament قيمته 3 أمبير نفس
+
+449
+00:34:40,740 --> 00:34:43,540
+القيمة بتمر في ال two filaments 3 أمبير
+
+450
+00:34:50,420 --> 00:34:52,040
+نحدد قيمة ال row
+
+451
+00:35:07,420 --> 00:35:10,760
+حدد قيمة ال raw ال raw واضح انها اربعة اللي هي
+
+452
+00:35:10,760 --> 00:35:14,280
+المسافة ما بين النقطة اللي بدي إحداثياتها عندها ال
+
+453
+00:35:14,280 --> 00:35:19,460
+magnetic field اللي هي هدى x-3 أو 4 أو y4 ومين
+
+454
+00:35:19,460 --> 00:35:23,640
+وعموديه على ال line اللي بمر فيه ال current طبعا
+
+455
+00:35:23,640 --> 00:35:27,100
+احنا ال current ماله في الوسط في x axis عشان هيك
+
+456
+00:35:27,100 --> 00:35:32,070
+انا ماخده انه طالع من ال plane إذا أخدنا من ال X ال
+
+457
+00:35:32,070 --> 00:35:37,410
+right hand rule X X Y Z الاتجاه صحيح X X Y Z اتجاه
+
+458
+00:35:37,410 --> 00:35:41,910
+ال Z صحيح ف ال X في اتجاه طالع ال point بتدللي ان
+
+459
+00:35:41,910 --> 00:35:46,830
+ال X طالع فال raw قلنا هو العمود اللي ما بين النقطة
+
+460
+00:35:46,830 --> 00:35:49,950
+البداية عندها ال magnetic field و الخط اللي مور
+
+461
+00:35:49,950 --> 00:35:52,070
+فيه الطيارة، الخط اللي مور فيه الطيارة هو طالع من
+
+462
+00:35:52,070 --> 00:35:55,930
+الورقة فعلى امتداده، احنا هو بيبدأ صحي من الصفر
+
+463
+00:35:55,930 --> 00:35:59,510
+لكن على امتداده هي العمود عليه اللي هو ال raw اللي
+
+464
+00:35:59,510 --> 00:36:02,810
+هو بالتمام بسوء أربعة، واضح؟
+
+465
+00:36:13,970 --> 00:36:18,470
+عشان اجيب العمود هاي العمود اللي هو ال raw مابين
+
+466
+00:36:18,470 --> 00:36:21,150
+النقطة اللي بدأيسي عند المجلة الكتر دي هي قيمتها x
+
+467
+00:36:21,150 --> 00:36:27,570
+-3 وy4 وهي ال current ال filament اللي بيقول فيها
+
+468
+00:36:27,570 --> 00:36:35,220
+التيار فقيمة raw هي ال 4 واضح طب هيوصلت جاهزة مين
+
+469
+00:36:35,220 --> 00:36:41,460
+بيضل عليها اللي هي alpha 1 و alpha 2 alpha 2 سهلة
+
+470
+00:36:41,460 --> 00:36:44,960
+لأن alpha 2 اللي هي عند ال infinity فهتكون zero
+
+471
+00:36:44,960 --> 00:36:50,280
+alpha 1 ليه بدي ارجع ارسم الرسم هذه انا رسمت هي عن
+
+472
+00:36:50,280 --> 00:36:56,620
+هذه alpha 1
+
+473
+00:36:56,620 --> 00:37:03,190
+هي هنا alpha 1 هي المرسومة قدامكم اذا مش شايفين ألف
+
+474
+00:37:03,190 --> 00:37:08,030
+و واحد هي مامتداد الخط و ألف و واحد هي مابين مابين
+
+475
+00:37:08,030 --> 00:37:14,090
+نقطة النقطة التي هي نقطة نقطة نقطة نقطة نقطة نقطة
+
+476
+00:37:14,090 --> 00:37:16,650
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+477
+00:37:16,650 --> 00:37:18,730
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+478
+00:37:18,730 --> 00:37:18,870
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+479
+00:37:18,870 --> 00:37:20,270
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+480
+00:37:20,270 --> 00:37:28,830
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+481
+00:37:28,830 --> 00:37:33,690
+هذه الزاوية ألفة اللي أنا بدور عليها ألفة واحد
+
+482
+00:37:33,690 --> 00:37:37,570
+اللي هنا جيب تمامها اللي هي تلاتة على الوتر اللي هو
+
+483
+00:37:37,570 --> 00:37:43,490
+خمسة تمام إذا 
+
+484
+00:37:43,490 --> 00:37:47,790
+هي عارفة كـ cos  Alpha 1 كـ cos Alpha 2 جيب تمام ال
+
+485
+00:37:47,790 --> 00:37:51,150
+zero واحد جيب تمام اللي هي Alpha 2 تلاتة على خمسة
+
+486
+00:37:51,960 --> 00:37:55,000
+بيضل عليّ اللي هي ال phi hat و اتجاه ال phi hat
+
+487
+00:37:55,000 --> 00:37:58,680
+إذا طلعتها عن التبسات هعرف أنه وين هي لأنه هي
+
+488
+00:37:58,680 --> 00:38:03,920
+اتجاه magnetic field الناتج من هذه النقطة فهيكون
+
+489
+00:38:03,920 --> 00:38:06,340
+اتجاه اللي هو z direction
+
+490
+00:38:12,060 --> 00:38:14,880
+أو أعمل اللي هي زي ما احنا شوفنا ال a row hat
+
+491
+00:38:14,880 --> 00:38:19,780
+قلنا هي a l hat cross a row hat a l hat في هذه
+
+492
+00:38:19,780 --> 00:38:22,660
+الحالة مين؟ ال current في اتجاه ال x direction a
+
+493
+00:38:22,660 --> 00:38:27,260
+l hat اللي هي a x hat row hat مين هي ال z hat ف a
+
+494
+00:38:27,260 --> 00:38:30,520
+l hat cross row hat هتعطينا المجلة الفيه في اتجاه
+
+495
+00:38:30,520 --> 00:38:31,560
+ال z direction
+
+496
+00:38:35,030 --> 00:38:38,530
+نجمع الاتنين مع بعض بيعطيني الـ total magnetic
+
+497
+00:38:38,530 --> 00:38:41,130
+field فهيكون عندي component في ال rho direction و
+
+498
+00:38:41,130 --> 00:38:46,050
+واحدة في ال z direction المثل
+
+499
+00:38:46,050 --> 00:38:50,110
+اللي بعده هيجي مش من filament طويلة أسوأ أسمى ولا
+
+500
+00:38:50,110 --> 00:38:54,590
+final هتكون من filament على شكل دائرة filament على شكل
+
+501
+00:38:54,590 --> 00:38:59,210
+دائرة برضه line لازال انه IDL بس على شكل دائرة مش من
+
+502
+00:38:59,210 --> 00:39:02,890
+خط مستقيم يعني ان انا بقوله لو كان عندي circular
+
+503
+00:39:03,350 --> 00:39:07,010
+Loop located at X تربيع زائد Y تربيع بتساوي تسعة عامة
+
+504
+00:39:07,010 --> 00:39:10,890
+يعني انهم يلقوا في نقلة ميرول رقمها تلاتة ال
+
+505
+00:39:10,890 --> 00:39:14,310
+circle located at X تربيع زائد Y تربيع بتساوي تسعة
+
+506
+00:39:14,310 --> 00:39:17,710
+يعني ربع التسعة بتساوي تلاتة ال radius تبعها ال
+
+507
+00:39:17,710 --> 00:39:22,750
+circle Z بتساوي صفر يعني ال circle واقع دوام في ال
+
+508
+00:39:22,750 --> 00:39:27,680
+XY plane و ال radius تبعها بيساوي تلاتة carries a
+
+509
+00:39:27,680 --> 00:39:32,940
+direct current قيمته
+
+510
+00:39:32,940 --> 00:39:37,440
+10A along Phi hat Phi hat هي ال positive direction
+
+511
+00:39:37,440 --> 00:39:38,320
+من X ل Y
+
+512
+00:39:44,330 --> 00:39:49,990
+بتناقل magnet field عند النقطتين مرة عند X0 Y0 و
+
+513
+00:39:49,990 --> 00:39:56,190
+plus 4 و مرة عند 0 0 و minus 4 طبعا احنا ما فيش
+
+514
+00:39:56,190 --> 00:39:59,390
+عندنا وقت كافي عشان نحلها بالتفصيل هحكيها على
+
+515
+00:39:59,390 --> 00:40:02,690
+السريع و انتوا بتحلوه في البيت و بتسلموه للقادة
+
+516
+00:40:02,690 --> 00:40:08,230
+القادمة dB بيساوي I dL cross R على 4 باي R تكعيب بحدد
+
+517
+00:40:08,230 --> 00:40:11,510
+ال dL من هي ال dL اللي هي على ال loop مكان ال
+
+518
+00:40:11,510 --> 00:40:16,150
+current dL متذكرين ايش بتساوي رو دي فاي و لان سيتا
+
+519
+00:40:16,150 --> 00:40:20,210
+فاي هات ال dL للcircle عبارة عن رو دي فاي اللي هو
+
+520
+00:40:20,210 --> 00:40:24,430
+القص رو دي فاي في جهة فاي هات وR اللي بتحددها 00
+
+521
+00:40:24,430 --> 00:40:28,490
+اتش اللي هي الاربع او الخمسة او ال minus اربعة
+
+522
+00:40:28,490 --> 00:40:32,510
+بجيب ال R اللي هي المسافة بين الفرق من بين R ناقص
+
+523
+00:40:32,510 --> 00:40:36,870
+R prime هي ال R ال R اللي هي ال رو رو هات و ال R
+
+524
+00:40:36,870 --> 00:40:40,630
+prime اللي هي 00 اتش او XYZ
+
+525
+00:40:43,940 --> 00:40:49,360
+بنحدد المسافة R بعد ما احدد المسافة R بجيب اللي هي
+
+526
+00:40:49,360 --> 00:40:54,080
+ال dL cross R طبعا قلنا المسافة بين R ناقص R
+
+527
+00:40:54,080 --> 00:40:56,260
+prime R اللي هي موقع النقطة باسمة ال magnetic
+
+528
+00:40:56,260 --> 00:41:00,460
+field ناقص R prime اللي هي موقع ال element بجيبله
+
+529
+00:41:00,460 --> 00:41:06,160
+cross product و بعود في ال dB في ال elements كلهم
+
+530
+00:41:06,160 --> 00:41:09,710
+يعني بعد ما اجمعهم بصير اندي اللي هو زي ما هو
+
+531
+00:41:09,710 --> 00:41:12,710
+اقسمهم ل two components واحدة component واحدة
+
+532
+00:41:12,710 --> 00:41:17,070
+component بكمل كل واحدة وبحصل على ال total
+
+533
+00:41:17,070 --> 00:41:23,570
+magnetic field طبعا من ال symmetry من ال symmetry
+
+534
+00:41:23,570 --> 00:41:27,740
+اذا طلعنا كل element هيكون في element اقباله، صح؟
+
+535
+00:41:27,740 --> 00:41:30,320
+كل element هيكون في element اقباله، عندنا قلنا
+
+536
+00:41:30,320 --> 00:41:32,640
+هييطلع components اتنين، واحدة في تجاه الـR واحدة
+
+537
+00:41:32,640 --> 00:41:36,520
+في تجاه الـZ لو حطيت ال element اللي اقباله اللي هنا،
+
+538
+00:41:36,520 --> 00:41:39,080
+هلاحظ برضه هيكون فيه two elements واحد في تجاه
+
+539
+00:41:39,080 --> 00:41:43,330
+الـZ واحد في تجاه الـR واحد element هنا هيعطيني
+
+540
+00:41:43,330 --> 00:41:47,190
+برضه دايما ال magnet فيه هيكون بزاوية زي هيك لفوق
+
+541
+00:41:47,190 --> 00:41:50,730
+واحدة component في ال z واحدة في ال rho يا هتكون
+
+542
+00:41:50,730 --> 00:41:53,430
+في ال z و minus rho فاللي في ال rho ال direction
+
+543
+00:41:53,430 --> 00:41:56,930
+كلهم هيروح ي cancel بعض مين هيضل اللي في ال z
+
+544
+00:41:56,930 --> 00:41:59,850
+direction فإذا من ال symmetry بقدر أخلص من مين
+
+545
+00:41:59,850 --> 00:42:03,370
+اللي ال rho component لأ تعب حالي و لأ أكملها هيضل
+
+546
+00:42:03,370 --> 00:42:06,430
+بس عندي اللي في ال z component واضح فمن ال
+
+547
+00:42:06,430 --> 00:42:10,140
+symmetry بس بتضل عندنا ال z component و بعد هيك
+
+548
+00:42:10,140 --> 00:42:13,260
+بنعوض على قبل القدش على القيمة اللي هو قدرياها أو
+
+549
+00:42:13,260 --> 00:42:15,800
+اللي عندها طالب من مجلة field أسوأ positive ولا
+
+550
+00:42:15,800 --> 00:42:16,220
+negative
+
+551
+00:42:19,700 --> 00:42:22,300
+المثال اللي بعده خلينى احنا بنقشه لقاءه القادر ان
+
+552
+00:42:22,300 --> 00:42:25,220
+شاء الله بس حله اللي هو تبع ال ring لإن المثالين
+
+553
+00:42:25,220 --> 00:42:28,560
+اللي بعد ال ring بيتمدوا عليه زي ما عملنا تبع ال
+
+554
+00:42:28,560 --> 00:42:30,460
+semi-infinite أو يعني ال line اللي اللي قيله
+
+555
+00:42:30,460 --> 00:42:34,000
+definite line ال links كل الأمثل اللي عليه بعدها
+
+556
+00:42:34,000 --> 00:42:38,580
+كان محدد عليه تكترف القانون تبعه و بتحددى لل ..
+
+557
+00:42:38,580 --> 00:42:42,240
+نفس الحاجة لل ring المثال اللي بعده كلها معتمدة
+
+558
+00:42:42,240 --> 00:42:42,800
+عليه
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/I8ZXjFEyO9A_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/I8ZXjFEyO9A_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..667b7635e207d84902e2be19a429deb9d3335e30
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/I8ZXjFEyO9A_raw.srt
@@ -0,0 +1,2240 @@
+1
+00:00:20,690 --> 00:00:24,310
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:24,310 --> 00:00:28,290
+وبركاته احنا اليوم ان شاء الله هنتبع واطينا في
+
+3
+00:00:28,290 --> 00:00:33,510
+الكهر استاتيكية و هنتقل ل magnetostatic fields
+
+4
+00:00:33,510 --> 00:00:39,510
+الشكتر 7 اللي بتحدث عن magnetostatic field فارجينا
+
+5
+00:00:39,510 --> 00:00:42,230
+ال new field احنا كلنا مركزين على ال electric
+
+6
+00:00:42,230 --> 00:00:47,280
+field و اليوم هنشوف ال magnetic fieldتذكروا في
+
+7
+00:00:47,280 --> 00:00:50,880
+شبطر 4 و 6 كان الحديث دائما عن static electric
+
+8
+00:00:50,880 --> 00:00:56,980
+field اللي بنعبر عنه ب E و D و D بتساوي E E و E هي
+
+9
+00:00:56,980 --> 00:01:00,880
+ال dialectic constant للميديا زي ما قولنا في هذا
+
+10
+00:01:00,880 --> 00:01:05,120
+الشبطر هنتعمل من static magnetic fields اللي بنعبر
+
+11
+00:01:05,120 --> 00:01:10,580
+عنه بH و B و B بتساوي Mu في B .. ب .. ب .. B
+
+12
+00:01:10,580 --> 00:01:11,760
+بتساوي Mu في H
+
+13
+00:01:15,140 --> 00:01:24,820
+B بيساو ميو في H التمييز
+
+14
+00:01:24,820 --> 00:01:27,540
+بين ال electric و ال magnetic field واضح عنه
+
+15
+00:01:27,540 --> 00:01:32,880
+Orsted اللي هو واحدة قياس ال magnetic field أصلا
+
+16
+00:01:32,880 --> 00:01:36,640
+متعبرة بال Orsted اللي قال إن ال electrostatic
+
+17
+00:01:36,640 --> 00:01:41,970
+field تنتج اللي هو ال E field و ال D fieldبنتج لما
+
+18
+00:01:41,970 --> 00:01:45,130
+يكون عندنا ال charges صافين احنا طول الشبات الماضي
+
+19
+00:01:45,130 --> 00:01:49,170
+عمرنا حكينا عن ال charges بتجري كله بنحكي عن ال
+
+20
+00:01:49,170 --> 00:01:52,610
+charges في حالة static field يعني في حالة وضع
+
+21
+00:01:52,610 --> 00:01:58,710
+مابتجريش ولا بتتصارى ولا بتكون عليها velocity لكن
+
+22
+00:01:58,710 --> 00:02:03,050
+ال static magnetic field هي عبارة عن field بنتج
+
+23
+00:02:03,050 --> 00:02:07,430
+لما بيكون عنده charging، charge بتتحرك ال constant
+
+24
+00:02:07,430 --> 00:02:12,040
+velocity بسميها ال static magnetic fieldعشان هي
+
+25
+00:02:12,040 --> 00:02:14,580
+الفرق من ال aesthetic electric field و aesthetic
+
+26
+00:02:14,580 --> 00:02:18,400
+magnetic field احنا بناخد في هذا الشبط .. في هذا
+
+27
+00:02:18,400 --> 00:02:21,840
+الفصل اللي هو ال electrostatic في فصول قادمة
+
+28
+00:02:21,840 --> 00:02:25,040
+بتاخده اللي هو electrodynamics ال dynamics اللي هو
+
+29
+00:02:25,040 --> 00:02:31,090
+بيكون في علنا ال fields function of Tهذا ال table
+
+30
+00:02:31,090 --> 00:02:34,110
+مش هأقعدكوا ياه بس يعني انه مجرد table هفرجيكي ال
+
+31
+00:02:34,110 --> 00:02:36,890
+analogy بين electric و magnetic field و احنا في
+
+32
+00:02:36,890 --> 00:02:41,210
+هذا الشبكة رح نشوف هل القوانين شوية شوية بس بعد ما
+
+33
+00:02:41,210 --> 00:02:46,290
+نخلصهم هتسيروا اتقارنوا بين اللي هي القوانين عشان
+
+34
+00:02:46,290 --> 00:02:49,270
+يساعدكم على انكم تتذكروا القوانين اذا الواحد حفظ
+
+35
+00:02:49,270 --> 00:02:52,810
+قوانين معينة لما يمشي يحفظ قوانين تانية بيكون كويس
+
+36
+00:02:52,810 --> 00:02:55,610
+انه يعمل بينهم analogy يقولها ده اه بشبه داك
+
+37
+00:02:55,610 --> 00:03:02,920
+القانون و هكذانبدأ في biosafety law biosafety law
+
+38
+00:03:02,920 --> 00:03:07,400
+هو القانون اللى بحدد لقيمة ال magnetic field عن
+
+39
+00:03:07,400 --> 00:03:14,960
+نقطة بالقرب من تيار متحرك احنا قلنا ال magnetic
+
+40
+00:03:14,960 --> 00:03:20,780
+field بتولد في وجود ال charges متحركة ال constant
+
+41
+00:03:20,780 --> 00:03:30,080
+velocityمثلا حركة مستمرة في الوسط تيار بيو سفارتلو
+
+42
+00:03:30,080 --> 00:03:37,000
+بيجيبلي ال magnetic field في نقطة بالقرب من تيار
+
+43
+00:03:37,000 --> 00:03:43,060
+اذا احنا شفنا هذا ال element في تيار اتجاه التيار
+
+44
+00:03:43,060 --> 00:03:46,640
+زي ما انتوا شايفينه بالساعة و احنا بدي ال magnetic
+
+45
+00:03:46,640 --> 00:03:50,060
+field عند ال point اللي زي ما انتوا شايفينها في
+
+46
+00:03:50,060 --> 00:03:58,420
+هذه النقطة عند النقطة Bبنحدد element من اللي هو خط
+
+47
+00:03:58,420 --> 00:04:02,200
+مصار او يعني ال silica المورفي الكرام باخد element
+
+48
+00:04:02,200 --> 00:04:08,540
+منه و بسميه di و di هي عبارة عن IDL يعني هذا ال
+
+49
+00:04:08,540 --> 00:04:11,880
+element بحتوي على المعلومتين اللي هي طول ال
+
+50
+00:04:11,880 --> 00:04:16,700
+element و الطيار المورفي اخد
+
+51
+00:04:16,700 --> 00:04:21,090
+المسافة بين ال element والنقطة اللى بدى اجيب عندها
+
+52
+00:04:21,090 --> 00:04:25,230
+المجال و بسميها R اللى هى ما بين ال source و
+
+53
+00:04:25,230 --> 00:04:27,830
+النقطة اللى بدأ اقاس فيها زى دائما بحدد ال
+
+54
+00:04:27,830 --> 00:04:30,850
+position تبع النقطة اللى بدأ اقاس فيها عندها
+
+55
+00:04:30,850 --> 00:04:34,790
+المجال و بحدد ال position تبع ال element و R اللى
+
+56
+00:04:34,790 --> 00:04:39,570
+هى الفرق بينهم زى دائما الفرق ما بين R capital
+
+57
+00:04:39,570 --> 00:04:42,430
+بيساوي R minus R prime R اللى هى المكان اللى بتحدد
+
+58
+00:04:42,430 --> 00:04:46,350
+عنده المثيل و R prime اللى هو عند اللى هو وين ال
+
+59
+00:04:46,350 --> 00:04:51,490
+sourceبيو سوفارتلوش بقول ان دي اتش لان دي اتش بدي
+
+60
+00:04:51,490 --> 00:04:54,930
+اسميها انا جاي من دي ال حبيبنا المجرد فيه من كل ال
+
+61
+00:04:54,930 --> 00:04:57,930
+او من كل طول اللي هو ال element اللي فيه التيار
+
+62
+00:04:57,930 --> 00:05:02,050
+فبقول دي اتش اللي هو ال magnetic field الناتج من
+
+63
+00:05:02,050 --> 00:05:07,890
+هذا ال element دي ال اللي عبارة عن IDL sin α على
+
+64
+00:05:07,890 --> 00:05:12,950
+أرثر بيومين هي Alpha Alpha هي الزاوية اللي بين ال
+
+65
+00:05:12,950 --> 00:05:17,680
+elementو مين هو الخط الواصل ما بين ال element و
+
+66
+00:05:17,680 --> 00:05:22,020
+نقطة قياس ال field هاي alpha إذا تذكروا من ال
+
+67
+00:05:22,020 --> 00:05:26,220
+calculus دي ال alpha دي sine alpha احنا مثلا بيه
+
+68
+00:05:26,220 --> 00:05:29,740
+cosine alpha قولنا إيش هذا dot product مذاكرين؟ و
+
+69
+00:05:29,740 --> 00:05:33,440
+بيه sine أي field يعني أي field في cosine الزاوية
+
+70
+00:05:33,440 --> 00:05:37,040
+قولنا هذا ال dot product ال component في ال dot
+
+71
+00:05:37,040 --> 00:05:42,360
+product ال projectionأي field sin α هو ما يسمى
+
+72
+00:05:42,360 --> 00:05:45,920
+cross product متذكرين؟ انا مجنوطة في الأول في
+
+73
+00:05:45,920 --> 00:05:48,760
+التاني في ال sign الزاوية بينهم فهذه عبارة عن
+
+74
+00:05:48,760 --> 00:05:51,320
+مجنوطة الأول في ال sign الزاوية اذا بتكون cross
+
+75
+00:05:51,320 --> 00:05:56,180
+product ما بين DL و إيش و unit vector فالمجنوطة
+
+76
+00:05:56,180 --> 00:06:01,320
+بقى هيكون واحد هتكون DL في ال unit vector اللي في
+
+77
+00:06:01,320 --> 00:06:08,060
+اتجاه R أنا زاوية بينهم مين Alpha ف DL across مين
+
+78
+00:06:08,060 --> 00:06:15,710
+A R hatهذه الـ magnitude لمن؟ لDL vector across AR
+
+79
+00:06:15,710 --> 00:06:20,010
+hat vector اذا كنت تعرف برنامج DH vector هتكون I
+
+80
+00:06:20,010 --> 00:06:26,570
+DL vector across AR hat ليش AR hat؟ لأن مجنوط
+
+81
+00:06:26,570 --> 00:06:29,030
+الأول في مجنوط التاني في sign زي و لا بينهم مجنوط
+
+82
+00:06:29,030 --> 00:06:33,270
+الارهات هيكون واحد معين؟ أخدناه قبل هيك لما كنا
+
+83
+00:06:33,270 --> 00:06:38,430
+نراجع الكلب ببساطةDL هتساوي طبعا احنا قولنا هذا
+
+84
+00:06:38,430 --> 00:06:42,910
+يتناسب اول حاجة انه لأ بيو سفرتلو انه بتناسب مع
+
+85
+00:06:42,910 --> 00:06:46,470
+قيمة التيار مع طول ال element مع الزاوية اللي بين
+
+86
+00:06:46,470 --> 00:06:49,390
+ال element و مكان قياس .. و الخط الواصل ما بين ال
+
+87
+00:06:49,390 --> 00:06:54,210
+element و مكان قياس المجنت كتيروعكسيا مع R تربيع
+
+88
+00:06:54,210 --> 00:06:58,450
+اللي هي المسافة بين ال element و المكان اللي بده
+
+89
+00:06:58,450 --> 00:07:01,750
+اقياس عنه بالمجال تفير إذا بتتناسب معناه بقدر أحط
+
+90
+00:07:01,750 --> 00:07:06,890
+معامل تناسب هنسميه K ومعادم التناسب سواء واحد على
+
+91
+00:07:06,890 --> 00:07:10,870
+four by اذا بقدر أقول DH ايش بتساوي I D L Sin
+
+92
+00:07:10,870 --> 00:07:14,650
+Alpha على four by R تربيع وانا حكيت انه D L Sin
+
+93
+00:07:14,650 --> 00:07:19,210
+Alphaهي عبارة عن cross product ما بين DL cross AR
+
+94
+00:07:19,210 --> 00:07:22,690
+hat magnitude لو بديها vector بقول DH vector
+
+95
+00:07:22,690 --> 00:07:26,090
+خليتها bold احنا قلنا في الكتاب بنحطه bold على
+
+96
+00:07:26,090 --> 00:07:30,150
+الصبورة او في البرقة بيدنا بنكتب اللي هو السهم ف
+
+97
+00:07:30,150 --> 00:07:34,630
+DH vector هيكون I DL vector cross AR hat على 4 by
+
+98
+00:07:34,630 --> 00:07:40,110
+R تربية او بقدر اعبر عن AR hat عبارة عن R vector
+
+99
+00:07:40,110 --> 00:07:44,890
+على R magnitude هتكون I DL cross R على 4 by R cube
+
+100
+00:07:46,260 --> 00:07:49,840
+تمام؟ في أي سؤال حتى هنا هي bios of earth law اللي
+
+101
+00:07:49,840 --> 00:07:55,800
+هو يعني ال field اللي ناتج من جزء من الخط أو من
+
+102
+00:07:55,800 --> 00:07:59,420
+السلك الماري في التيارة في حاجة مهمة انتوا شفتوا
+
+103
+00:07:59,420 --> 00:08:03,960
+في الرسمة انه حاطط ال cross هال cross بتقول اتجاه
+
+104
+00:08:03,960 --> 00:08:07,220
+ال magnetic field عند هاي النقطة كيف بتحدد اتجاه
+
+105
+00:08:07,220 --> 00:08:11,610
+ال magnetic field عند هاي النقطة؟إحنا قولنا إن دي
+
+106
+00:08:11,610 --> 00:08:16,190
+H وصلنا إنها بالساوية K I دي ال vector across AR
+
+107
+00:08:16,190 --> 00:08:20,310
+hat إذا معناه إحنا بنتعلم اللي هي ال cross product
+
+108
+00:08:20,310 --> 00:08:23,990
+و إحنا اتعلمناه و قولنا إنه بقدر أستخدم اللي هي ال
+
+109
+00:08:23,990 --> 00:08:28,030
+right hand rule A cross B بيعطييني C نفس الاشي هنا
+
+110
+00:08:28,030 --> 00:08:34,830
+عندى I I across R المفروض إنها تعطييني مين؟ هاي I
+
+111
+00:08:34,830 --> 00:08:41,710
+هاي اتجاه ال Iيعني I cross R بديكون داخل فاحنا
+
+112
+00:08:41,710 --> 00:08:46,770
+قولنا دي للسهم معناه أنه داخل، نقطة أنه طالع،
+
+113
+00:08:46,770 --> 00:08:51,650
+طبعا؟ فبالنسبة لل current أو يعني اتجاه حساب مجند
+
+114
+00:08:51,650 --> 00:08:55,890
+كثير غير أنه انا بقول I cross I أو يعني A cross B
+
+115
+00:08:55,890 --> 00:08:58,310
+بتعطيني C اللي هو ال cross product فقلنا cross
+
+116
+00:08:58,310 --> 00:09:02,740
+product نبال اللي هو اتجاه ال currentمع اللي هو
+
+117
+00:09:02,740 --> 00:09:07,240
+اتجاه المسافة ما بين ال element و ايه فانا دي L
+
+118
+00:09:07,240 --> 00:09:11,560
+اكروس R فاحنا متأكدين انه جوا بالنسبة لحساب ال
+
+119
+00:09:11,560 --> 00:09:14,480
+magnetic field لو عندي انا خاطب و امر فيه طيار في
+
+120
+00:09:14,480 --> 00:09:18,780
+قانون تاني كمان برضه بسهل عليا ان احدد where اتجاه
+
+121
+00:09:18,780 --> 00:09:23,660
+ال magnetic field وهو التاني اني بحط ال thumb تبعي
+
+122
+00:09:23,660 --> 00:09:27,910
+في اتجاه ال magnetic fieldالصمت في اتجاه المجمة
+
+123
+00:09:27,910 --> 00:09:32,350
+الفيض واتجاه يدي بلف اتجاه المجمة الفيض اذا انا
+
+124
+00:09:32,350 --> 00:09:37,310
+اجي على الرسمة هاي ال right hand بتاعتي هاي اتجاه
+
+125
+00:09:37,310 --> 00:09:42,710
+القناة و لوف ايدي هيكون طالع من هنا للمجمة الفيض و
+
+126
+00:09:42,710 --> 00:09:45,870
+النقطة اللي بقس عندها فعليا إيش داخل أنا مختارة
+
+127
+00:09:45,870 --> 00:09:50,090
+هاي النقطة لو مختارتها هنا هيكون طالع فهي كممرة
+
+128
+00:09:50,090 --> 00:09:55,560
+بحط الصمت على الأصبع الكبير في اتجاه التيارةوالإيد
+
+129
+00:09:55,560 --> 00:09:59,540
+بتلف بتوضحلي اتجاه ال magnetic field فال magnetic
+
+130
+00:09:59,540 --> 00:10:03,360
+field خلاجها ما لو داخله في السكورة وقعد لو كانت
+
+131
+00:10:03,360 --> 00:10:07,200
+النقطة هنا إيش هيكون طالع من السكورة واضحة هاي
+
+132
+00:10:07,200 --> 00:10:11,920
+النقطة طبعا هادي جاية من اللي هي ال hand ال right
+
+133
+00:10:11,920 --> 00:10:16,180
+hand rule اللي شفناها هذا زي ما أنتوا شايفين نحط
+
+134
+00:10:16,180 --> 00:10:20,580
+الصندوق اتجاه التيار وإيدي لفتها بتقولي وين اتجاه
+
+135
+00:10:20,580 --> 00:10:25,100
+ال magnetic field واضح؟فهي زي ما تشوفين هنا اتجاه
+
+136
+00:10:25,100 --> 00:10:27,880
+ال magnet field هيكون مع لفة الإيد، هي اتجاه ال
+
+137
+00:10:27,880 --> 00:10:30,300
+magnet field و هذا اتجاه ال current اللي هو اتجاه
+
+138
+00:10:30,300 --> 00:10:34,120
+ال sun، ال sun بيقول اتجاه ال current و لفة الإيد
+
+139
+00:10:34,120 --> 00:10:37,140
+بتقول اتجاه ال magnet field، هنا هيكون طالع و هنا
+
+140
+00:10:37,140 --> 00:10:42,920
+داخل، في ناس بتفضلش بتعمل هيك و هيكفي ناس يقولوا
+
+141
+00:10:42,920 --> 00:10:47,600
+ان هاي بتعملهم مشاكل يعني، كانوا زمان يعني يقعدوا
+
+142
+00:10:47,600 --> 00:10:51,920
+يروحوا على البراندات و يهوبوا و يعملوا هيك و تصير
+
+143
+00:10:51,920 --> 00:10:54,700
+مشاكل أبقى بيفكروا الولد بينادي للبنت و البنت
+
+144
+00:10:54,700 --> 00:10:57,480
+بينادي للولد، ينزلوا الأهالي و يقولوا المشاكل، هدر
+
+145
+00:10:57,480 --> 00:11:01,900
+على ذمة القراء يعني أو الرواد، هيك الرواد، فصاروا
+
+146
+00:11:01,900 --> 00:11:05,880
+الدكاترة يعطوا حاجة تانية، بيه برضه مش أسهل يعني،
+
+147
+00:11:05,880 --> 00:11:09,220
+بتخيلي أنه في عندك screwdriver، يعني ال screw هو
+
+148
+00:11:09,220 --> 00:11:13,440
+البرغيبرغي و انت بدك تلف البرغي، بدك تلف اتجاه
+
+149
+00:11:13,440 --> 00:11:17,120
+البرغي في اتجاه من الطيار يعني اذا الطيار لفوق بده
+
+150
+00:11:17,120 --> 00:11:20,520
+ألف انه يخش يعني كأنه بدخل في خرق و بده يروح اخر
+
+151
+00:11:20,520 --> 00:11:24,420
+فانا بلف البرغي و انا بلف البرغي و البرغي بطلع في
+
+152
+00:11:24,420 --> 00:11:26,980
+اتجاه ال current و اتجاه اللف بقول اتجاه ال
+
+153
+00:11:26,980 --> 00:11:31,280
+magnetic field لو ال current لتحت فإيش بسوي بلف
+
+154
+00:11:31,280 --> 00:11:34,620
+البرغي في هذا الاتجاه و هذا بقول اتجاه المالك يعني
+
+155
+00:11:34,620 --> 00:11:35,580
+هدا هي طريقتها
+
+156
+00:11:41,260 --> 00:11:44,600
+انت فاهمه ان النقطة هي بوز السهم و بتقوللي انه
+
+157
+00:11:44,600 --> 00:11:47,540
+طالع ال magnetic field طالع من سطح الورقة زي ما
+
+158
+00:11:47,540 --> 00:11:53,000
+انتوا شايفين ال X انه داخل هذا الطرف النهائي للسهم
+
+159
+00:11:53,000 --> 00:11:59,800
+ديش
+
+160
+00:11:59,800 --> 00:12:02,520
+نشوف ايش هي ال elements بتاعة ال current يعني احنا
+
+161
+00:12:02,520 --> 00:12:07,740
+في ال in the charges شوفنا eq, rho s هم ذاكرين و
+
+162
+00:12:07,740 --> 00:12:08,100
+rho v
+
+163
+00:12:17,390 --> 00:12:20,770
+لما كنا نحسب الـelectric field بالنسبة للتيار
+
+164
+00:12:20,770 --> 00:12:25,610
+هيكون عندنا دائما DL I DL هذا لو بحكي عن line
+
+165
+00:12:25,610 --> 00:12:32,590
+current I فال element هيكون I DLDL طبعا فكتور او
+
+166
+00:12:32,590 --> 00:12:38,290
+هيكون عندي surface KDS و DS احنا بعبر عن اللي هو
+
+167
+00:12:38,290 --> 00:12:43,950
+current density ب KS اللي هي ال Vector تبعي و عندي
+
+168
+00:12:43,950 --> 00:12:47,110
+اللي هو ال volume اللي هو J DV و DV زي ما انتوا
+
+169
+00:12:47,110 --> 00:12:51,810
+بتذكرين احنا قولنا دايما ال scalar فJ هي اللي
+
+170
+00:12:51,810 --> 00:12:56,190
+هتكون فكتور طبعا ال units عامهم بتتناسب مع اللي هو
+
+171
+00:12:56,190 --> 00:13:01,110
+القيمة بتاعتهمالـ DL أو I اللى هى ال line current
+
+172
+00:13:01,110 --> 00:13:06,750
+اللى هو ال M M برمتر ال surface current K هتكون A
+
+173
+00:13:06,750 --> 00:13:10,710
+برمتر تربية و ال volume current G هتكون A برمتر
+
+174
+00:13:10,710 --> 00:13:16,910
+cube ال magnetic field هيكون ال integral احنا جبنا
+
+175
+00:13:16,910 --> 00:13:20,310
+ال D أدشل ولا element فالأدشل كلش هيكون ال
+
+176
+00:13:20,310 --> 00:13:25,220
+integralإذا line هيكون integral over line إذا كان
+
+177
+00:13:25,220 --> 00:13:29,420
+surface يعني بال IDL قلنا KDS هيكون integral over
+
+178
+00:13:29,420 --> 00:13:33,700
+surface لو كان volume هيكون integral over volume
+
+179
+00:13:33,700 --> 00:13:40,300
+وهذه ال three equations
+
+180
+00:13:40,300 --> 00:13:46,000
+لل line و ال surface و ال volume نجي
+
+181
+00:13:46,000 --> 00:13:50,680
+نشوف مثال لو كان عندي أنا line محدد الطول إلوزي ما
+
+182
+00:13:50,680 --> 00:13:54,040
+انتوا شايفين ما بين النقطة A والنقطة B هذا هو ال
+
+183
+00:13:54,040 --> 00:13:58,840
+line وفيه طيار الطيار بيجي من النقطة A ويروح لنقطة
+
+184
+00:13:58,840 --> 00:14:05,000
+B وانا بدي أجيب ال magnet field لنقطة زي B زي
+
+185
+00:14:05,000 --> 00:14:10,480
+تقريبا بتحدد axis انا لو انا حددت ال axis انه الحط
+
+186
+00:14:10,480 --> 00:14:13,080
+اللي في مورفي الكرانت اللي هو ال conductor المورفي
+
+187
+00:14:13,080 --> 00:14:18,690
+الكرانت هو اعلى ال Z axisع ال z axis وهي ال origin
+
+188
+00:14:18,690 --> 00:14:22,550
+تبعي وهي النقطة a والنقطة b هو ال line تبعي أو ال
+
+189
+00:14:22,550 --> 00:14:25,790
+current تبعي اللي على ال z axis بيه هتكون زى ما
+
+190
+00:14:25,790 --> 00:14:28,810
+انتوا شايفين على ال raw axis على واحد انا ال
+
+191
+00:14:28,810 --> 00:14:34,150
+cylindrical coordinate هتكون ال raw طبعا اذا نقلش
+
+192
+00:14:34,150 --> 00:14:37,710
+البعد تبع النقطة اللى بدأيسي عندها ال magnet field
+
+193
+00:14:37,710 --> 00:14:42,010
+هو ال raw raw hat و ال element تبعي هي udl ايش
+
+194
+00:14:42,010 --> 00:14:48,400
+هيكون z z hatصح؟ هذه المسافة سماها Z مابين هي
+
+195
+00:14:48,400 --> 00:14:51,880
+حددنا ال element DL عشان أحل في بايت و سافرت له
+
+196
+00:14:51,880 --> 00:14:57,700
+بده أحدد ال element DL هنا line يعني DL I في DL DL
+
+197
+00:14:57,700 --> 00:15:01,760
+بعضها عن ال zero نسميها مثلا Z وبتجاه مين هيكون Z
+
+198
+00:15:01,760 --> 00:15:05,320
+hatالنقطة اللي بدي ايس عندها المجد كفيد في هالحالة
+
+199
+00:15:05,320 --> 00:15:10,300
+هاخد cylindrical coordinate رو رو هات اذا R اللي
+
+200
+00:15:10,300 --> 00:15:13,820
+مابين ال element و النقطة اللي بدي ايس عندها المجد
+
+201
+00:15:13,820 --> 00:15:20,380
+كفيد هايكون رو رو هات minus Z Z hat تمام؟ اذا هدا
+
+202
+00:15:20,380 --> 00:15:23,880
+هي القانون تبعنا DH اللي هو vector بالسوء ال DL
+
+203
+00:15:23,880 --> 00:15:27,700
+cross R على 4 by R cubed بحدد اللي هو ال element
+
+204
+00:15:27,700 --> 00:15:36,080
+تبعي DL اللي هو عبارة عن مين DZDL DZ واضح هنا DZ I
+
+205
+00:15:36,080 --> 00:15:43,760
+DZ ال element DZ Z hat وR رورو hat نقل Z Z hat ليش
+
+206
+00:15:43,760 --> 00:15:47,880
+لأن Z هي موقع ال DZ بتاعتي و أنا حددت ال element
+
+207
+00:15:47,880 --> 00:15:52,200
+تبعنا DL cross R إيش هتساوي إن أنا أخد ال cross
+
+208
+00:15:52,200 --> 00:15:55,980
+product بين اتنين ال Z hat مع ال رو hat تعطينا فيه
+
+209
+00:15:55,980 --> 00:15:58,040
+hat لكن Z hat مع Z hat zero
+
+210
+00:16:03,900 --> 00:16:09,660
+واضح؟ نعود في ال Hهتكون الـ integral I عوض ع ال
+
+211
+00:16:09,660 --> 00:16:15,040
+cross product DL cross R rho DZ by hat على 4 by R
+
+212
+00:16:15,040 --> 00:16:19,200
+cube، mean R هي R، المجنيتو التبعها إيش هيكون؟ رو
+
+213
+00:16:19,200 --> 00:16:23,000
+تربيع زي زي التربيع تحت الجزر، كل cube هتصبح رو
+
+214
+00:16:23,000 --> 00:16:26,680
+تربيع زي زي التربيع القوة تلاتة على اتنين طبعاً
+
+215
+00:16:26,680 --> 00:16:30,790
+ممكن أكمل هذا ال integral عشان أكملهبدي أشوف إيش
+
+216
+00:16:30,790 --> 00:16:33,690
+الطريقة اللي بدها تناسبني للتكامل عندي row و dz
+
+217
+00:16:33,690 --> 00:16:38,170
+الحل هي أني هستخدم ال trick اللي هي العلاقة بين z
+
+218
+00:16:38,170 --> 00:16:42,910
+و row إذا أحنا طلعنا ع z و row العلاقة بينهم دلالة
+
+219
+00:16:42,910 --> 00:16:47,050
+alpha اللي هي الزاوية بين ال element و الخط الواصم
+
+220
+00:16:47,050 --> 00:16:50,750
+بين z و نقطة القياس لأيه زي ما تشوفين alpha
+
+221
+00:16:50,750 --> 00:16:57,010
+هتعطينا z اللي بتسوي row كتان alpha row كتان alpha
+
+222
+00:16:59,550 --> 00:17:04,370
+لو انا أخدت لأنه z زد على raw الكتان ال raw على ال
+
+223
+00:17:04,370 --> 00:17:07,970
+z هي التان ف ال z بتسوى raw كتان alpha ف دي z ايش
+
+224
+00:17:07,970 --> 00:17:13,250
+بتسوى minus raw cosecant تربيه alpha d alpha لو
+
+225
+00:17:13,250 --> 00:17:19,010
+عوضنا بال variables هكون ان انا اخلصت من الواحد
+
+226
+00:17:19,010 --> 00:17:19,870
+بالدلالة التانية
+
+227
+00:17:22,620 --> 00:17:26,520
+هتكون Alpha عندي تتغير من Alpha 1 ل Alpha 2، واضحش
+
+228
+00:17:26,520 --> 00:17:29,820
+اللي صار؟ احنا عندنا اللي هي ال Raw وعندي ال Z
+
+229
+00:17:29,820 --> 00:17:34,090
+فأول بجيب العلاقة بين ال Raw و ال Zو بحر ال
+
+230
+00:17:34,090 --> 00:17:37,550
+integration تبعي بطلع معايا ان ال magnetic field
+
+231
+00:17:37,550 --> 00:17:41,070
+بساوي I على 4 by rho cosine alpha 2 minus cosine
+
+232
+00:17:41,070 --> 00:17:45,250
+alpha 1 في Phi hat اتجاه ال magnetic field في
+
+233
+00:17:45,250 --> 00:17:47,690
+اتجاه ال Phi hat طبعا احنا ممكن نستخدم الرواية
+
+234
+00:17:47,690 --> 00:17:51,130
+hand rule احنا نستخدمها cross product لو انا حاطيت
+
+235
+00:17:51,130 --> 00:17:55,630
+ال thumb تبعي في اتجاه ال line هلاقي ان ايدي ماله
+
+236
+00:17:55,630 --> 00:17:56,830
+هطلو في هاي ال rho احنا
+
+237
+00:18:16,780 --> 00:18:21,920
+بشكل عام بدي أجيب ال magnet field من ال lineبدنا
+
+238
+00:18:21,920 --> 00:18:25,880
+نحط يعني حاجة بتسهل علينا الحل كتير أنه Phi hat
+
+239
+00:18:25,880 --> 00:18:30,880
+هتساوي DL بحدد اتجاه ال line اللي هو هيمثل زي ال
+
+240
+00:18:30,880 --> 00:18:37,680
+axis تبع الاستوانة DL باتجاه وين AL hat cross mean
+
+241
+00:18:37,680 --> 00:18:40,920
+rho رو اللي هو العمودي ما بين نقطة قياس ال
+
+242
+00:18:40,920 --> 00:18:44,520
+magnetic field على مين على الخط ال morphic الكانت
+
+243
+00:18:44,520 --> 00:18:48,620
+يعني هدبكوا تحفظوها بتسهل عليكوا تحديد اتجاه ال
+
+244
+00:18:48,620 --> 00:18:53,090
+magnetic fieldطبعا إذا إحنا بنحفظ كيف نجيب الـ Phi
+
+245
+00:18:53,090 --> 00:18:56,730
+hat لإن إذا .. يعني هنلاحظ على .. تشوف كمان أمثلة
+
+246
+00:18:56,730 --> 00:18:59,830
+قد قلتها كيف إنه سهل عليه أستخدم هذه العلاقة بيضل
+
+247
+00:18:59,830 --> 00:19:03,310
+إني دايما أجيب اتجاه ال Phi hat ف Phi hat هي هتكون
+
+248
+00:19:03,310 --> 00:19:06,970
+DL hat اللي هو وين اتجاه ال current ال cross اللي
+
+249
+00:19:06,970 --> 00:19:10,850
+هو الخط الواصل العمودي مش الواصل بين ال element و
+
+250
+00:19:10,850 --> 00:19:15,470
+نقطة قياس المجد فيه العمودي ما بين نقطة قياس وين
+
+251
+00:19:15,470 --> 00:19:20,490
+بدأيش المجد فيه و من الخط اللي بيور فيه التيارهذا
+
+252
+00:19:20,490 --> 00:19:24,930
+هو ال raw هيتعريفه، واضح؟ إذا ال hat cross raw hat
+
+253
+00:19:24,930 --> 00:19:29,370
+يبقى تقنين ال file hat نشوف أمثلة زي حالات خاصة
+
+254
+00:19:29,370 --> 00:19:33,010
+نعتبرها للمثال السابق أول حاجة لو كان عندي semi
+
+255
+00:19:33,010 --> 00:19:35,790
+-infinite، إيش semi-infinite؟ يعني النقطة A صارت
+
+256
+00:19:35,790 --> 00:19:41,210
+عند 0 0 0 و النقطة B صارت عند 0 0 infinity، صارت
+
+257
+00:19:41,210 --> 00:19:43,570
+semi-infinite يعني بروحش من ما يناسب infinity لما
+
+258
+00:19:43,570 --> 00:19:47,150
+يناسب infinity، بروح من 0 ل infinity الخط اللي بمر
+
+259
+00:19:47,150 --> 00:19:52,180
+فيه ال currentمايعني ألف واحد صارت تسعين ألف واحد
+
+260
+00:19:52,180 --> 00:19:55,740
+ما بين الخط المورفي التيار و أقرب صرت هنا ألف واحد
+
+261
+00:19:55,740 --> 00:20:04,360
+اذا قلنا a صارت zero zero zero هي
+
+262
+00:20:04,360 --> 00:20:11,120
+صارت هنا ال a فالألف هو صارت ألف واحد ما بين الخط
+
+263
+00:20:11,120 --> 00:20:15,900
+المورفي التيار و النقطة اللي واصلة لي ال a الحدود
+
+264
+00:20:15,900 --> 00:20:19,560
+بتاعة ال lineالـ α1 و الـ α2 اللي عملنا
+
+265
+00:20:19,560 --> 00:20:23,300
+integration فإذا النقطة A صارت عند الـ 00، الـ α1
+
+266
+00:20:23,300 --> 00:20:28,680
+تصير 90 و الـ α2 تصير عند الـ infinity فكأنه في
+
+267
+00:20:28,680 --> 00:20:31,320
+end ال infinity إيش بيصيروا خطين متوازية، فبصير 0
+
+268
+00:20:31,320 --> 00:20:39,500
+فإذا الـ α1 90 و الـ α2 تصير 0 أنا هو السمية
+
+269
+00:20:39,500 --> 00:20:43,290
+infinite، فأنا لو عقدتفالقيام في المعادلة اللى
+
+270
+00:20:43,290 --> 00:20:46,870
+اشتغلها مع بعض لها ال element اللى من نقطة A لنقطة
+
+271
+00:20:46,870 --> 00:20:52,290
+D بعود عن Alpha 91 و Alpha 2 ب Zero جبتنا Zero
+
+272
+00:20:52,290 --> 00:20:57,050
+واحد جبتنا سنين سفر فهى كل ناتج H بتساوي I على
+
+273
+00:20:57,050 --> 00:21:02,660
+four by rho Phi hatلو كان infinite مش infinite
+
+274
+00:21:02,660 --> 00:21:06,700
+infinite يعني النقطة A بتروح من 0 عند ال 0 0 minus
+
+275
+00:21:06,700 --> 00:21:11,800
+infinity و النقطة B 00 infinity بدي أحدد من Alpha
+
+276
+00:21:11,800 --> 00:21:15,960
+1 و Alpha 2 Alpha 1 هي عند ال 180 و Alpha 2 عند ال
+
+277
+00:21:15,960 --> 00:21:22,340
+0 اعود جبت من ال 01 جبت من ال 180 ناقص 1 ناقص ناقص
+
+278
+00:21:22,340 --> 00:21:26,860
+فسيصبح plus فسيصبح 2 I على 4 by rho اذا هتكون I
+
+279
+00:21:26,860 --> 00:21:29,500
+على 2 by rho Phi hat تمام؟
+
+280
+00:21:34,850 --> 00:21:38,470
+كمان مثال عندي زى ما انتوا شايفين هذا ال loop اللى
+
+281
+00:21:38,470 --> 00:21:41,650
+هو عبارة عن شكل ال triangle ال current مر في
+
+282
+00:21:41,650 --> 00:21:45,210
+الاتجاهات اللى انتوا شايفينها اللى هو بروح من zero
+
+283
+00:21:45,210 --> 00:21:50,790
+لتنين وعلى ال x axis و بكمل و برجع ل ال zero فعندي
+
+284
+00:21:50,790 --> 00:21:54,950
+three buses واحد اتنين تلاتة و التيار قيمته عشرة
+
+285
+00:21:54,950 --> 00:21:59,990
+امبير وعندي طول ال element على ال x axis اتنين و
+
+286
+00:21:59,990 --> 00:22:04,690
+هكذا هى اللى معطيتو طبعا ال top point او يعني ال y
+
+287
+00:22:04,690 --> 00:22:09,410
+axis اللي هو العمود ال vertical من الرأس للقاعدة
+
+288
+00:22:09,410 --> 00:22:14,110
+قيمته واحدبتاع المعطيات اللي هي بدنا ال magnetic
+
+289
+00:22:14,110 --> 00:22:19,810
+field النقطة 005 وين وقع ال z axis عمودي على هذا
+
+290
+00:22:19,810 --> 00:22:26,190
+ال plan هذا ال plan xy وانا بدي النقطة عند 005
+
+291
+00:22:26,190 --> 00:22:31,250
+يعني عمودي على هذا ال axis x0 y0 ويه في القسط في x
+
+292
+00:22:31,250 --> 00:22:37,870
+axis على النقطة 5 وبدوا مين؟بدو هذا ناتج من مين
+
+293
+00:22:37,870 --> 00:22:42,450
+فقط من ال side 1 يعني بدو يحسب ان ال magnetic
+
+294
+00:22:42,450 --> 00:22:48,470
+field عنده نقطة 005 الناتجة من مرور التيار في ال
+
+295
+00:22:48,470 --> 00:22:54,160
+side رقم 1 هو معلمهم 123ديها فقط منها، للتسهيل بدي
+
+296
+00:22:54,160 --> 00:22:57,380
+أعيد رسم ال .. الرسم اللي قدامي بدي أوضح وين
+
+297
+00:22:57,380 --> 00:23:00,960
+النقطة بحسب عندها الماجنة تكفيها عشان بدي أجيب انا
+
+298
+00:23:00,960 --> 00:23:04,620
+ال .. ال .. ال .. البعد تبع النقطة هاي من ..
+
+299
+00:23:04,620 --> 00:23:08,000
+بالنسبة لل coordinate زي البعد ال .. ال .. ال
+
+300
+00:23:08,000 --> 00:23:11,820
+element فالرسمة كانت تانية بسيطة بدي أوضح فيها ال
+
+301
+00:23:11,820 --> 00:23:14,480
+z axis و ال element ال element أواقع مين على ال x
+
+302
+00:23:14,480 --> 00:23:19,610
+axisو الـ z axis النقطة بدقيس عندها ال field هي
+
+303
+00:23:19,610 --> 00:23:25,610
+النقطة الخامسة هاي ال element تبعا بادي نرجع كمرة
+
+304
+00:23:25,610 --> 00:23:29,090
+من zero ل اتنين هاي طوله من zero ل اتنين هذا ماله
+
+305
+00:23:29,090 --> 00:23:36,130
+محدد طوله مش واحد لل infinity من a ل b واضح و ال z
+
+306
+00:23:36,130 --> 00:23:41,950
+axis عمودي علين و نتجاهه xyz يعني على قوة i فعشان
+
+307
+00:23:41,950 --> 00:23:47,070
+هيك قعدنا الرسمهذه الـ x وهذه الـ element الموجود
+
+308
+00:23:47,070 --> 00:23:51,350
+في تيارة من النقطة 0 إلى 2 عشرة أنفر هذه الـ mean
+
+309
+00:23:51,350 --> 00:23:56,030
+اللي هي a ال hat اتجاه mean ال current a ال hat
+
+310
+00:23:56,030 --> 00:23:59,510
+والنقطة اللي بدأ اسمها ال magnet field على بعض
+
+311
+00:23:59,510 --> 00:24:03,410
+خمسة وهنا بالتمام عمودية على ال zero فهذه ال mean
+
+312
+00:24:03,410 --> 00:24:09,170
+ال raw hat تمام a hat raw hat نحط القانون طبعاأيش
+
+313
+00:24:09,170 --> 00:24:12,850
+القانون قال ان H vector بتساوي I على 4 by rho
+
+314
+00:24:39,550 --> 00:24:42,870
+الطولة ده اتنين وعارفة الطولة ده خمسة صفر و بقدر
+
+315
+00:24:42,870 --> 00:24:47,330
+اجيب هى بجيبها من التان المقابل على المجاور خمسة
+
+316
+00:24:47,330 --> 00:24:51,470
+على اتنين و هكذا و بعدين بجيب قيمة ال cosine دبعها
+
+317
+00:24:51,470 --> 00:24:54,830
+او على طول بجيب انه هذا جزر التربيع لها اتنين
+
+318
+00:24:54,830 --> 00:24:57,890
+تربيع زي خمس تربيع يعني اربعة زي خمسة و عشرين عشان
+
+319
+00:24:57,890 --> 00:25:03,990
+تربيع تسعة و عشرينفإذا ان هي عبارة ال cos α جب
+
+320
+00:25:03,990 --> 00:25:07,150
+تمام التسعين اللي هو سفر جب تمام ال alpha اتنين
+
+321
+00:25:07,150 --> 00:25:12,290
+اللي هي اتنين على جزر التسعة وعشرين رو عارفينها رو
+
+322
+00:25:12,290 --> 00:25:15,110
+واضحة اللي هي ما بين النقطة باسعة و ده المجلة فيه
+
+323
+00:25:15,110 --> 00:25:21,690
+و عمودي هو العمودي على المسار تبع التيارة فهنا رو
+
+324
+00:25:21,690 --> 00:25:27,770
+جاهزة خمسة واضح؟ بنعود عندي I عشرة أمبير معطيني
+
+325
+00:25:27,770 --> 00:25:32,470
+إياها رو عارفناها خمسةبظلمين اللي هي ال a fi hat
+
+326
+00:25:32,470 --> 00:25:37,070
+احنا قولنا كيف بنحدد ال a fi hat a l hat cross a
+
+327
+00:25:37,070 --> 00:25:42,430
+rho hat a l hat اللي هي x hat cross rho hat اللي
+
+328
+00:25:42,430 --> 00:25:48,850
+هي z hat x cross z عكس الدائرة هيك x y z x cross z
+
+329
+00:25:48,850 --> 00:25:52,670
+minus y hat فعرفنا ان انا اتجاه ال fi hat نفس
+
+330
+00:25:52,670 --> 00:25:58,400
+الشيء لو عملنا اللي هي ال x ولفنااتجاه المجلد فيه
+
+331
+00:25:58,400 --> 00:26:02,980
+طالع من النقطة طالع هذا اتجاه مين احنا عشان نعرفه
+
+332
+00:26:02,980 --> 00:26:08,360
+انتجاه ال Y X Y لازم تكون لجوا XYZ صح ال right
+
+333
+00:26:08,360 --> 00:26:11,760
+hand rule فإذا هي طالع على برا و إش هذا minus Y
+
+334
+00:26:11,760 --> 00:26:18,680
+طبعا إذا نعرفين كل ناسر إش عشرة كل حاجة صارت
+
+335
+00:26:18,680 --> 00:26:22,360
+معروفة عشرة أمبير Alpha by خمسة cosine ال Alpha
+
+336
+00:26:22,360 --> 00:26:25,700
+اتنين اللي هي اتنين ع جزر الخمسة وعشرين cosine
+
+337
+00:26:25,700 --> 00:26:26,800
+Alpha واحد سفر
+
+338
+00:26:33,640 --> 00:26:37,480
+المثال التاني يقول ان انا بدي ال magnet field نقطة
+
+339
+00:26:37,480 --> 00:26:40,920
+ماينوس تلاتة اكس ماينوس تلاتة ماينوس تلاتة ماينوس
+
+340
+00:26:40,920 --> 00:26:47,340
+تلاتة ماينوس تلاتة ماينوس تلاتة ماينوس
+
+341
+00:26:47,340 --> 00:26:49,800
+تلاتة ماينوس تلاتة
+
+342
+00:26:53,870 --> 00:26:57,430
+طالب منها انه نجيب ال magnetic field عند النقطة X
+
+343
+00:26:57,430 --> 00:27:05,110
+-3 Y4 و Z0 يعني وين وقع النقطة على ال XY plane Z
+
+344
+00:27:05,110 --> 00:27:09,270
+قيمتها 0 النقطة بدأت تطور منها ال magnetic field
+
+345
+00:27:09,270 --> 00:27:12,970
+وقع على ال XY plane زي اسم طلعته انتوا هتلاقوا ان
+
+346
+00:27:12,970 --> 00:27:15,630
+فينا two contributors ل magnetic field عندها
+
+347
+00:27:15,630 --> 00:27:21,460
+النقطة واحد جاي من ال line اللي على ال Z axisاللي
+
+348
+00:27:21,460 --> 00:27:26,620
+على الـ z axis اللي بيمتد من infinity لصفر تجاه ال
+
+349
+00:27:26,620 --> 00:27:30,160
+current التجاهه جاي من ال infinity لصفر semi
+
+350
+00:27:30,160 --> 00:27:35,500
+infinite line و التاني اللي ببدأ من ال zero و بروح
+
+351
+00:27:35,500 --> 00:27:39,680
+ل ال infinity ع ال x axis فعشان نسهل ع بعض هنقول
+
+352
+00:27:39,680 --> 00:27:42,300
+ان انا بعرف اجيب المجنة الفيلة اللي جاي من me من
+
+353
+00:27:42,300 --> 00:27:45,260
+semi infinite line و عنده two semi infinite line
+
+354
+00:27:45,260 --> 00:27:48,840
+فهسمي ان المجنة الفيلة ال total هو اللي جاي من
+
+355
+00:27:49,780 --> 00:27:52,160
+المجد فيه اللي جاي من ال semi infinite line اللي
+
+356
+00:27:52,160 --> 00:27:56,140
+على X axis هسميه HX زائد المجد فيه اللي جاي من ال
+
+357
+00:27:56,140 --> 00:28:00,340
+semi infinite line اللي على ال Z axis زائد HZ فإذا
+
+358
+00:28:00,340 --> 00:28:03,400
+بدي أجيب إن كل واحد بتدور أجمعه في النهاية مع بعض
+
+359
+00:28:03,400 --> 00:28:07,300
+بس دائما بدي أسهل الصورة اللي عشان أقدر أحدد اللي
+
+360
+00:28:07,300 --> 00:28:15,600
+هي Y hat هنبدأ بالـ line اللى وين على ال z axis لو
+
+361
+00:28:15,600 --> 00:28:20,980
+انا حطيت ال x و ال y ال current ايش اتجاهه داخل
+
+362
+00:28:20,980 --> 00:28:26,740
+ايه احطتلك يا داخل اذا انا حطتها ال x و ال y ال
+
+363
+00:28:26,740 --> 00:28:30,800
+current اتجاهه داخل لكن ال z اتجاهه وين لفوق لبره
+
+364
+00:28:30,800 --> 00:28:35,900
+لكن ال current اتجاهه داخل x y z و ال current داخل
+
+365
+00:28:38,720 --> 00:28:42,800
+هي ال current احنا مش بنحدد في المعادلة بتاعتنا ان
+
+366
+00:28:42,800 --> 00:28:46,960
+دي L بنحددها و دي L واضح اللي هي mean minus z hat
+
+367
+00:28:56,300 --> 00:29:01,680
+I على 4 by rho cos α2 وcos α1 وφيها تدول بنجيبهم
+
+368
+00:29:01,680 --> 00:29:04,920
+عشان أستخدم العلاقة اللي اشتقناها بناشنا إيه
+
+369
+00:29:04,920 --> 00:29:07,140
+بنشتقها من أول و جديد هي تاعت اسم Infinite line زى
+
+370
+00:29:07,140 --> 00:29:10,800
+ما شوفنا في الأمس لسه علاقة فبدي أحدد ال rho هات
+
+371
+00:29:10,800 --> 00:29:15,220
+cos α2 وcos α1 هى بسم كام مرة راح أحطيتها هى كام
+
+372
+00:29:15,220 --> 00:29:19,600
+مرة أذكركم XYZ طالع اتجاه ال current ماله في ال
+
+373
+00:29:19,600 --> 00:29:24,680
+negative Z فهو داخلأول حاجة نحدد ميه ال current ال
+
+374
+00:29:24,680 --> 00:29:28,360
+current هو ماعطينا قيمته في ال file amount قداش
+
+375
+00:29:28,360 --> 00:29:33,760
+قيمة ال current تلاتة أمبير I تلاتة أمبير current
+
+376
+00:29:33,760 --> 00:29:37,480
+تلاتة أمبير بدنا نجيب ال raw ايش يومنا ال raw هي
+
+377
+00:29:37,480 --> 00:29:41,940
+المسافة العمودية ما بين النقطة اللي بدأيس عليها ال
+
+378
+00:29:41,940 --> 00:29:44,880
+magnet field و الخط الممر فيه الطيارة العمودية
+
+379
+00:29:45,610 --> 00:29:49,530
+النقطة اللى بدأيش عندها التيار هي x-3 ال magnetic
+
+380
+00:29:49,530 --> 00:29:51,870
+field اصلا النقطة اللى بدأيش عندها magnetic field
+
+381
+00:29:51,870 --> 00:29:57,970
+هي النقطة اللى واقع عند x-3 و y4 هي هالنقطة ايه
+
+382
+00:29:57,970 --> 00:30:00,910
+النقطة؟ x عندها minus 3 و y minus 4 اذا ال raw
+
+383
+00:30:00,910 --> 00:30:03,990
+بتاعة تكون العمودية منها على الخط اللى مر في
+
+384
+00:30:03,990 --> 00:30:08,910
+التيار هي اللى هسميها rawلأن ما هي X ولا Y فهي
+
+385
+00:30:08,910 --> 00:30:13,570
+رقم، مش مثل سوى جزر التربيع لأ اللي اتنقص ثلاثة
+
+386
+00:30:13,570 --> 00:30:17,570
+تربيع زاد أربعة تربيع، صح؟ يعني جزر التربيع لتسعة
+
+387
+00:30:17,570 --> 00:30:22,630
+زاد ستاشر دحت الجزر، خمسة، لذا هي رقم عرفناها،
+
+388
+00:30:22,630 --> 00:30:26,790
+اللي هي المسافة قولنا كمان مرة الخط العمودي على
+
+389
+00:30:26,790 --> 00:30:29,870
+مرور التيار اللي بيوصل ما بين اللي .. اللي هو
+
+390
+00:30:29,870 --> 00:30:33,270
+العمود هذا اللي بيوصل ما بين الخط المرور فيه
+
+391
+00:30:33,270 --> 00:30:36,420
+التيار ونقطة الرئيس عندها ال magnetic fieldعن مين
+
+392
+00:30:36,420 --> 00:30:39,600
+الخط المورفي الطيارة الـ z-axis والنقطة هي واقع
+
+393
+00:30:39,600 --> 00:30:46,820
+هنا عند (-3,4). هذه الروح. واقع؟ إذن هي جيبنا
+
+394
+00:30:46,820 --> 00:30:51,720
+الروح من مين؟ Alpha 2 و Alpha 1 Alpha 1 و Alpha 2
+
+395
+00:30:51,720 --> 00:30:57,460
+بدرجة على الرسم اللي قدامنا هاي ال z-axis وهي
+
+396
+00:30:57,460 --> 00:31:02,380
+Alpha 1 هي Alpha 1 العمودية بين النقطة
+
+397
+00:31:10,590 --> 00:31:13,950
+عمودي لأن هذا الـ z axis وهذا هو أعوان في ال XY
+
+398
+00:31:13,950 --> 00:31:17,530
+plane فأكيد عمودي عليه أي خط في ال plane العمودي
+
+399
+00:31:17,530 --> 00:31:21,830
+على ال line هيكون عمودي عليه هذه النقطة البدئيسة
+
+400
+00:31:21,830 --> 00:31:27,050
+في ال z axis وهذه النقطة الوقعز اللي بديها اللي هي
+
+401
+00:31:27,050 --> 00:31:30,670
+الطرف ما بينعشان أجيب الزاوية، هتكون تسعين درجة،
+
+402
+00:31:30,670 --> 00:31:34,850
+واضح؟ وAlpha 2 اللي هي البعيدة، التنين بيصيروا
+
+403
+00:31:34,850 --> 00:31:38,530
+كأهم جواز و بعيد، فهتكون Zero فإذا هنا هتكون Alpha
+
+404
+00:31:38,530 --> 00:31:42,370
+1 تسعين، لكن Alpha 2 هتكون سفر، أنا رايحة ال
+
+405
+00:31:42,370 --> 00:31:46,610
+Infinity فالحطيم ينتقل طويلا إلى أن يكون السفر،
+
+406
+00:31:46,610 --> 00:31:48,430
+فعرفنا Alpha 1 و Alpha 2
+
+407
+00:31:54,280 --> 00:31:57,140
+مثلنا عارفين Alpha 1 و Alpha 3، مين ضال علينا؟ ال
+
+408
+00:31:57,140 --> 00:31:59,820
+Phi hat إيش اتجاهها؟ إيش قلنا ال Phi hat؟ هي عالي
+
+409
+00:31:59,820 --> 00:32:06,900
+ورا عني، ال rho hat، ال L hatالهات اكروس الهات
+
+410
+00:32:06,900 --> 00:32:12,980
+الهات الهات
+
+411
+00:32:12,980 --> 00:32:18,060
+الهات الهات الهات الهات الهات الهات الهات الهات
+
+412
+00:32:18,060 --> 00:32:21,000
+الهات الهات الهات الهات الهات الهات الهات الهات
+
+413
+00:32:21,000 --> 00:32:21,680
+الهات الهات الهات الهات الهات الهات الهات الهات
+
+414
+00:32:21,680 --> 00:32:24,540
+الهات الهات الهات الهات الهات الهات الهات الهات
+
+415
+00:32:24,540 --> 00:32:25,120
+الهات الهات الهات الهات الهات الهات الهات الهات
+
+416
+00:32:25,120 --> 00:32:25,200
+الهات الهات الهات الهات الهات الهات الهات الهات
+
+417
+00:32:25,200 --> 00:32:25,520
+الهات الهات الهات الهات الهات الهات الهات الهات
+
+418
+00:32:25,520 --> 00:32:25,520
+الهات الهات الهات الهات الهات الهات الهات الهات
+
+419
+00:32:26,410 --> 00:32:32,450
+فإذن row hat هتكون minus 3x hat زي 4y hat على
+
+420
+00:32:32,450 --> 00:32:36,970
+المقدار اللي هو 5 فباخد ال cross product لal hat
+
+421
+00:32:36,970 --> 00:32:41,670
+اللي هي minus z hat cross row hat طبعا هذه ممكن
+
+422
+00:32:41,670 --> 00:32:47,790
+شوية تفكير كيف ممكن أبسط ال a pi hat ل 4 5 على 5 x
+
+423
+00:32:47,790 --> 00:32:52,330
+hat زي 3 على 5 a y hat ده هي ال a pi hat ممكن
+
+424
+00:32:52,330 --> 00:32:58,770
+أحطها إبساطة 3 على 4 by 5في جيب تمام اللي هي 01
+
+425
+00:32:58,770 --> 00:33:04,770
+جيب تم 90 0 فهيكون عندي 1 before x hat زي 3 y hat
+
+426
+00:33:04,770 --> 00:33:09,150
+على 5 بحصل على اللي هي ال magnetic field بجانب مين
+
+427
+00:33:09,150 --> 00:33:13,010
+من ال current اللي ع ال z axis عند النقطة اللي
+
+428
+00:33:13,010 --> 00:33:18,090
+بديها اللي هي x ناقص 3 y أربع HZ قلنا مين اللي هو
+
+429
+00:33:18,090 --> 00:33:21,090
+ال magnetic field الناتج من ال current اللي بمر في
+
+430
+00:33:21,090 --> 00:33:24,660
+ال filament اللي قاعد ع ال z axis هاي معناهامش ال
+
+431
+00:33:24,660 --> 00:33:27,340
+magnetic field في ال z direction لأ هي عبارة عن
+
+432
+00:33:27,340 --> 00:33:32,660
+magnetic field الناتج عند النقطة minus 340 من ال
+
+433
+00:33:32,660 --> 00:33:35,580
+filament اللي قاعدة على ال z axis طب بدنا نجيب
+
+434
+00:33:35,580 --> 00:33:39,140
+اللي هي مين ال magnetic اللي ناتج من ال filament
+
+435
+00:33:39,140 --> 00:33:43,300
+اللي على ال x axis كمان نفس الحاجة بدي أبسطها بشكل
+
+436
+00:33:43,300 --> 00:33:46,750
+اللي أقدر أتعامل معاهاهذا بدنا ناخد الـ plan يلي
+
+437
+00:33:46,750 --> 00:33:50,130
+هو minus 3 لإن النقطة وين قاعدة عند الـ minus 3
+
+438
+00:33:50,130 --> 00:33:53,190
+النقطة اللي بدأ إيسها عند ال filement تبدأ من zero
+
+439
+00:33:53,190 --> 00:33:57,210
+ال filement بتبدأ من zero ل infinity على ال X axis
+
+440
+00:33:57,210 --> 00:34:00,170
+بس النقطة اللي بدأ إيسها عندها وين وقع عند minus 3
+
+441
+00:34:00,170 --> 00:34:03,570
+فلو أخدت ال plan يلي عند minus 3 على ال X axis
+
+442
+00:34:03,570 --> 00:34:10,810
+هتكون ال Y كمتها 4 فإذا أنا بده النقطة اللي عند Y
+
+443
+00:34:10,810 --> 00:34:17,060
+4 و X minus 3 فهذا ال plan يليبدأ أو اللى عنده
+
+444
+00:34:17,060 --> 00:34:18,880
+النقطة اللى اسمها ال magnetic field لكن ال
+
+445
+00:34:18,880 --> 00:34:22,120
+filement بتاعتى كمان مره بذكركوا بتنموين من zero ل
+
+446
+00:34:22,120 --> 00:34:25,780
+infinity اذا هنا انا بدأ ايس ال magnetic field
+
+447
+00:34:25,780 --> 00:34:30,080
+اللى عندها النقطة اللى عندها X minus 3 و Y بتساوي
+
+448
+00:34:30,080 --> 00:34:35,920
+4 نبدأ نحدد اللى هي القلاعب بتاعتنا ال current
+
+449
+00:34:35,920 --> 00:34:40,740
+اللى بيمر فيها ال filement قيمته 3 أمبير نفس
+
+450
+00:34:40,740 --> 00:34:43,540
+القيمة بتمر في ال two filements 3 أمبير
+
+451
+00:34:50,420 --> 00:34:52,040
+نحدد قيمة ال raw
+
+452
+00:35:07,420 --> 00:35:10,760
+حدد قيمة ال raw ال raw واضح انها اربعة اللى هى
+
+453
+00:35:10,760 --> 00:35:14,280
+المسافة ما بين النقطة اللى بدى ايس عندها ال
+
+454
+00:35:14,280 --> 00:35:19,460
+magnetic field اللى هي هدى x-3 أو 4 او y4 ومين
+
+455
+00:35:19,460 --> 00:35:23,640
+وعموديه على ال line اللى بمر فيه ال current طبعا
+
+456
+00:35:23,640 --> 00:35:27,100
+احنا ال current ماله في الوسط في x axis عشان هيك
+
+457
+00:35:27,100 --> 00:35:32,070
+انا ماخده انه طالع من ال planeإذا أخدنا من ال X ال
+
+458
+00:35:32,070 --> 00:35:37,410
+right hand rule X X Y Z الاتجاه صحيح X X Y Z اتجاه
+
+459
+00:35:37,410 --> 00:35:41,910
+ال Z صحيح ف ال X في اتجاه طالع ال point بتدللي ان
+
+460
+00:35:41,910 --> 00:35:46,830
+ال X طالعفال raw قلنا هو العمود اللى ما بين النقطة
+
+461
+00:35:46,830 --> 00:35:49,950
+البداية عندها ال magnetic field و الخط اللى مور
+
+462
+00:35:49,950 --> 00:35:52,070
+فيه الطيارة، الخط اللى مور فيه الطيارة هو طالع من
+
+463
+00:35:52,070 --> 00:35:55,930
+الورقة فعلى امتداده، احنا هو بيبدأ صحي من السفر
+
+464
+00:35:55,930 --> 00:35:59,510
+لكن على امتداده هي العمود عليه اللى هو ال raw اللى
+
+465
+00:35:59,510 --> 00:36:02,810
+هو بالتمام بسوء أربعة، واضح؟
+
+466
+00:36:13,970 --> 00:36:18,470
+عشان اجيب العمود هاي العمود اللى هو ال raw مابين
+
+467
+00:36:18,470 --> 00:36:21,150
+النقطة اللى بدأيسي عند المجلة الكتر دي هي قيمتها x
+
+468
+00:36:21,150 --> 00:36:27,570
+-3 وy4 وهي ال current ال filament اللى بيقول فيها
+
+469
+00:36:27,570 --> 00:36:35,220
+التيار فقيمة raw هي ال 4 واضحطب هيوصلت جاهزة مين
+
+470
+00:36:35,220 --> 00:36:41,460
+بيضل عليها اللي هي alpha 1 و alpha 2 alpha 2 سهلة
+
+471
+00:36:41,460 --> 00:36:44,960
+لأن alpha 2 اللي هي عند ال infinity فهتكون zero
+
+472
+00:36:44,960 --> 00:36:50,280
+alpha 1 ليه بدي ارجع ارسم الرسم هذي انا رسمت هي عن
+
+473
+00:36:50,280 --> 00:36:56,620
+هذي alpha 1
+
+474
+00:36:56,620 --> 00:37:03,190
+هي هنا alpha 1 هي المرسومة قدامكم اذا مش شايفينألف
+
+475
+00:37:03,190 --> 00:37:08,030
+و واحد هي مامتداد الخط و ألف و واحد هي مابين مابين
+
+476
+00:37:08,030 --> 00:37:14,090
+نقطة النقطة التي هي نقطة نقطة نقطة نقطة نقطة نقطة
+
+477
+00:37:14,090 --> 00:37:16,650
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+478
+00:37:16,650 --> 00:37:18,730
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+479
+00:37:18,730 --> 00:37:18,870
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+480
+00:37:18,870 --> 00:37:18,870
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+481
+00:37:18,870 --> 00:37:20,270
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+482
+00:37:20,270 --> 00:37:28,830
+نقطة نقطة نقطة نقطة نقطة نقطة نقطة
+
+483
+00:37:28,830 --> 00:37:33,690
+نهذه الزاوية ألفة اللي أنا بدور عليها ألفة واحد
+
+484
+00:37:33,690 --> 00:37:37,570
+اللي هنا جب تمامها اللي هي تلاتة على الوطر اللي هو
+
+485
+00:37:37,570 --> 00:37:43,490
+خمسة تمام اذا
+
+486
+00:37:43,490 --> 00:37:47,790
+هي عارفة كوصين ألف واحد كوصين ألف اتنين جب تمام ال
+
+487
+00:37:47,790 --> 00:37:51,150
+zero واحد جب تمام اللي هي ألف اتنين تلاتة على خمسة
+
+488
+00:37:51,960 --> 00:37:55,000
+بيضل عليّ اللي هي ال phi hat و اتجاه ال phi hat
+
+489
+00:37:55,000 --> 00:37:58,680
+إذا طلعتها عن التبسات هعرف أنه وين هي لأنه هي
+
+490
+00:37:58,680 --> 00:38:03,920
+اتجاه magnetic field الناتج من هذه النقطة فهيكون
+
+491
+00:38:03,920 --> 00:38:06,340
+اتجاه اللي هو z direction
+
+492
+00:38:12,060 --> 00:38:14,880
+أو أعمل اللي هي زي ما احنا شوفنا ال a row hat
+
+493
+00:38:14,880 --> 00:38:19,780
+قولنا هي a ال hat cross a row hat a ال hat في هذه
+
+494
+00:38:19,780 --> 00:38:22,660
+الحالة مين؟ ال current في اتجاه ال x direction a
+
+495
+00:38:22,660 --> 00:38:27,260
+ال hat اللي هي a x hat row hat مين هي ال z hat ف a
+
+496
+00:38:27,260 --> 00:38:30,520
+ال hat cross row hat هتعطينا المجلة الفيه في اتجاه
+
+497
+00:38:30,520 --> 00:38:31,560
+ال z direction
+
+498
+00:38:35,030 --> 00:38:38,530
+نجمع الاتنين مع بعض بيعطيني الـ total magnetic
+
+499
+00:38:38,530 --> 00:38:41,130
+field فهيكون عندى component في ال five direction و
+
+500
+00:38:41,130 --> 00:38:46,050
+واحدة في ال z direction المثل
+
+501
+00:38:46,050 --> 00:38:50,110
+اللى بعده هيجى مش من filament طويلة أسوأ أسمى ولا
+
+502
+00:38:50,110 --> 00:38:54,590
+final هتكون من filament عشكل دائرة filament عشكل
+
+503
+00:38:54,590 --> 00:38:59,210
+دائرة برضه line لازال انه IDL بس عشكل دائرة مش من
+
+504
+00:38:59,210 --> 00:39:02,890
+خط مستقيم يعنى ان انا بقوله لو كان عندى circular
+
+505
+00:39:03,350 --> 00:39:07,010
+Loop located at X تربيع زي Y تربيع بتسوى تسعة عامة
+
+506
+00:39:07,010 --> 00:39:10,890
+يعني انهم يلقوا في نقلة ميرول رقمتها تلاتة ال
+
+507
+00:39:10,890 --> 00:39:14,310
+circle located at X تربيع زي Y تربيع بتسوى تسعة
+
+508
+00:39:14,310 --> 00:39:17,710
+يعني ربع النار بتسوى تلاتة ال radius تبعها ال
+
+509
+00:39:17,710 --> 00:39:22,750
+circle Z بتسوى صفر يعني ال circle واقع دوام في ال
+
+510
+00:39:22,750 --> 00:39:27,680
+XY plane و ال radius تبعها بساوي تلاتةCarries a
+
+511
+00:39:27,680 --> 00:39:32,940
+direct current قيمته
+
+512
+00:39:32,940 --> 00:39:37,440
+10A along Phi hat Phi hat هي ال positive direction
+
+513
+00:39:37,440 --> 00:39:38,320
+من X ل Y
+
+514
+00:39:44,330 --> 00:39:49,990
+بتناقل magnet field عند النقطتين مرة عند X0 Y0 و
+
+515
+00:39:49,990 --> 00:39:56,190
+plus 4 و مرة عند 0 0 و minus 4 طبعا احنا مافيش
+
+516
+00:39:56,190 --> 00:39:59,390
+عندنا وقت كافي عشان نحلها بالتفصيل هحكيها على
+
+517
+00:39:59,390 --> 00:40:02,690
+السريع و انتوا بتحلوه في البيت و بتسلموه للقادة
+
+518
+00:40:02,690 --> 00:40:08,230
+القادمة DH بساوي I DL cross R على 4 by R cube بحدد
+
+519
+00:40:08,230 --> 00:40:11,510
+ال DL من هي ال DL اللي هي على ال loop مكان ال
+
+520
+00:40:11,510 --> 00:40:16,150
+currentDL متذكرين ايش بتساوي رو دي فاي ولان سيتو
+
+521
+00:40:16,150 --> 00:40:20,210
+فاي هات ال DL للcircle عبارة عن رو دي فاي اللى هو
+
+522
+00:40:20,210 --> 00:40:24,430
+القوص رو دي فاي فى جهة فاي هات وR اللى بتحددها 00
+
+523
+00:40:24,430 --> 00:40:28,490
+اتش اللى هى الاربع او الخمسة او ال minus اربعة
+
+524
+00:40:28,490 --> 00:40:32,510
+بجيب ال R اللى هى المسافة بين الفرق من بين R minus
+
+525
+00:40:32,510 --> 00:40:36,870
+R prime هى ال R ال R اللى هى ال رو رو هات و ال R
+
+526
+00:40:36,870 --> 00:40:40,630
+prime اللى هى 00 اتش او XYZ
+
+527
+00:40:43,940 --> 00:40:49,360
+بنحدد المسافة R بعد ما احدد المسافة R بجيب اللي هي
+
+528
+00:40:49,360 --> 00:40:54,080
+ال DL cross R طبعا قولنا المسافة بين R minus R
+
+529
+00:40:54,080 --> 00:40:56,260
+prime R اللي هي موقع النقطة باسمة ال magnetic
+
+530
+00:40:56,260 --> 00:41:00,460
+field minus R prime اللي هي موقع ال element بجيبله
+
+531
+00:41:00,460 --> 00:41:06,160
+cross product و بعود في ال DH في ال elements كلهم
+
+532
+00:41:06,160 --> 00:41:09,710
+يعني بعد ما اجمعهمبصير اندي اللي هو زي ما هو
+
+533
+00:41:09,710 --> 00:41:12,710
+اقسمهم ل two components واحدة component واحدة
+
+534
+00:41:12,710 --> 00:41:17,070
+component بكمل كل واحدة وبحصل على ال total
+
+535
+00:41:17,070 --> 00:41:23,570
+magnetic field طبعا من ال symmetry من ال symmetry
+
+536
+00:41:23,570 --> 00:41:27,740
+اذا طلعناكل element هيكون في element اقباله، صح؟
+
+537
+00:41:27,740 --> 00:41:30,320
+كل element هيكون في element اقباله، عندنا قلنا
+
+538
+00:41:30,320 --> 00:41:32,640
+هيطلع components اتنين، واحدة في تجاه الـR واحدة
+
+539
+00:41:32,640 --> 00:41:36,520
+في تجاه الـZ لو حطيت ال element لقباله اللي هنا،
+
+540
+00:41:36,520 --> 00:41:39,080
+هلاحظ برضه هيكون فيه two elements واحد في تجاه
+
+541
+00:41:39,080 --> 00:41:43,330
+الـZ واحد في تجاه الـRواحد element هنا هيعطيني
+
+542
+00:41:43,330 --> 00:41:47,190
+برضه دايما ال magnet فيه هيكون بزاوية زي هيك لفوق
+
+543
+00:41:47,190 --> 00:41:50,730
+واحدة component في ال z واحدة في ال rho يا هتكون
+
+544
+00:41:50,730 --> 00:41:53,430
+في ال z و minus rho فاللي في ال rho ال direction
+
+545
+00:41:53,430 --> 00:41:56,930
+كلهم هيروح ي cancel بعض مين هيضل اللي في ال z
+
+546
+00:41:56,930 --> 00:41:59,850
+direction فإذا من ال symmetry بقدر أخلص من مين
+
+547
+00:41:59,850 --> 00:42:03,370
+اللي ال rho component لأ تعب حالي و لأ أكملها هيضل
+
+548
+00:42:03,370 --> 00:42:06,430
+بس عندى اللي في ال z component واضح فمن ال
+
+549
+00:42:06,430 --> 00:42:10,140
+symmetry بس بتضل عندنا ال z componentو بعد هيك
+
+550
+00:42:10,140 --> 00:42:13,260
+بنعوض على قبل القدش على القيمة اللي هو قدرياها او
+
+551
+00:42:13,260 --> 00:42:15,800
+اللي عندها طالب من مجلة field أسوأ positive ولا
+
+552
+00:42:15,800 --> 00:42:16,220
+negative
+
+553
+00:42:19,700 --> 00:42:22,300
+المثال اللى بعده خلينى احنا بنقشه لقاءه القادر ان
+
+554
+00:42:22,300 --> 00:42:25,220
+شاء الله بس حله اللى هو تبع ال ring لإن المثالين
+
+555
+00:42:25,220 --> 00:42:28,560
+اللى بعد ال ring بيتمدوا عليه زى ما عملنا تبع ال
+
+556
+00:42:28,560 --> 00:42:30,460
+semi-infinite او يعني ال line اللى اللى قيله
+
+557
+00:42:30,460 --> 00:42:34,000
+definite line ال links كل الأمثل اللى عليه بعدها
+
+558
+00:42:34,000 --> 00:42:38,580
+كان محدد عليه تكترف القانون تبعه و بتحددى لل ..
+
+559
+00:42:38,580 --> 00:42:42,240
+نفس الحاجة لل ring الأمثل اللى بعده كلها معتمدة
+
+560
+00:42:42,240 --> 00:42:42,800
+عليه
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/KxyN-qg3Hrg_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/KxyN-qg3Hrg_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..3547fda4af01357260bddf79f4e1c1ad27dd94e7
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/KxyN-qg3Hrg_postprocess.srt
@@ -0,0 +1,1908 @@
+1
+00:00:21,140 --> 00:00:23,560
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,560 --> 00:00:26,100
+وبركاته و احنا اليوم ان شاء الله هنتبع موضوعنا
+
+3
+00:00:26,100 --> 00:00:29,620
+اللي هو electric field من المطر ووقفنا عند اخر
+
+4
+00:00:29,620 --> 00:00:32,300
+مثال انا قرأته بالسريع بس ان شاء الله هنحله كمرة
+
+5
+00:00:32,300 --> 00:00:35,460
+بالتفصيل اللي هو بيحكي أنه فينا dielectric sphere
+
+6
+00:00:35,460 --> 00:00:38,400
+اللي لها ال relativity relative permittivity
+
+7
+00:00:38,400 --> 00:00:44,020
+epsilon 5 أو 7 من 10 هنعمل الشكل تبعنا ال sphere
+
+8
+00:00:44,020 --> 00:00:47,540
+اللي لها epsilon R
+
+9
+00:00:51,180 --> 00:00:58,820
+وعند ال center half point charge مقدارها اتنين
+
+10
+00:00:58,820 --> 00:01:04,140
+Pico column وعندنا
+
+11
+00:01:04,140 --> 00:01:09,280
+ال radius كمان تبعها عشرة سنتين ال radius بيساوي
+
+12
+00:01:09,280 --> 00:01:15,900
+عشرة سنتين اول حاجة طالبنا ال surface density of
+
+13
+00:01:15,900 --> 00:01:19,830
+polarization اللي هو ال rawP ask اللي احنا بسميها
+
+14
+00:01:19,830 --> 00:01:24,650
+ال polarization ال surface polarization charges دي
+
+15
+00:01:24,650 --> 00:01:29,770
+احنا عرفناها بال polarization dot ar hat ar hat
+
+16
+00:01:29,770 --> 00:01:35,650
+اللي هو باتجاه العمودي على ال surface اتذكرين او
+
+17
+00:01:35,650 --> 00:01:39,030
+ar hat سمناه اتجاه العمودي على ال surface فهذه
+
+18
+00:01:39,030 --> 00:01:43,390
+سفيرة لا انهات من العمودي على ال surface ال ar hat
+
+19
+00:01:43,390 --> 00:01:45,570
+هو اللي بيكون عمودي على ال surface في السفيرة
+
+20
+00:01:46,600 --> 00:01:49,780
+بالضبط من وجود ال polarization ال polarization
+
+21
+00:01:49,780 --> 00:01:52,560
+احنا قلنا تتناسب طبيعي مع ال electric field في ال
+
+22
+00:01:52,560 --> 00:01:57,660
+linear media ومعاملة ال .. اذا انتم الذاكرين قلنا
+
+23
+00:01:57,660 --> 00:02:00,700
+ال polarization تتناسب مع ال electric field ال
+
+24
+00:02:00,700 --> 00:02:03,160
+electric field بيحس ال polarization لإنه بيعمل
+
+25
+00:02:03,160 --> 00:02:07,560
+dipole ودرسناها كل واحدة من المعاملة التفاصيلفلما
+
+26
+00:02:07,560 --> 00:02:10,740
+يصير أنها الـ double نقدر نحس ال polarization هو
+
+27
+00:02:10,740 --> 00:02:13,860
+الـ variable volume ولأن ان الـ double و ال
+
+28
+00:02:13,860 --> 00:02:16,860
+polarization و الetric field بينهم معانل التناسب
+
+29
+00:02:16,860 --> 00:02:23,160
+هو susceptibility و Epsilon نقطة طب احنا بدنا
+
+30
+00:02:23,160 --> 00:02:26,780
+معاناها كالetric field إذا عرفت الetric field بعرف
+
+31
+00:02:26,780 --> 00:02:29,140
+ال polarization وإذا عرفت ال polarization بعرف مين
+
+32
+00:02:29,140 --> 00:02:31,980
+اللي هو طلبها مني ال surface density و ال
+
+33
+00:02:31,980 --> 00:02:35,040
+polarization طب E بالنسبة ل point of charge يعني
+
+34
+00:02:35,040 --> 00:02:37,870
+هو كل عندناpoint of charge بس ال media بتاعتها
+
+35
+00:02:37,870 --> 00:02:40,650
+عارفين أن أبدلها عن ال epsilon node هي epsilon
+
+36
+00:02:40,650 --> 00:02:44,650
+بتاعة ال media هم عطيني mean epsilon r و epsilon
+
+37
+00:02:44,650 --> 00:02:49,370
+ايش بتساوي epsilon node في epsilon r قولنا epsilon
+
+38
+00:02:49,370 --> 00:02:51,870
+r ماعرها unit less لأن هي ال ratio بين ال epsilon
+
+39
+00:02:51,870 --> 00:02:55,490
+بتاعة ال media على epsilon node اذا E بتاعة ال
+
+40
+00:02:55,490 --> 00:02:58,590
+point of charge اللي عبارة عن Q بتاعة ال point of
+
+41
+00:02:58,590 --> 00:03:02,610
+charge على 4Y مش epsilon node ابسلون بتاعة ال
+
+42
+00:03:02,610 --> 00:03:05,310
+mediaاللي هي epsilon تعني من ايش؟ انا بسوأ epsilon
+
+43
+00:03:05,310 --> 00:03:14,010
+نُد في epsilon R في R تربيه R hat تمام؟ فدنيم E طب
+
+44
+00:03:14,010 --> 00:03:17,190
+بدنا نجيب ال polarization ال polarization مش هتكون
+
+45
+00:03:17,190 --> 00:03:22,110
+C في epsilon نُد حته مع الطرف اللي مع اللي تحت
+
+46
+00:03:22,110 --> 00:03:28,030
+هتكون على ال Q طبعا على 4 by epsilon R
+
+47
+00:03:47,300 --> 00:03:53,820
+عشان اشيب ال charge density سيكون
+
+48
+00:03:53,820 --> 00:03:58,460
+P.R hatهيظل عندى بس ال term جوانى اللى عبارة عن
+
+49
+00:03:58,460 --> 00:04:04,300
+epsilon ر minus واحد Q على four by epsilon R في R
+
+50
+00:04:04,300 --> 00:04:09,040
+ثانية و ال R hat راح اتمام ال R hat تمام يعنى ايه
+
+51
+00:04:09,040 --> 00:04:12,160
+السفصار اللى حد هنا طب الجزء التانى اشتعل من هنا
+
+52
+00:04:12,160 --> 00:04:16,280
+اتقيم ال force اللى على charge مقدرها minus اربعة
+
+53
+00:04:16,280 --> 00:04:22,140
+column اللى وينها على السفير اطل هنا على السفير
+
+54
+00:04:22,470 --> 00:04:26,630
+كمان point of charge مقدارها minus 4 بكورة أول
+
+55
+00:04:26,630 --> 00:04:29,090
+حاجة بتجيب ال electric field بعد ال force لأن ال
+
+56
+00:04:29,090 --> 00:04:32,650
+force اللي على هاي ال charge function تساوي Eq في
+
+57
+00:04:32,650 --> 00:04:38,890
+E اذا عرفت ال electric field اللي في ال media بعرف
+
+58
+00:04:38,890 --> 00:04:42,150
+ال force انها هتكون هنا Eq في E و ايه احنا حسبناها
+
+59
+00:04:42,150 --> 00:04:50,270
+مع بعضها ايه هتكون Eq هي minus 4 بيكور سميتها ك Eq
+
+60
+00:04:50,270 --> 00:05:00,240
+صغيرةالـ Q على 4Y ي نط في ي R في R تربية R هذا هو
+
+61
+00:05:00,240 --> 00:05:06,200
+قيمة الـ Force بدّوا
+
+62
+00:05:06,200 --> 00:05:10,220
+Force with which the planes of أضرر الـ Plate
+
+63
+00:05:10,220 --> 00:05:13,380
+Capacitor attract each other أضرر ال Plate
+
+64
+00:05:13,380 --> 00:05:19,720
+Capacitor يعني دي الـ Plane وهي كمان الان هدولة
+
+65
+00:05:19,720 --> 00:05:26,490
+Two Planesواحد منهم عالية شعش مجرة والثاني
+
+66
+00:05:26,490 --> 00:05:30,690
+عالية شعش ثالثة فأكيد في تجاذب بينهم فهو بده مقدار
+
+67
+00:05:30,690 --> 00:05:36,890
+تجاذب اللي بين هدولة two planes و plates also
+
+68
+00:05:36,890 --> 00:05:41,150
+determine the pressure on the surface of the plate
+
+69
+00:05:41,150 --> 00:05:44,250
+due to the field طبعا عشان نجيب ال force أول حاجة
+
+70
+00:05:44,250 --> 00:05:46,610
+نجيب ال electric field واخدته في ال electric field
+
+71
+00:05:46,610 --> 00:05:49,500
+عن طريق gauss lawانه بقدر بنكون مقيم فى ال
+
+72
+00:05:49,500 --> 00:05:52,000
+electric field اللى هو رايح من positive ل negative
+
+73
+00:05:52,000 --> 00:05:58,340
+بساوى raw S اللى هى surface charge intensity على
+
+74
+00:05:58,340 --> 00:06:02,300
+ال بلاد على اتنين ابسلون اللى هى ال medium بين ال
+
+75
+00:06:02,300 --> 00:06:05,640
+two blades فى a انهات و من a انهات اللى هو العمودي
+
+76
+00:06:05,640 --> 00:06:11,240
+على ال blades شقطوه من gauss law صحيح تذكرينه داخل
+
+77
+00:06:11,240 --> 00:06:15,630
+فى الامتحان gauss lawفلعنى E ايش بتساوي رو أس اللى
+
+78
+00:06:15,630 --> 00:06:17,770
+هى ال charge density على ال surface على اتنين
+
+79
+00:06:17,770 --> 00:06:21,270
+انصار معاهى unharmed هذا ال electric field طب
+
+80
+00:06:21,270 --> 00:06:27,050
+الفورس شو هتكون الفورس بتكون ال charge ال total
+
+81
+00:06:27,050 --> 00:06:29,790
+charge في 100 في ال electric field فانا عندى انا
+
+82
+00:06:29,790 --> 00:06:33,270
+plan و كمان plot واحد منهم بيأثر على التانى بالقوة
+
+83
+00:06:33,270 --> 00:06:36,150
+بس بدي أجيب ال total charge على ال plot اللى بيبدأ
+
+84
+00:06:36,150 --> 00:06:40,910
+تتأثر بالقوة في 100 في E فبال total charge بتساوي
+
+85
+00:06:40,910 --> 00:06:44,080
+رو أس في ال areaعلى افتراض ان ال area بتعطي
+
+86
+00:06:44,080 --> 00:06:48,180
+surface بتعطي S او A مش مهم ايش بتسميها ممكن
+
+87
+00:06:48,180 --> 00:06:52,880
+تقولها اسمها فكيوش هتكون Raw S في ال letter P اللي
+
+88
+00:06:52,880 --> 00:06:57,940
+انا سميتها S فمين
+
+89
+00:06:57,940 --> 00:07:04,120
+ال letter P اللي هو برعم Raw S على 2Y في A
+
+90
+00:07:07,360 --> 00:07:11,480
+لو احنا فرضه مثلا هو ال X axis عمودي عليها بيصير
+
+91
+00:07:11,480 --> 00:07:14,380
+An hat واضح علينا X hat عمودي عليها ال Y hat بيحط
+
+92
+00:07:14,380 --> 00:07:17,240
+ايه و ايه لكن لأنه احنا بناخدها بشكل عام بنسميه An
+
+93
+00:07:17,240 --> 00:07:20,660
+hat لكن لو كان مثلا قاللي انهم كانوا مرتبين بحيث
+
+94
+00:07:20,660 --> 00:07:23,900
+ان ال X axis كان عمودي على ال plates هيكون اتجاهه
+
+95
+00:07:23,900 --> 00:07:28,160
+An hat هو ربع عن Ax hat اذا مقدار القوة ايش بدو
+
+96
+00:07:28,160 --> 00:07:35,140
+يساوي رؤس تربيه في ال surface area على اتنين
+
+97
+00:07:35,140 --> 00:07:41,180
+epsilonهذه القوة أو مقدار القوة هو مش صالب بس
+
+98
+00:07:41,180 --> 00:07:43,760
+القوة هو طالب ال pressure ال pressure بتعريف هو
+
+99
+00:07:43,760 --> 00:07:48,580
+force per unit area بتعريف ال pressure لو نسميه
+
+100
+00:07:48,580 --> 00:07:54,160
+pressure يساوي force per unit area يعني هال area
+
+101
+00:07:54,160 --> 00:07:59,860
+مين؟ S إذا force على area إيش هتكون؟ رو أس تقريبا
+
+102
+00:07:59,860 --> 00:08:04,800
+على اتنين أبسلون هذه هي ال force طبعا ال epsilon
+
+103
+00:08:04,800 --> 00:08:07,360
+هي اللي بيقولنا ال permittivity بين ال two plates
+
+104
+00:08:07,790 --> 00:08:11,730
+وأبسلون اقدرتها بدلها لأبسلون نوت انها بساوي رو
+
+105
+00:08:11,730 --> 00:08:17,170
+أسطر بيه على اتنين أبسلون نوت في أبسلون R في أي
+
+106
+00:08:17,170 --> 00:08:21,830
+سبساح لحد هنا واضح دايما ال force و ال pressure
+
+107
+00:08:21,830 --> 00:08:24,910
+مربوطين في بعض ان ال pressure دايما force per unit
+
+108
+00:08:24,910 --> 00:08:29,270
+area السؤال
+
+109
+00:08:29,270 --> 00:08:32,850
+هذا برضه قريب من السؤال السابق انه عندي ميزان زى
+
+110
+00:08:32,850 --> 00:08:35,590
+ما انتوا شايفين أحد كافات الميزان هو عبارة عن إيش
+
+111
+00:08:35,590 --> 00:08:39,430
+capacitorto blades capacitor يعني بطريقة الماء
+
+112
+00:08:39,430 --> 00:08:46,370
+المعلق بالميزان هذه ال device بيسموها electrometer
+
+113
+00:08:46,370 --> 00:08:50,130
+it is basically برا ال blades capacitor كما انتوا
+
+114
+00:08:50,130 --> 00:08:53,430
+شايفين برا ال blades capacitor with graduated
+
+115
+00:08:53,430 --> 00:08:57,910
+blades being suspended from a balance arm so that
+
+116
+00:08:57,910 --> 00:09:01,050
+the force on it is measurable in terms of the
+
+117
+00:09:01,050 --> 00:09:04,650
+weight يعني هو معلق قدرش المهالكه و بيقدر نقيسها
+
+118
+00:09:04,650 --> 00:09:08,550
+بدلات الوزنيعني اعرف القوة اللي بين ال two plates
+
+119
+00:09:08,550 --> 00:09:16,650
+ايه دلالة الوزن اللي انا بحطه على كفة التانية if
+
+120
+00:09:16,650 --> 00:09:20,410
+S is the area of each plate shows that انه فرق
+
+121
+00:09:20,410 --> 00:09:24,870
+الجهد اللي حاططنا إياها V1 minus V2 بتساوي 2FD
+
+122
+00:09:24,870 --> 00:09:28,710
+تربيه على epsilon نقطة S تحت الجزر طب احنا عشان
+
+123
+00:09:28,710 --> 00:09:33,330
+نجيب اللي هي ال potential ايش لازمه ال potential
+
+124
+00:09:33,330 --> 00:09:35,970
+مربوط بيه بال electric fieldالـ potential ايش
+
+125
+00:09:35,970 --> 00:09:42,890
+بيساوي الـ electric field بيساوي V في D فح أو V
+
+126
+00:09:42,890 --> 00:09:47,570
+بتساوي E على D ومين هي D؟ اللي هي المسافة بين
+
+127
+00:09:47,570 --> 00:09:51,130
+الاتنين فأنا أول حاجة لازم مني أجيب هو ال electric
+
+128
+00:09:51,130 --> 00:09:54,550
+field عشان أقدر أجيب ال potential فهذا اللي هو M
+
+129
+00:09:54,550 --> 00:09:57,550
+أول حاجة من ال force و احنا حسبناها مع بعض ال
+
+130
+00:09:57,550 --> 00:10:01,990
+force فإيه المثال السادس؟ force بتساوي رؤس تربيع
+
+131
+00:10:01,990 --> 00:10:07,170
+في S على 2 E نوتوبالتالي بقدر أجيب أن هي رؤس وهي
+
+132
+00:10:07,170 --> 00:10:15,610
+الـA في الـP رؤس من Gauss law هي diverge A أو ال
+
+133
+00:10:15,610 --> 00:10:21,130
+clause Integra ل A ضد S بتساوي ال clause أكيد
+
+134
+00:10:21,130 --> 00:10:26,470
+خبتولها في Gauss law ماشي ال clause Integra ل A ضد
+
+135
+00:10:26,470 --> 00:10:31,130
+S بتساوي ال clause charged
+
+136
+00:10:33,690 --> 00:10:42,930
+رؤس في أس وهذه شحات صفة E في أس رؤس على أبسلون أه
+
+137
+00:10:42,930 --> 00:10:46,530
+الأس
+
+138
+00:10:46,530 --> 00:10:51,390
+بيدخل مع أس فهي رؤس بتساوي أبسلون E طبعا هو مش أيه
+
+139
+00:10:51,390 --> 00:10:53,750
+لأنه في أي مادية فهي مفترضة على ال space يعني أو
+
+140
+00:10:53,750 --> 00:10:57,470
+ممكن حاجة أنا ماقرتهاش كلها هي ال space موجودة في
+
+141
+00:10:57,470 --> 00:11:03,540
+ال space أبسلون نوتر فعين رؤس ساوي Eفى epsilon
+
+142
+00:11:03,540 --> 00:11:10,320
+note فهذا هو جاوسله اذا
+
+143
+00:11:10,320 --> 00:11:14,140
+الفرصة اللى حسبناها فى المثال السابق اللى هو رؤس
+
+144
+00:11:14,140 --> 00:11:18,600
+تدهي فى s على 2 epsilon note بتولنا قيمة رؤس من
+
+145
+00:11:18,600 --> 00:11:23,280
+رؤس بقدر اعرف مين ايه لأن ايه ايش بتساوي رؤس على
+
+146
+00:11:23,280 --> 00:11:27,280
+epsilon note او ايه ايش بتساوي vd على d اذا انا
+
+147
+00:11:27,280 --> 00:11:28,820
+عرفت vd اللى بدوياها
+
+148
+00:11:37,130 --> 00:11:45,430
+قلنا رؤس هتساوي epsilon note في E وE بتساوي VD على
+
+149
+00:11:45,430 --> 00:11:51,250
+D رؤس من المثال السابق يبقى .. يبقى .. يبقى عليها
+
+150
+00:11:51,250 --> 00:11:55,730
+تمرار عظم المثال السابق رؤس بتساوي جزر التنبيه ب2
+
+151
+00:11:55,730 --> 00:12:02,230
+epsilon note F على S هتساوي epsilon note VD على D
+
+152
+00:12:02,230 --> 00:12:07,260
+لو ربعت الطرفينفصلت او فيه D على طول هى الموضوع
+
+153
+00:12:07,260 --> 00:12:13,420
+اللى فاندي الساوى D على Epsilon Note جزر 2 Epsilon
+
+154
+00:12:13,420 --> 00:12:17,960
+Note F على S ودخلت هدولة جوا ال Integra وحتكون
+
+155
+00:12:17,960 --> 00:12:26,580
+اندي الجزر التربيه 2D تربيه F على S Epsilon Note
+
+156
+00:12:26,580 --> 00:12:32,580
+اللى هو مطلوب ال difference اللى بين الأولى
+
+157
+00:12:32,580 --> 00:12:33,240
+والتانى
+
+158
+00:12:39,040 --> 00:12:43,840
+دى جى ال continuity equation and relaxation time
+
+159
+00:12:43,840 --> 00:12:49,280
+ال continuity equation و ال relaxation time دى جى
+
+160
+00:12:49,280 --> 00:12:54,320
+من اللى هى التعريف دى اول حاجة ده ال current ال
+
+161
+00:12:54,320 --> 00:12:58,980
+charge current density surface current density جى
+
+162
+00:12:58,980 --> 00:13:02,600
+قولنا ان جى ايش بيساوي ال close integral لجى و
+
+163
+00:13:02,600 --> 00:13:05,620
+بيقاس بيساوي ال current لو انا حطى current out ايش
+
+164
+00:13:05,620 --> 00:13:08,280
+يعنيالكمية الـ charge اللى تطلع من الـ surface
+
+165
+00:13:08,280 --> 00:13:12,100
+وعطيها تجارب سالمة لو current in كمية ال current
+
+166
+00:13:12,100 --> 00:13:14,160
+اللى بتطلع من الـ surface وعطيها أشارة نموجمة
+
+167
+00:13:14,160 --> 00:13:18,080
+فالأمر دى ان احنا نتعرفنا ان نجرم ما احنا قاعدينه
+
+168
+00:13:18,080 --> 00:13:22,420
+هو current density يعني ال clause integral لجرم ال
+
+169
+00:13:22,420 --> 00:13:26,220
+DS فلعطينا طول التيارة فاحنا ناخد I out و قاعد
+
+170
+00:13:26,220 --> 00:13:29,500
+احنا مرضوا عارفين ان انا اقدر اكتر قيمة ال charge
+
+171
+00:13:29,500 --> 00:13:32,120
+اللى minus Q in by dt
+
+172
+00:13:36,710 --> 00:13:45,310
+عرفنا ان جيه ايش بتساوي di by ds اذا كرينا اذا I
+
+173
+00:13:45,310 --> 00:13:49,230
+out كما انتوا شايفين هي قبعا close surface
+
+174
+00:13:49,230 --> 00:13:55,550
+integral لجيه ال DS بربط يتساوي انها out minus dqn
+
+175
+00:13:55,550 --> 00:14:03,290
+by dt لقصة احنا اتناحنا هنا اللى هى ال divergence
+
+176
+00:14:03,290 --> 00:14:04,430
+theorem اللى بتقول
+
+177
+00:14:31,170 --> 00:14:37,830
+DVDVDVDVDVDVDVDV-D by Dt الـ QA مش بقدر أكتبها
+
+178
+00:14:37,830 --> 00:14:40,950
+برضه في دلالة Total Charge Density الـ Volume of
+
+179
+00:14:40,950 --> 00:14:46,330
+Charge Density Integral لRho V Db برضه Volume
+
+180
+00:14:46,330 --> 00:14:50,190
+Integral لو دخلت الـ Dt ماتأثرش على Volume
+
+181
+00:14:50,190 --> 00:14:53,570
+Integral بس بقدر أقولهم هي Minus Integral لD Rho
+
+182
+00:14:53,570 --> 00:14:58,890
+By Dt في Db مش هتفرق برا ولا جدا لذا لو قرمت
+
+183
+00:14:58,890 --> 00:15:04,700
+الطرفين بقدر أقولهم انه Divergentبتساوى ماينوس دي
+
+184
+00:15:04,700 --> 00:15:16,920
+رو و اي دي دي دي دي
+
+185
+00:15:16,920 --> 00:15:18,800
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+186
+00:15:18,800 --> 00:15:18,820
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+187
+00:15:18,820 --> 00:15:19,700
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+188
+00:15:19,700 --> 00:15:20,180
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+189
+00:15:20,180 --> 00:15:21,360
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+190
+00:15:32,040 --> 00:15:35,960
+بتساوي minus rho v by dt اللي هو برضه current هذه
+
+191
+00:15:35,960 --> 00:15:40,920
+ال current دي نسيت لإنه rho v ال charge بالريلد
+
+192
+00:15:40,920 --> 00:15:44,900
+volume فلو
+
+193
+00:15:44,900 --> 00:15:47,840
+قالنا إنه أنا في حالة ال steady state current يعني
+
+194
+00:15:47,840 --> 00:15:50,460
+أنا قداش كمية اللي داخل بيساوي اللي طالع يعني دي
+
+195
+00:15:50,460 --> 00:15:53,540
+rho v by dt مافيش طاير في ال charge اللي داخل
+
+196
+00:15:53,540 --> 00:15:56,440
+بيساوي اللي طالع قيمة ال charge ستبتعد عن d rho by
+
+197
+00:15:56,440 --> 00:16:00,440
+dt اش بتساوي zeroإذا معناها دايرجير بيساوي سفر هذا
+
+198
+00:16:00,440 --> 00:16:04,240
+بالتمام اللي هو Kirchhoff Current Law Kirchhoff
+
+199
+00:16:04,240 --> 00:16:07,540
+Current Law مش بيقولنا نازم يتساوي قيمة التيارات
+
+200
+00:16:07,540 --> 00:16:10,880
+اللي جوا بيساوي اللي طالع ده هو Kirchhoff Current
+
+201
+00:16:10,880 --> 00:16:18,800
+Law لو
+
+202
+00:16:18,800 --> 00:16:23,140
+احنا كان في عنا نقطة في قلب ال system تبعي في
+
+203
+00:16:23,140 --> 00:16:29,260
+أسواع conductor أو dielectricوها دي point charge
+
+204
+00:16:29,260 --> 00:16:33,380
+اللى حطيناها فى ال interior تبع ال media بتاعتى ام
+
+205
+00:16:33,380 --> 00:16:36,760
+سلوكش بيقول هو ال point form ل ام سلوك ماذا
+
+206
+00:16:36,760 --> 00:16:40,340
+ذاكرينه ان ال point forms ايش بتساوي J بتساوي
+
+207
+00:16:40,340 --> 00:16:44,960
+sigma E point
+
+208
+00:16:44,960 --> 00:16:50,020
+form ل ام سلوك انه J current density بتساوي sigma
+
+209
+00:16:50,020 --> 00:16:55,400
+E طبعا كمان عندنا من جاسلو نقدر نقول
+
+210
+00:17:03,140 --> 00:17:05,820
+هو حد diversh الطرفين اللي هو لا إيش هيكون
+
+211
+00:17:16,750 --> 00:17:19,270
+لو أخدنا ال media انها homogenous و linear ال
+
+212
+00:17:19,270 --> 00:17:21,390
+sigma بقدر تطلعها من ال divergence لأنها ماتعتمدش
+
+213
+00:17:21,390 --> 00:17:24,550
+على ال position يعني مش function في x و y و z فهي
+
+214
+00:17:24,550 --> 00:17:27,430
+ال homogenous فهو مقدر يطلعها برا لو تعتمد على x و
+
+215
+00:17:27,430 --> 00:17:30,270
+y و z فهو مقدر يطلعها برا ال divergence هاي حد سي
+
+216
+00:17:30,270 --> 00:17:35,250
+sigma divergence E بتساوي divergence J وهد إيش
+
+217
+00:17:35,250 --> 00:17:41,230
+بتساوي رو V على ي sigma رو V على ي بتساوي
+
+218
+00:17:41,230 --> 00:17:44,850
+divergence E و ال divergence E من ال continuity
+
+219
+00:17:44,850 --> 00:17:46,030
+equation إيش بتساوي
+
+220
+00:17:52,130 --> 00:17:56,730
+هذه المعادلة صوت ايش؟ معادلة من الـ differential
+
+221
+00:17:56,730 --> 00:18:00,730
+equation فيها ميان الـ charge density لو انا قعدت
+
+222
+00:18:00,730 --> 00:18:06,230
+ترتيبها هتكون دي رو في على رو في ايش بتساوي؟ سالب
+
+223
+00:18:06,230 --> 00:18:13,570
+سيجما على ايبسلون في دي تي هذه اللي نكون منها حاجة
+
+224
+00:18:13,570 --> 00:18:20,220
+نسميها relaxation pointلو انا كملت طرفين هتكون لان
+
+225
+00:18:20,220 --> 00:18:27,660
+رو في على رو في نوب تساوي ماينوس هنا على اشترون في
+
+226
+00:18:27,660 --> 00:18:35,580
+وبالتالي بقدر أجيل اللي هو رو في بتساوي
+
+227
+00:18:35,580 --> 00:18:42,220
+initial ات شارج لو
+
+228
+00:18:42,220 --> 00:18:44,180
+أخدنا ال exponential بتعطينا
+
+229
+00:19:01,180 --> 00:19:05,140
+السنة اللي لازم للـ charges احنا حطينا point of
+
+230
+00:19:05,140 --> 00:19:08,900
+charge فى قلب ال media وشوفنا ايش تأثير point of
+
+231
+00:19:08,900 --> 00:19:13,100
+charge فى قلب ال mediaبسيلها قعد التوزيع هذا هو
+
+232
+00:19:13,100 --> 00:19:16,980
+relaxation time الزمن اللي لازم لهي التشارج يسيلها
+
+233
+00:19:16,980 --> 00:19:20,100
+قعد التوزيع في قلب ال media انتشار في قلب ال media
+
+234
+00:19:20,100 --> 00:19:23,400
+تعريف
+
+235
+00:19:23,400 --> 00:19:27,540
+relaxation time احنا قولنا ان T بتساوي Tau ماذا
+
+236
+00:19:27,540 --> 00:19:31,440
+ذاكرين؟ زي اللي حكيت تشارج المكاسفات هذا القانون
+
+237
+00:19:31,440 --> 00:19:35,000
+peers law ده انا نفس الحاجة ان T بتساوي ال
+
+238
+00:19:35,000 --> 00:19:40,970
+relaxation timeهتقل raw v ل 37% من قيمة ال initial
+
+239
+00:19:40,970 --> 00:19:46,310
+value لأن eights و minus و أحد بال 37% ف36.10%
+
+240
+00:19:46,310 --> 00:19:50,330
+فإذا ال relaxation time هو الزمن اللي بتاخده ال
+
+241
+00:19:50,330 --> 00:19:55,390
+charge عشان يسيلها توزية في داخل ال material انها
+
+242
+00:19:55,390 --> 00:20:02,770
+تنزل لقيمة مقضاها 36% من ال initial valueكمان
+
+243
+00:20:02,770 --> 00:20:06,930
+بعتمد لإن انتوا ملاحظين بعتمد على sigma عكسيا يعني
+
+244
+00:20:06,930 --> 00:20:10,670
+إذا كبرت sigma وقت إيش تكبر sigma؟ ال conductors
+
+245
+00:20:10,670 --> 00:20:14,790
+إذا كبرت sigma إيش بيصي لتاو؟ بتقل يعني على السريع
+
+246
+00:20:14,790 --> 00:20:18,150
+لإن شعر في ال conductor لو قلت sigma ال
+
+247
+00:20:18,150 --> 00:20:21,590
+conductivity وين بتقل كتير؟في ال insulators في ال
+
+248
+00:20:21,590 --> 00:20:24,290
+dielectric بتقل سيجما اذا قلت سيجما ايش بيصير ال
+
+249
+00:20:24,290 --> 00:20:28,850
+accession time بتوقف بيكبر يعني ان ال charge في ال
+
+250
+00:20:28,850 --> 00:20:31,990
+dielectric بطيء في ال conductor سريع وهذا بتناسب
+
+251
+00:20:31,990 --> 00:20:37,070
+مع اللي احنا بنحكيه ال currents ال
+
+252
+00:20:37,070 --> 00:20:40,010
+time constant مثلا هم بيعطينا رسالة انه عندي good
+
+253
+00:20:40,010 --> 00:20:45,690
+conductor اللي هو الكبر له سيجما 5.8 في 10 قوة 7
+
+254
+00:20:45,690 --> 00:20:53,260
+كبيرة 10 قوة 7 اشي يعني 58 ميجاموس يعني عكس الـ
+
+255
+00:20:53,260 --> 00:21:01,320
+Ohms مو برمتر لأنها سيجما ابسلون ر ناخدها واحد
+
+256
+00:21:01,320 --> 00:21:05,780
+relative ابسلون اذا هتكون relaxation time ابسلون
+
+257
+00:21:05,780 --> 00:21:08,320
+هو عبارة عن ابسلون relative ابسلون نوت على سيجما
+
+258
+00:21:08,320 --> 00:21:13,200
+قال يفترض ان ابسلون ر واحد يعني هو مفترض انه ال
+
+259
+00:21:13,200 --> 00:21:20,300
+spaceفهيكون قيمة sigma 1.53 في 10قوة ناقص 17
+
+260
+00:21:20,300 --> 00:21:24,240
+second لكن اذا أخدنا fused quartz هذه مادة
+
+261
+00:21:24,240 --> 00:21:29,560
+insulator sigma بتاعتها 10قوة ناقص 17 موز بيرميتر
+
+262
+00:21:29,560 --> 00:21:32,980
+طبعا الإنسان قال إن هو ال fused quartz هي نوع من
+
+263
+00:21:32,980 --> 00:21:37,200
+أنواع المواد العازلة sigma له 10قوة ناقص 17 ما لها
+
+264
+00:21:37,200 --> 00:21:40,220
+sigma بتاعته صغيرة كتير لأن هو مانه insulator لل
+
+265
+00:21:40,220 --> 00:21:42,460
+quartz ولو أبسل من الأرض بتساوي خمسة
+
+266
+00:21:45,580 --> 00:21:49,400
+ما هى ممتاز فأسئل سمعار لل cover واحد يعنى بصراحة
+
+267
+00:21:49,400 --> 00:21:52,700
+يعنى هنا ال cover الناس يجب أن يقلوا 5.8×10⁷ و ال
+
+268
+00:21:52,700 --> 00:21:55,740
+relative permittivity هي واحد فبتطلع معنى
+
+269
+00:21:55,740 --> 00:21:59,140
+relaxation time في ال cover واحد تلاتة و خمسين مية
+
+270
+00:21:59,140 --> 00:22:03,020
+في عشر قط نقص اتاشر second يعني ع السريع بيكون صار
+
+271
+00:22:03,020 --> 00:22:05,340
+عادة توزية لل charge في قلب ال conductor اللى
+
+272
+00:22:05,340 --> 00:22:08,420
+حطفها ال conductor بتوزع و بتروح على ال services
+
+273
+00:22:09,600 --> 00:22:13,400
+لكن الكوارث اللي قلنا sigma L مقالها قليلة صغيرة
+
+274
+00:22:13,400 --> 00:22:18,380
+عشان قوة نقل 17 باللاحظ انه عشان التوزيع بتشارج 51
+
+275
+00:22:18,380 --> 00:22:24,540
+يوم بطيق جدا واضح؟
+
+276
+00:22:24,540 --> 00:22:28,840
+boundary conditions ايش هي ال boundary conditions؟
+
+277
+00:22:28,840 --> 00:22:31,920
+boundary conditions هي بتدرس انتقال الموجات احنا
+
+278
+00:22:31,920 --> 00:22:34,760
+كلنا الهدف من الكهرمانصية بعد ما تعرفنا كيف اقدر
+
+279
+00:22:34,760 --> 00:22:37,480
+احسب ال electric field في مقطة احسب magnetic field
+
+280
+00:22:37,480 --> 00:22:41,180
+في مقطة احسب الإن ال electric field ناتج من الشعج
+
+281
+00:22:41,180 --> 00:22:44,420
+من ال dye و لا ال potential و الأخرى أني أعرف لو
+
+282
+00:22:44,420 --> 00:22:47,640
+هذه الموجات اللي بتنتقل بتاعتي أسوأ electric field
+
+283
+00:22:47,640 --> 00:22:51,580
+و لا magnetic field بتنقل قدر ال media بتاعتي مش
+
+284
+00:22:51,580 --> 00:22:55,940
+هتظلها طول وقت في media واحدة أنا بقولها من مكان
+
+285
+00:22:55,940 --> 00:23:00,560
+لمكان هتمر في عدة medias احنا ببساطة بس هنشوف two
+
+286
+00:23:00,560 --> 00:23:02,900
+medias يعني مش هنشوف أكتر من media لكن هو ممكن
+
+287
+00:23:02,900 --> 00:23:08,260
+تتصادف عدة أنواع من ال mediaالموجة بحد ذاتها عند
+
+288
+00:23:08,260 --> 00:23:12,020
+ال boundary تحت ال media لازم مايتغيرش فيها إشي
+
+289
+00:23:12,020 --> 00:23:15,080
+لكن لما تدخل ال media تكون فيها ال media و هال
+
+290
+00:23:15,080 --> 00:23:17,700
+media هيكون فيه شوية اختلافات لكن عند ال boundary
+
+291
+00:23:17,700 --> 00:23:21,740
+انها continuous مش discrete في الموجة هي موجة يعني
+
+292
+00:23:21,740 --> 00:23:25,280
+زي ما انا اكون هناك اعلى و اطلعت انزلت تحت بصي ليش
+
+293
+00:23:25,280 --> 00:23:28,960
+discreteness عند ال boundary لازم اكون نفس الحاجة
+
+294
+00:23:28,960 --> 00:23:32,220
+نفس الموجة شوية في الخصائص بتتغير كنت اعلى شوية و
+
+295
+00:23:32,220 --> 00:23:37,210
+انزلت بالنسبالكم صرت اقصر فانفس الشيء للموجة إذا
+
+296
+00:23:37,210 --> 00:23:40,690
+كنت من media ل media حسيتها تغييرات لكن عند أطراف
+
+297
+00:23:40,690 --> 00:23:44,370
+عند ال boundary بالتمام هتكون نفس الموجة فاحنا
+
+298
+00:23:44,370 --> 00:23:47,390
+بنستغل هذه الحاجة بمعرفتنا بعض خصائص عند ال
+
+299
+00:23:47,390 --> 00:23:50,430
+boundary أنه إذا كنت عارفة خصائص الموجة في media
+
+300
+00:23:50,430 --> 00:23:53,430
+كيف أجيبها في ال media التانية فال boundary
+
+301
+00:23:53,430 --> 00:23:57,590
+condition هي إيش الشروط اللي عند ال boundary
+
+302
+00:23:57,590 --> 00:24:02,790
+between two media اللي لازم تتحقق عشان مايصيرش أي
+
+303
+00:24:02,790 --> 00:24:08,340
+خلل للموجة تعتبحنشوف ال boundary condition ما بين
+
+304
+00:24:08,340 --> 00:24:14,540
+dielectric و dielectric ايه اللي قيله epsilon ال
+
+305
+00:24:14,540 --> 00:24:20,000
+relative epsilon واحد والتاني epsilon قاع تانين ما
+
+306
+00:24:20,000 --> 00:24:22,820
+بين conductor و dielectric ما بين conductor و free
+
+307
+00:24:22,820 --> 00:24:25,700
+space free space طبعا حالة حاصة من ال dielectric
+
+308
+00:24:25,700 --> 00:24:30,090
+يعني إذا عرفنا التانية التالتة حالة حاصة منهاعشان
+
+309
+00:24:30,090 --> 00:24:32,750
+نعرف الـ boundary conditions احنا بنلجأ لمعكسويلز
+
+310
+00:24:32,750 --> 00:24:34,950
+equations يعني مش هنقدر نطول boundary condition
+
+311
+00:24:34,950 --> 00:24:38,190
+بدون معكسويلز equation ان ال two equations اللي هي
+
+312
+00:24:38,190 --> 00:24:41,730
+ال clause انتجرة ل E دول DL بتساوي zero هم ذاكرين
+
+313
+00:24:41,730 --> 00:24:45,850
+هذه ال conservative force و ال clause انتجرة ل D
+
+314
+00:24:45,850 --> 00:24:53,890
+دول DS بتساوي Q enclosed معايا؟ طيب كمان بدي اكتب
+
+315
+00:24:53,890 --> 00:24:57,350
+ال electric field ع شكل two componentsElectric
+
+316
+00:24:57,350 --> 00:25:01,930
+field تقوم بتحكي
+
+317
+00:25:01,930 --> 00:25:08,130
+طريقته E tangential plus E normal على ال interface
+
+318
+00:25:21,940 --> 00:25:24,440
+اللي هو ال surface بالتواري مشترك بين الجوال و
+
+319
+00:25:24,440 --> 00:25:27,740
+الطاولة هذا ال interface هذا ال boundary condition
+
+320
+00:25:27,740 --> 00:25:32,000
+واضح عنده
+
+321
+00:25:32,000 --> 00:25:34,800
+هيكون عندى two components للelectric field واحدة
+
+322
+00:25:34,800 --> 00:25:38,300
+tangential لهذا ال surface واحدة عملية على هذا ال
+
+323
+00:25:38,300 --> 00:25:43,920
+surface نبدأ
+
+324
+00:25:43,920 --> 00:25:47,520
+بال dielectric dielectric boundary condition زى ما
+
+325
+00:25:47,520 --> 00:25:50,280
+انتوا شايفين هي عندى two media زى الجوال و الطاولة
+
+326
+00:25:50,280 --> 00:25:55,030
+اتنين dielectricهذه الـ surface الأول وهذه الـ
+
+327
+00:25:55,030 --> 00:26:00,750
+surface التاني وهذه الـ
+
+328
+00:26:00,750 --> 00:26:03,890
+media الأولى وهذه ال media التانية وهذه ال media
+
+329
+00:26:03,890 --> 00:26:05,650
+التانية وهذه ال media التانية وهذه ال media
+
+330
+00:26:05,650 --> 00:26:08,730
+التانية وهذه ال media التانية وهذه ال media
+
+331
+00:26:08,730 --> 00:26:10,970
+التانية وهذه ال media التانية وهذه ال media
+
+332
+00:26:10,970 --> 00:26:12,530
+التانية وهذه ال media التانية وهذه ال media
+
+333
+00:26:12,530 --> 00:26:12,890
+التانية وهذه ال media التانية وهذه ال media
+
+334
+00:26:12,890 --> 00:26:13,170
+التانية وهذه ال media التانية وهذه ال media
+
+335
+00:26:13,170 --> 00:26:14,570
+التانية وهذه ال media التانية وهذه ال media
+
+336
+00:26:14,570 --> 00:26:14,710
+التانية وهذه ال media التانية وهذه ال media
+
+337
+00:26:14,710 --> 00:26:15,790
+التانية وهذه ال media التانية وهذه ال media
+
+338
+00:26:15,790 --> 00:26:22,440
+التانية وهذه ال media التمتوازي أطلع زي الجوال إيش
+
+339
+00:26:22,440 --> 00:26:28,600
+هيكون مستطيل لكن بشوفه أنا إيش كخط لو بطلع عليه
+
+340
+00:26:28,600 --> 00:26:32,000
+فهذه السرعة بتاعتنا انبعين كإنه خط بس هو في الواقع
+
+341
+00:26:32,000 --> 00:26:37,440
+عندي service بين ال two media عشان أعرف إيش بيصير
+
+342
+00:26:37,440 --> 00:26:41,220
+عند ال boundary تقسمنا ال electric field الأول هي
+
+343
+00:26:41,220 --> 00:26:47,670
+E1 وهي E2E1 لتنجنتشال component و normal component
+
+344
+00:26:47,670 --> 00:26:52,450
+و E2 نفس القضية لتنجنتشال component لل interface و
+
+345
+00:26:52,450 --> 00:26:55,890
+واحدة عمودية على ال interface إذا E2 هي عندي ال E
+
+346
+00:26:55,890 --> 00:27:00,890
+normal و E tangential E1 هي عندي E tangential و E
+
+347
+00:27:00,890 --> 00:27:03,330
+normal هستخدم
+
+348
+00:27:05,470 --> 00:27:07,650
+اللي هو Maxwell's equation بتقول ال clause
+
+349
+00:27:07,650 --> 00:27:12,530
+integral ل E dot DL بتساوي 0 فهختار boss هذا boss
+
+350
+00:27:12,530 --> 00:27:15,870
+يعني ال clause integral او ال line integral هذي
+
+351
+00:27:15,870 --> 00:27:22,030
+بتقوللي انه اي line لو أخدته clause لل FQ بتساوي 0
+
+352
+00:27:22,030 --> 00:27:28,990
+هاي ال line بدنا ناخدها هاي ال line integral هاخد
+
+353
+00:27:28,990 --> 00:27:32,070
+هذا ال line او ال boss ال imaginary boss اللي
+
+354
+00:27:32,070 --> 00:27:36,110
+هيكون بالنسبالي هاخد عليه ال integrationو هكامل
+
+355
+00:27:36,110 --> 00:27:39,750
+على كل واحدة من هدولة هنا هاي جزئية اللى كتر كثير
+
+356
+00:27:39,750 --> 00:27:45,510
+منها يكون E tangential واحد E normal واحد هنا E
+
+357
+00:27:45,510 --> 00:27:50,530
+normal تنين هنا مين E tangential تنين E normal
+
+358
+00:27:50,530 --> 00:27:56,910
+تنين E normal واحد E tangential واحد باضح؟ إذا
+
+359
+00:27:56,910 --> 00:28:00,650
+نكون جزئية من هدول الأجزاء هكاملها بالمشيقين هيكون
+
+360
+00:28:00,650 --> 00:28:06,330
+عندي E واحد tangentialE1تانجانشر هي احد ال goods
+
+361
+00:28:06,330 --> 00:28:14,210
+تبعه Delta W للباس والارتفاع لو احده Delta H اذا
+
+362
+00:28:14,210 --> 00:28:19,870
+نقطعه Delta H ويلعب Delta ضهرنا فعندي من اللي هو
+
+363
+00:28:19,870 --> 00:28:23,830
+في ال media الأولى من A لB هيكون E1tanjanchar
+
+364
+00:28:23,830 --> 00:28:32,130
+Delta W لاتجاه minus E1norm Delta H لأن E1 Norm
+
+365
+00:28:32,130 --> 00:28:40,620
+اتجاه وين لأعلىE1norm ΔH على 2 نفس القضية النورم
+
+366
+00:28:40,620 --> 00:28:44,480
+هنا عكسه يعني نورم اتجاه H هنا عكسه هيكون minus
+
+367
+00:28:44,480 --> 00:28:52,300
+E2N ΔH على 2 بعدين التنجينتشارت برضه عكس اتجاهه
+
+368
+00:28:52,300 --> 00:28:58,160
+هيكون minus E2 تنجينتشارت ΔW هنا اتجاه النورم تبع
+
+369
+00:28:58,160 --> 00:29:02,730
+الويد التاني نفس اتجاهه هيكون plusE2 نور مضبوط على
+
+370
+00:29:02,730 --> 00:29:11,970
+2 plus E1 نور مضبوط على 2 إذا طلعنا نلاحظ أن E1
+
+371
+00:29:11,970 --> 00:29:19,410
+نور مضبوط على 2 هنا مرة سالفة و هنا اتنين جبهة E2ن
+
+372
+00:29:19,410 --> 00:29:22,090
+ال نور وال component هنا سالفة و هنا اتنين جبهة
+
+373
+00:29:22,090 --> 00:29:26,850
+لما عندي ال tangential component فإيش سواء عندي E1
+
+374
+00:29:26,850 --> 00:29:30,480
+tangential بيتساوى E2 tangentialماذا نستطيع أن
+
+375
+00:29:30,480 --> 00:29:33,820
+نقول؟ ان عند الـ boundary الـ tangential component
+
+376
+00:29:33,820 --> 00:29:37,980
+للـelectric field مالها continuous لأنه لازم تكون
+
+377
+00:29:37,980 --> 00:29:41,580
+E1 tangential بتساوي E2 tangential إذا ال
+
+378
+00:29:41,580 --> 00:29:45,380
+tangential component للelectric field متساوية عند
+
+379
+00:29:45,380 --> 00:29:50,500
+ال boundary إذا ال tangential components undergoes
+
+380
+00:29:50,500 --> 00:29:53,300
+no changes on the boundary and it's said to be
+
+381
+00:29:53,300 --> 00:29:54,880
+continuous across the boundary
+
+382
+00:30:04,760 --> 00:30:11,240
+دي تنجنتشال زي دي normal دي ايش بتساويD1 على
+
+383
+00:30:11,240 --> 00:30:14,600
+Epsilon 1 D1 tangential على Epsilon 1 tangential
+
+384
+00:30:14,600 --> 00:30:18,300
+على Epsilon 1 ايش بيساوي E1 tangential وعنا E1
+
+385
+00:30:18,300 --> 00:30:21,840
+tangential بيساوي E2 tangential ليش هتساوي E2
+
+386
+00:30:21,840 --> 00:30:26,300
+tangential D2 tangential على Epsilon 2 لو طلعت على
+
+387
+00:30:26,300 --> 00:30:29,220
+المعادلة بتاعة D بلاحظ ان D1 tangential على
+
+388
+00:30:29,220 --> 00:30:32,520
+Epsilon 1 بيساوي D2 tangential على Epsilon 2 اذا
+
+389
+00:30:32,520 --> 00:30:35,800
+ما لها D tangential مش continuousلو انها
+
+390
+00:30:35,800 --> 00:30:38,340
+continuous هتكون دي واحد tangential بتساوي دي
+
+391
+00:30:38,340 --> 00:30:40,960
+تانين tangential، لكن الألاقة ايش بتقولليك؟ دي
+
+392
+00:30:40,960 --> 00:30:44,480
+واحد tangential على epsilon واحد بتساوي دي تانين
+
+393
+00:30:44,480 --> 00:30:47,460
+tangential على epsilon التانين، اسم معناها الـD
+
+394
+00:30:47,460 --> 00:30:53,880
+across ال boundaries بتتعرض لتغيراتمش continuous
+
+395
+00:30:53,880 --> 00:30:56,500
+لو قال إن دي واحد tangential بتساوي دي تانين
+
+396
+00:30:56,500 --> 00:30:59,780
+tangential بقول إن برضه دي continuous لكن لأن دي و
+
+397
+00:30:59,780 --> 00:31:03,700
+T و E اللي هم علاقة بعض عن طريق ال epsilon وطلع إن
+
+398
+00:31:03,700 --> 00:31:06,980
+E واحد tangential بتساوي E تانين tangential بوصل
+
+399
+00:31:06,980 --> 00:31:09,360
+إن دي واحد tangential و دي تانين tangential
+
+400
+00:31:09,360 --> 00:31:14,640
+بتعرضوا لبعض التغيرات لل interface وبالتالي دي T
+
+401
+00:31:14,640 --> 00:31:18,860
+ما لها discontinuous across the interface دي واحد
+
+402
+00:31:18,860 --> 00:31:22,240
+tangential بتساوي epsilon واحد أبسلونين تانينبـ D
+
+403
+00:31:22,240 --> 00:31:24,320
+تناير الـ Dungeon Shell إذا أنا عند الـ interface
+
+404
+00:31:24,320 --> 00:31:31,960
+الـ D منها مش ممكن يوصل الـ
+
+405
+00:31:31,960 --> 00:31:38,000
+Boundary Condition التاني بنا بنا نستخدم المعادلة
+
+406
+00:31:38,000 --> 00:31:40,840
+التانية اللي هي ال clause integral ل D dot DS بسوء
+
+407
+00:31:40,840 --> 00:31:44,240
+Q and clause مين هيتستخدم؟ هيتستخدم اللي هم بيسموه
+
+408
+00:31:44,240 --> 00:31:48,300
+bull box بتعرفوا شو هو ال bull box؟ اللي هو صندوق
+
+409
+00:31:48,300 --> 00:31:50,120
+حربة الدواء ال bull box
+
+410
+00:31:55,980 --> 00:32:01,160
+طبعا أول حاجة عندي T1 و T2 لان انا cross ال T ل D
+
+411
+00:32:01,160 --> 00:32:04,860
+ل DS باخد tangential component من normal component
+
+412
+00:32:04,860 --> 00:32:09,660
+tangential component من normal component ل D ل 2
+
+413
+00:32:09,660 --> 00:32:13,560
+ببدأ اعمل ال integration على ال surface
+
+414
+00:32:19,170 --> 00:32:21,950
+اللي هي جزء الـ charge اللي enclosed في أندف الـ
+
+415
+00:32:21,950 --> 00:32:28,470
+surface قشبت يساوي ρو أس في دنت أس تمانش بساوي هذا
+
+416
+00:32:28,470 --> 00:32:33,790
+من الـ closed integral دي واحد نور في دنت دي أس
+
+417
+00:32:33,790 --> 00:32:38,230
+minus دي أنتنين نور في دي أس واللي على ال surface
+
+418
+00:32:38,230 --> 00:32:40,590
+الموازي هيكون بساوة صفر لأن ال product الـ dot
+
+419
+00:32:40,590 --> 00:32:45,530
+هيكون بساوة صفر دي فقط اللي معدت نورها على ال
+
+420
+00:32:45,530 --> 00:32:48,590
+surface هي اللي حدثهم بساوة صفر والباقي هيروح أس
+
+421
+00:32:49,430 --> 00:32:56,030
+هيظل عندي DN1-DN2 بتساوي رؤس إذا كانت رؤس بتساوي
+
+422
+00:32:56,030 --> 00:32:59,950
+Zero إذا كانت رؤس ال surface charge density بتساوي
+
+423
+00:32:59,950 --> 00:33:04,740
+Zeroساعتها بقدر اقول انه ال norm component دي ربع
+
+424
+00:33:04,740 --> 00:33:07,240
+جوه احنا حسيتنا غير ال tangential component ال
+
+425
+00:33:07,240 --> 00:33:11,740
+normal component ل D بتكون continuous اذا أبسلون
+
+426
+00:33:11,740 --> 00:33:15,960
+لا تسوى zero بتكونش continuous بيكون الفرق بين ال
+
+427
+00:33:15,960 --> 00:33:23,090
+D norm عند ال interface بتسوى raw Sلو كان طرق
+
+428
+00:33:23,090 --> 00:33:28,250
+أسئولنا بيساوي 0 هيكون D1 norm بيساوي D2 norm وD1
+
+429
+00:33:28,250 --> 00:33:33,030
+norm مش بيساوي Epsilon 1 E1 norm بيساوي Epsilon 2
+
+430
+00:33:33,030 --> 00:33:38,550
+E2 norm إذا عرفنا E tangential لل media E1
+
+431
+00:33:38,550 --> 00:33:44,930
+tangential وE1 norm وعرفنا E2 tangential وE2 norm
+
+432
+00:33:44,930 --> 00:33:47,650
+إيش عرفت؟ عرفت ال total electric field في ال media
+
+433
+00:33:47,650 --> 00:33:48,110
+الأولى
+
+434
+00:33:53,300 --> 00:33:57,720
+من ال two equations من ال clause integral لE ضد EL
+
+435
+00:33:57,720 --> 00:34:01,480
+ومن ال equation ال clause integral لD ضد DS واسمها
+
+436
+00:34:01,480 --> 00:34:07,640
+Q in clause اقدرت احسب ان ال total electric field
+
+437
+00:34:07,640 --> 00:34:09,640
+اسوا ال tangential components او ال normal
+
+438
+00:34:09,640 --> 00:34:14,600
+componentsطبعا لو عملنا ال surface اللى هى على طول
+
+439
+00:34:14,600 --> 00:34:18,020
+ال delta H لو أخدت اللى هو ال surface تبع السليندة
+
+440
+00:34:18,020 --> 00:34:21,060
+فانا هيكون فيه عندى اللى هى ال tangential
+
+441
+00:34:21,060 --> 00:34:24,060
+component فى ال surface هناو لا تنجش ال component
+
+442
+00:34:24,060 --> 00:34:27,140
+في delta H على 2 يعني اللي هي مساحة القاعدة في
+
+443
+00:34:27,140 --> 00:34:30,360
+الارتفاع ال surface سريه هتكون محيط القاعدة في
+
+444
+00:34:30,360 --> 00:34:33,980
+الارتفاع نفس الأضياء في هذه جزئية مساحة القاعدة في
+
+445
+00:34:33,980 --> 00:34:37,420
+الارتفاع هيروحوا ل 0 لإن في النهاية دلتا H تكون
+
+446
+00:34:37,420 --> 00:34:41,280
+ساوة تمام 0 عشان أكون بال time ended interface
+
+447
+00:34:41,280 --> 00:34:49,300
+فبظل عندي فقط D1 N minus D2 N بتثوره أصل هي جاية
+
+448
+00:34:49,300 --> 00:34:56,640
+من ال surfaceالدائرة اللى فوق والدائرة اللى تحت ان
+
+449
+00:34:56,640 --> 00:34:59,840
+ال surface هيكون الدائرة اللى فوق وال surface area
+
+450
+00:34:59,840 --> 00:35:04,480
+الجانبية بتاعة السيلندر والدائرة اللى تحت بس كل
+
+451
+00:35:04,480 --> 00:35:09,840
+اللى هيطلع من الدائرة .. من ال surface مساحة
+
+452
+00:35:09,840 --> 00:35:13,240
+الجانبية للسيلندر هيروح لصفر انه في النهاية بدل
+
+453
+00:35:13,240 --> 00:35:17,160
+ذات تقشط روح لل zero فقط عندي فقط اللى هو ال
+
+454
+00:35:17,160 --> 00:35:18,100
+normal component
+
+455
+00:35:38,040 --> 00:35:41,840
+نفس الشيء في الدائرة اللى تحت اللى هيتقب ضقة اللى
+
+456
+00:35:41,840 --> 00:35:47,980
+هو ال normal component لل Dهي D.Norm وفي الحادة
+
+457
+00:35:47,980 --> 00:35:53,820
+تجارب التنجينتشال ستكون Zero وهكذا نتفق أن D1
+
+458
+00:35:53,820 --> 00:35:56,500
+Normal minus D2 Normal تنقل نقل نقل نقل نقل نقل
+
+459
+00:35:56,500 --> 00:35:56,960
+نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل
+
+460
+00:35:56,960 --> 00:36:00,760
+نقل نقل نقل نقل
+
+461
+00:36:00,760 --> 00:36:02,200
+نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل
+
+462
+00:36:02,200 --> 00:36:10,780
+نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل
+
+463
+00:36:10,780 --> 00:36:12,060
+نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل
+
+464
+00:36:12,060 --> 00:36:17,190
+نقل نقل نقل نقالمساحة الجانبية لكن المساحة
+
+465
+00:36:17,190 --> 00:36:19,690
+الجانبية في النهاية هخليها 0 لإن هخلي delta H
+
+466
+00:36:19,690 --> 00:36:24,930
+بتروح ل 0 تمام؟ اذا احنا استنتجنا انه ال
+
+467
+00:36:24,930 --> 00:36:28,190
+tangential component لل electric field متساوي عند
+
+468
+00:36:28,190 --> 00:36:32,450
+ال interface ال tangential component لل D
+
+469
+00:36:32,450 --> 00:36:36,660
+discontinuous عند ال interfaceالـ Normal component
+
+470
+00:36:36,660 --> 00:36:40,960
+للـ D بتكون continuous فقط إذا كانت الرؤاس بتساوي
+
+471
+00:36:40,960 --> 00:36:46,140
+0 و ساعتها بقدر أحسب ال tangential component لل
+
+472
+00:36:46,140 --> 00:36:47,480
+electric field
+
+473
+00:37:07,450 --> 00:37:11,330
+للقاء القادم ان شاء الله هناخد بعض الأمثلة على ال
+
+474
+00:37:11,330 --> 00:37:14,370
+interface between two dialectic اللي هو خلصت
+
+475
+00:37:14,370 --> 00:37:17,790
+أشرحها اليوم هناخد أمثلة تثه لو أنا كنت عارفة بعض
+
+476
+00:37:17,790 --> 00:37:20,830
+قصاص بتركيب في أحد ال facets أو في أحد ال media
+
+477
+00:37:20,830 --> 00:37:23,110
+كيف أجيبه في ال media التانية
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/KxyN-qg3Hrg_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/KxyN-qg3Hrg_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..a0af8bc397aa33084e55b0469e03b6a418470d08
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/KxyN-qg3Hrg_raw.json
@@ -0,0 +1 @@
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بتاعتنا انبعين كإنه خط بس هو في الواقع عندي service بين ال two media عشان أعرف إيش بيصير عند ال boundary تقسمنا ال electric field الأول هي E1 وهي E2", "tokens": [2304, 2655, 2407, 31377, 1829, 5551, 9566, 1211, 3615, 30767, 1829, 25724, 2407, 6027, 11933, 1829, 8592, 39896, 30544, 3714, 14851, 9566, 26895, 44381, 4724, 8592, 38688, 3224, 41850, 11933, 1829, 8592, 9122, 9778, 9566, 45164, 4724, 9566, 1211, 3615, 47356, 6156, 3224, 24192, 21136, 2288, 27884, 39894, 995, 34268, 8315, 16472, 3555, 3615, 9957, 9122, 28814, 1863, 3224, 16490, 9566, 4724, 3794, 31439, 8978, 2423, 14407, 4587, 3615, 18871, 16254, 2643, 49374, 2423, 732, 3021, 6225, 8592, 7649, 5551, 3615, 28480, 11933, 1829, 8592, 4724, 1829, 9381, 13546, 43242, 2423, 12866, 6055, 4587, 38251, 8315, 2423, 5210, 2519, 16247, 12610, 39896, 462, 16, 37037, 1829, 462, 17], "avg_logprob": -0.22190366480328622, "compression_ratio": 1.5720164609053497, "no_speech_prob": 2.384185791015625e-07, "words": [{"start": 1580.48, "end": 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component و normal component و E2 نفس القضية لتنجنتشال component لل interface و واحدة عمودية على ال interface إذا E2 هي عندي ال E normal و E tangential E1 هي عندي E tangential و E normal هستخدم", "tokens": [36, 16, 5296, 2655, 1863, 7435, 29399, 8592, 6027, 6542, 4032, 2710, 6542, 4032, 462, 17, 8717, 36178, 25062, 11242, 10632, 5296, 2655, 1863, 7435, 29399, 8592, 6027, 6542, 24976, 9226, 4032, 36764, 24401, 3660, 6225, 2304, 2407, 16254, 3660, 15844, 2423, 9226, 11933, 15730, 462, 17, 39896, 18871, 16254, 2423, 462, 2710, 4032, 462, 10266, 2549, 462, 16, 39896, 18871, 16254, 462, 10266, 2549, 4032, 462, 2710, 8032, 14851, 9778, 40448], "avg_logprob": -0.3923373385651471, "compression_ratio": 1.701219512195122, "no_speech_prob": 1.7881393432617188e-06, "words": [{"start": 1604.7499999999998, "end": 1605.4299999999998, "word": "E1", "probability": 0.6590576171875}, {"start": 1605.4299999999998, "end": 1606.11, "word": " لتنجنتشال", "probability": 0.6052943638392857}, {"start": 1606.11, 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"text": "E2 نور مضبوط على 2 plus E1 نور مضبوط على 2 إذا طلعنا نلاحظ أن E1 نور مضبوط على 2 هنا مرة سالفة و هنا اتنين جبهة E2ن ال نور وال component هنا سالفة و هنا اتنين جبهة لما عندي ال tangential component فإيش سواء عندي E1 tangential بيتساوى E2 tangential", "tokens": [36, 17, 8717, 13063, 3714, 11242, 3555, 2407, 9566, 15844, 568, 1804, 462, 16, 8717, 13063, 3714, 11242, 3555, 2407, 9566, 15844, 568, 11933, 15730, 23032, 1211, 3615, 8315, 8717, 15040, 5016, 19913, 14739, 462, 16, 8717, 13063, 3714, 11242, 3555, 2407, 9566, 15844, 568, 34105, 3714, 25720, 8608, 6027, 5172, 3660, 4032, 34105, 1975, 2655, 1863, 9957, 10874, 3555, 3224, 3660, 462, 17, 1863, 2423, 8717, 13063, 16070, 6542, 34105, 8608, 6027, 5172, 3660, 4032, 34105, 1975, 2655, 1863, 9957, 10874, 3555, 3224, 3660, 5296, 15042, 18871, 16254, 2423, 10266, 2549, 6542, 6156, 28814, 1829, 8592, 8608, 2407, 16606, 18871, 16254, 462, 16, 10266, 2549, 4724, 36081, 3794, 995, 2407, 7578, 462, 17, 10266, 2549], "avg_logprob": 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DS واسمها Q in clause اقدرت احسب ان ال total electric field اسوا ال tangential components او ال normal components", "tokens": [27842, 2423, 732, 11787, 9154, 2423, 25925, 11573, 5296, 36, 48812, 3215, 14426, 4032, 27842, 2423, 5367, 2423, 25925, 11573, 5296, 35, 48812, 3215, 15816, 4032, 32277, 2304, 11296, 1249, 294, 25925, 1975, 28543, 43500, 1975, 5016, 35457, 16472, 2423, 3217, 5210, 2519, 24525, 14407, 2423, 10266, 2549, 6677, 1975, 2407, 2423, 2710, 6677], "avg_logprob": -0.3627840822393244, "compression_ratio": 1.5838509316770186, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2033.3, "end": 2034.02, "word": "من", "probability": 0.0628662109375}, {"start": 2034.02, "end": 2034.38, "word": " ال", "probability": 0.86181640625}, {"start": 2034.38, "end": 2034.54, "word": " two", "probability": 0.26025390625}, {"start": 2034.54, "end": 2035.2, "word": " equations", "probability": 0.9150390625}, {"start": 2035.2, "end": 2035.84, "word": " من", "probability": 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السليندة فانا هيكون فيه عندى اللى هى ال tangential component فى ال surface هنا", "tokens": [9566, 3555, 3615, 995, 45164, 6225, 42213, 8315, 2423, 3753, 13672, 7578, 8032, 7578, 15844, 23032, 12610, 2423, 8289, 389, 45164, 5551, 9778, 3215, 2655, 13672, 7578, 31439, 2423, 3753, 6055, 3555, 3615, 21136, 1211, 9957, 41891, 6156, 7649, 995, 39896, 30544, 8978, 3224, 43242, 7578, 13672, 7578, 8032, 7578, 2423, 10266, 2549, 6542, 6156, 7578, 2423, 3753, 34105], "avg_logprob": -0.21966145386298497, "compression_ratio": 1.5844155844155845, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 2052.1, "end": 2052.42, "word": "طبعا", "probability": 0.82513427734375}, {"start": 2052.42, "end": 2052.58, "word": " لو", "probability": 0.861328125}, {"start": 2052.58, "end": 2053.02, "word": " عملنا", "probability": 0.9812825520833334}, {"start": 2053.02, "end": 2053.24, "word": " ال", "probability": 0.89794921875}, {"start": 2053.24, "end": 2053.56, "word": " surface", "probability": 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{"start": 2238.21, "end": 2238.81, "word": " بتركيب", "probability": 0.5687255859375}, {"start": 2238.81, "end": 2238.93, "word": " في", "probability": 0.91650390625}, {"start": 2238.93, "end": 2239.13, "word": " أحد", "probability": 0.951171875}, {"start": 2239.13, "end": 2239.27, "word": " ال", "probability": 0.95166015625}, {"start": 2239.27, "end": 2239.77, "word": " facets", "probability": 0.428741455078125}, {"start": 2239.77, "end": 2240.19, "word": " أو", "probability": 0.72509765625}, {"start": 2240.19, "end": 2240.29, "word": " في", "probability": 0.8603515625}, {"start": 2240.29, "end": 2240.49, "word": " أحد", "probability": 0.960693359375}, {"start": 2240.49, "end": 2240.63, "word": " ال", "probability": 0.7431640625}, {"start": 2240.63, "end": 2240.83, "word": " media", "probability": 0.91162109375}, {"start": 2240.83, "end": 2241.09, "word": " كيف", "probability": 0.82861328125}, {"start": 2241.09, "end": 2241.53, "word": " أجيبه", "probability": 0.9052734375}, {"start": 2241.53, "end": 2241.65, "word": " في", "probability": 0.9453125}, {"start": 2241.65, "end": 2241.73, "word": " ال", "probability": 0.80126953125}, {"start": 2241.73, "end": 2242.03, "word": " media", "probability": 0.96240234375}, {"start": 2242.03, "end": 2243.11, "word": " التانية", "probability": 0.8597005208333334}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2243.65125, "duration_after_vad": 2145.9287499999937}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/KxyN-qg3Hrg_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/KxyN-qg3Hrg_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..12cf3c7140ed6473e659032143eb17a772fe0d90
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/KxyN-qg3Hrg_raw.srt
@@ -0,0 +1,1928 @@
+1
+00:00:21,140 --> 00:00:23,560
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,560 --> 00:00:26,100
+وبركاته و احنا اليوم ان شاء الله هنتبع موضوعنا
+
+3
+00:00:26,100 --> 00:00:29,620
+اللي هو electric field من المطر ووقفنا عند اخر
+
+4
+00:00:29,620 --> 00:00:32,300
+مثال انا قرأته بالسريع بس ان شاء الله هنحله كمرة
+
+5
+00:00:32,300 --> 00:00:35,460
+بالتفصيل اللي هو بيحكي أنه فينا dielectric sphere
+
+6
+00:00:35,460 --> 00:00:38,400
+اللي لها ال relativity relative permittivity
+
+7
+00:00:38,400 --> 00:00:44,020
+epsilon 5 أو 7 من 10 هنعمل الشكل تبعنا ال sphere
+
+8
+00:00:44,020 --> 00:00:47,540
+اللي لها epsilon R
+
+9
+00:00:51,180 --> 00:00:58,820
+وعند ال center half point charge مقدارها اتنين
+
+10
+00:00:58,820 --> 00:01:04,140
+Pico column وعندنا
+
+11
+00:01:04,140 --> 00:01:09,280
+ال radius كمان تبعها عشرة سنتين ال radius بيساوي
+
+12
+00:01:09,280 --> 00:01:15,900
+عشرة سنتين اول حاجة طالبنا ال surface density of
+
+13
+00:01:15,900 --> 00:01:19,830
+polarization اللي هو ال rawP ask اللي احنا بسميها
+
+14
+00:01:19,830 --> 00:01:24,650
+ال polarization ال surface polarization charges دي
+
+15
+00:01:24,650 --> 00:01:29,770
+احنا عرفناها بال polarization dot ar hat ar hat
+
+16
+00:01:29,770 --> 00:01:35,650
+اللي هو باتجاه العمودي على ال surface اتذكرين او
+
+17
+00:01:35,650 --> 00:01:39,030
+ar hat سمناه اتجاه العمودي على ال surface فهذه
+
+18
+00:01:39,030 --> 00:01:43,390
+سفيرة لا انهات من العمودي على ال surface ال ar hat
+
+19
+00:01:43,390 --> 00:01:45,570
+هو اللي بيكون عمودي على ال surface في السفيرة
+
+20
+00:01:46,600 --> 00:01:49,780
+بالضبط من وجود ال polarization ال polarization
+
+21
+00:01:49,780 --> 00:01:52,560
+احنا قلنا تتناسب طبيعي مع ال electric field في ال
+
+22
+00:01:52,560 --> 00:01:57,660
+linear media ومعاملة ال .. اذا انتم الذاكرين قلنا
+
+23
+00:01:57,660 --> 00:02:00,700
+ال polarization تتناسب مع ال electric field ال
+
+24
+00:02:00,700 --> 00:02:03,160
+electric field بيحس ال polarization لإنه بيعمل
+
+25
+00:02:03,160 --> 00:02:07,560
+dipole ودرسناها كل واحدة من المعاملة التفاصيلفلما
+
+26
+00:02:07,560 --> 00:02:10,740
+يصير أنها الـ double نقدر نحس ال polarization هو
+
+27
+00:02:10,740 --> 00:02:13,860
+الـ variable volume ولأن ان الـ double و ال
+
+28
+00:02:13,860 --> 00:02:16,860
+polarization و الetric field بينهم معانل التناسب
+
+29
+00:02:16,860 --> 00:02:23,160
+هو susceptibility و Epsilon نقطة طب احنا بدنا
+
+30
+00:02:23,160 --> 00:02:26,780
+معاناها كالetric field إذا عرفت الetric field بعرف
+
+31
+00:02:26,780 --> 00:02:29,140
+ال polarization وإذا عرفت ال polarization بعرف مين
+
+32
+00:02:29,140 --> 00:02:31,980
+اللي هو طلبها مني ال surface density و ال
+
+33
+00:02:31,980 --> 00:02:35,040
+polarization طب E بالنسبة ل point of charge يعني
+
+34
+00:02:35,040 --> 00:02:37,870
+هو كل عندناpoint of charge بس ال media بتاعتها
+
+35
+00:02:37,870 --> 00:02:40,650
+عارفين أن أبدلها عن ال epsilon node هي epsilon
+
+36
+00:02:40,650 --> 00:02:44,650
+بتاعة ال media هم عطيني mean epsilon r و epsilon
+
+37
+00:02:44,650 --> 00:02:49,370
+ايش بتساوي epsilon node في epsilon r قولنا epsilon
+
+38
+00:02:49,370 --> 00:02:51,870
+r ماعرها unit less لأن هي ال ratio بين ال epsilon
+
+39
+00:02:51,870 --> 00:02:55,490
+بتاعة ال media على epsilon node اذا E بتاعة ال
+
+40
+00:02:55,490 --> 00:02:58,590
+point of charge اللي عبارة عن Q بتاعة ال point of
+
+41
+00:02:58,590 --> 00:03:02,610
+charge على 4Y مش epsilon node ابسلون بتاعة ال
+
+42
+00:03:02,610 --> 00:03:05,310
+mediaاللي هي epsilon تعني من ايش؟ انا بسوأ epsilon
+
+43
+00:03:05,310 --> 00:03:14,010
+نُد في epsilon R في R تربيه R hat تمام؟ فدنيم E طب
+
+44
+00:03:14,010 --> 00:03:17,190
+بدنا نجيب ال polarization ال polarization مش هتكون
+
+45
+00:03:17,190 --> 00:03:22,110
+C في epsilon نُد حته مع الطرف اللي مع اللي تحت
+
+46
+00:03:22,110 --> 00:03:28,030
+هتكون على ال Q طبعا على 4 by epsilon R
+
+47
+00:03:47,300 --> 00:03:53,820
+عشان اشيب ال charge density سيكون
+
+48
+00:03:53,820 --> 00:03:58,460
+P.R hatهيظل عندى بس ال term جوانى اللى عبارة عن
+
+49
+00:03:58,460 --> 00:04:04,300
+epsilon ر minus واحد Q على four by epsilon R في R
+
+50
+00:04:04,300 --> 00:04:09,040
+ثانية و ال R hat راح اتمام ال R hat تمام يعنى ايه
+
+51
+00:04:09,040 --> 00:04:12,160
+السفصار اللى حد هنا طب الجزء التانى اشتعل من هنا
+
+52
+00:04:12,160 --> 00:04:16,280
+اتقيم ال force اللى على charge مقدرها minus اربعة
+
+53
+00:04:16,280 --> 00:04:22,140
+column اللى وينها على السفير اطل هنا على السفير
+
+54
+00:04:22,470 --> 00:04:26,630
+كمان point of charge مقدارها minus 4 بكورة أول
+
+55
+00:04:26,630 --> 00:04:29,090
+حاجة بتجيب ال electric field بعد ال force لأن ال
+
+56
+00:04:29,090 --> 00:04:32,650
+force اللي على هاي ال charge function تساوي Eq في
+
+57
+00:04:32,650 --> 00:04:38,890
+E اذا عرفت ال electric field اللي في ال media بعرف
+
+58
+00:04:38,890 --> 00:04:42,150
+ال force انها هتكون هنا Eq في E و ايه احنا حسبناها
+
+59
+00:04:42,150 --> 00:04:50,270
+مع بعضها ايه هتكون Eq هي minus 4 بيكور سميتها ك Eq
+
+60
+00:04:50,270 --> 00:05:00,240
+صغيرةالـ Q على 4Y ي نط في ي R في R تربية R هذا هو
+
+61
+00:05:00,240 --> 00:05:06,200
+قيمة الـ Force بدّوا
+
+62
+00:05:06,200 --> 00:05:10,220
+Force with which the planes of أضرر الـ Plate
+
+63
+00:05:10,220 --> 00:05:13,380
+Capacitor attract each other أضرر ال Plate
+
+64
+00:05:13,380 --> 00:05:19,720
+Capacitor يعني دي الـ Plane وهي كمان الان هدولة
+
+65
+00:05:19,720 --> 00:05:26,490
+Two Planesواحد منهم عالية شعش مجرة والثاني
+
+66
+00:05:26,490 --> 00:05:30,690
+عالية شعش ثالثة فأكيد في تجاذب بينهم فهو بده مقدار
+
+67
+00:05:30,690 --> 00:05:36,890
+تجاذب اللي بين هدولة two planes و plates also
+
+68
+00:05:36,890 --> 00:05:41,150
+determine the pressure on the surface of the plate
+
+69
+00:05:41,150 --> 00:05:44,250
+due to the field طبعا عشان نجيب ال force أول حاجة
+
+70
+00:05:44,250 --> 00:05:46,610
+نجيب ال electric field واخدته في ال electric field
+
+71
+00:05:46,610 --> 00:05:49,500
+عن طريق gauss lawانه بقدر بنكون مقيم فى ال
+
+72
+00:05:49,500 --> 00:05:52,000
+electric field اللى هو رايح من positive ل negative
+
+73
+00:05:52,000 --> 00:05:58,340
+بساوى raw S اللى هى surface charge intensity على
+
+74
+00:05:58,340 --> 00:06:02,300
+ال بلاد على اتنين ابسلون اللى هى ال medium بين ال
+
+75
+00:06:02,300 --> 00:06:05,640
+two blades فى a انهات و من a انهات اللى هو العمودي
+
+76
+00:06:05,640 --> 00:06:11,240
+على ال blades شقطوه من gauss law صحيح تذكرينه داخل
+
+77
+00:06:11,240 --> 00:06:15,630
+فى الامتحان gauss lawفلعنى E ايش بتساوي رو أس اللى
+
+78
+00:06:15,630 --> 00:06:17,770
+هى ال charge density على ال surface على اتنين
+
+79
+00:06:17,770 --> 00:06:21,270
+انصار معاهى unharmed هذا ال electric field طب
+
+80
+00:06:21,270 --> 00:06:27,050
+الفورس شو هتكون الفورس بتكون ال charge ال total
+
+81
+00:06:27,050 --> 00:06:29,790
+charge في 100 في ال electric field فانا عندى انا
+
+82
+00:06:29,790 --> 00:06:33,270
+plan و كمان plot واحد منهم بيأثر على التانى بالقوة
+
+83
+00:06:33,270 --> 00:06:36,150
+بس بدي أجيب ال total charge على ال plot اللى بيبدأ
+
+84
+00:06:36,150 --> 00:06:40,910
+تتأثر بالقوة في 100 في E فبال total charge بتساوي
+
+85
+00:06:40,910 --> 00:06:44,080
+رو أس في ال areaعلى افتراض ان ال area بتعطي
+
+86
+00:06:44,080 --> 00:06:48,180
+surface بتعطي S او A مش مهم ايش بتسميها ممكن
+
+87
+00:06:48,180 --> 00:06:52,880
+تقولها اسمها فكيوش هتكون Raw S في ال letter P اللي
+
+88
+00:06:52,880 --> 00:06:57,940
+انا سميتها S فمين
+
+89
+00:06:57,940 --> 00:07:04,120
+ال letter P اللي هو برعم Raw S على 2Y في A
+
+90
+00:07:07,360 --> 00:07:11,480
+لو احنا فرضه مثلا هو ال X axis عمودي عليها بيصير
+
+91
+00:07:11,480 --> 00:07:14,380
+An hat واضح علينا X hat عمودي عليها ال Y hat بيحط
+
+92
+00:07:14,380 --> 00:07:17,240
+ايه و ايه لكن لأنه احنا بناخدها بشكل عام بنسميه An
+
+93
+00:07:17,240 --> 00:07:20,660
+hat لكن لو كان مثلا قاللي انهم كانوا مرتبين بحيث
+
+94
+00:07:20,660 --> 00:07:23,900
+ان ال X axis كان عمودي على ال plates هيكون اتجاهه
+
+95
+00:07:23,900 --> 00:07:28,160
+An hat هو ربع عن Ax hat اذا مقدار القوة ايش بدو
+
+96
+00:07:28,160 --> 00:07:35,140
+يساوي رؤس تربيه في ال surface area على اتنين
+
+97
+00:07:35,140 --> 00:07:41,180
+epsilonهذه القوة أو مقدار القوة هو مش صالب بس
+
+98
+00:07:41,180 --> 00:07:43,760
+القوة هو طالب ال pressure ال pressure بتعريف هو
+
+99
+00:07:43,760 --> 00:07:48,580
+force per unit area بتعريف ال pressure لو نسميه
+
+100
+00:07:48,580 --> 00:07:54,160
+pressure يساوي force per unit area يعني هال area
+
+101
+00:07:54,160 --> 00:07:59,860
+مين؟ S إذا force على area إيش هتكون؟ رو أس تقريبا
+
+102
+00:07:59,860 --> 00:08:04,800
+على اتنين أبسلون هذه هي ال force طبعا ال epsilon
+
+103
+00:08:04,800 --> 00:08:07,360
+هي اللي بيقولنا ال permittivity بين ال two plates
+
+104
+00:08:07,790 --> 00:08:11,730
+وأبسلون اقدرتها بدلها لأبسلون نوت انها بساوي رو
+
+105
+00:08:11,730 --> 00:08:17,170
+أسطر بيه على اتنين أبسلون نوت في أبسلون R في أي
+
+106
+00:08:17,170 --> 00:08:21,830
+سبساح لحد هنا واضح دايما ال force و ال pressure
+
+107
+00:08:21,830 --> 00:08:24,910
+مربوطين في بعض ان ال pressure دايما force per unit
+
+108
+00:08:24,910 --> 00:08:29,270
+area السؤال
+
+109
+00:08:29,270 --> 00:08:32,850
+هذا برضه قريب من السؤال السابق انه عندي ميزان زى
+
+110
+00:08:32,850 --> 00:08:35,590
+ما انتوا شايفين أحد كافات الميزان هو عبارة عن إيش
+
+111
+00:08:35,590 --> 00:08:39,430
+capacitorto blades capacitor يعني بطريقة الماء
+
+112
+00:08:39,430 --> 00:08:46,370
+المعلق بالميزان هذه ال device بيسموها electrometer
+
+113
+00:08:46,370 --> 00:08:50,130
+it is basically برا ال blades capacitor كما انتوا
+
+114
+00:08:50,130 --> 00:08:53,430
+شايفين برا ال blades capacitor with graduated
+
+115
+00:08:53,430 --> 00:08:57,910
+blades being suspended from a balance arm so that
+
+116
+00:08:57,910 --> 00:09:01,050
+the force on it is measurable in terms of the
+
+117
+00:09:01,050 --> 00:09:04,650
+weight يعني هو معلق قدرش المهالكه و بيقدر نقيسها
+
+118
+00:09:04,650 --> 00:09:08,550
+بدلات الوزنيعني اعرف القوة اللي بين ال two plates
+
+119
+00:09:08,550 --> 00:09:16,650
+ايه دلالة الوزن اللي انا بحطه على كفة التانية if
+
+120
+00:09:16,650 --> 00:09:20,410
+S is the area of each plate shows that انه فرق
+
+121
+00:09:20,410 --> 00:09:24,870
+الجهد اللي حاططنا إياها V1 minus V2 بتساوي 2FD
+
+122
+00:09:24,870 --> 00:09:28,710
+تربيه على epsilon نقطة S تحت الجزر طب احنا عشان
+
+123
+00:09:28,710 --> 00:09:33,330
+نجيب اللي هي ال potential ايش لازمه ال potential
+
+124
+00:09:33,330 --> 00:09:35,970
+مربوط بيه بال electric fieldالـ potential ايش
+
+125
+00:09:35,970 --> 00:09:42,890
+بيساوي الـ electric field بيساوي V في D فح أو V
+
+126
+00:09:42,890 --> 00:09:47,570
+بتساوي E على D ومين هي D؟ اللي هي المسافة بين
+
+127
+00:09:47,570 --> 00:09:51,130
+الاتنين فأنا أول حاجة لازم مني أجيب هو ال electric
+
+128
+00:09:51,130 --> 00:09:54,550
+field عشان أقدر أجيب ال potential فهذا اللي هو M
+
+129
+00:09:54,550 --> 00:09:57,550
+أول حاجة من ال force و احنا حسبناها مع بعض ال
+
+130
+00:09:57,550 --> 00:10:01,990
+force فإيه المثال السادس؟ force بتساوي رؤس تربيع
+
+131
+00:10:01,990 --> 00:10:07,170
+في S على 2 E نوتوبالتالي بقدر أجيب أن هي رؤس وهي
+
+132
+00:10:07,170 --> 00:10:15,610
+الـA في الـP رؤس من Gauss law هي diverge A أو ال
+
+133
+00:10:15,610 --> 00:10:21,130
+clause Integra ل A ضد S بتساوي ال clause أكيد
+
+134
+00:10:21,130 --> 00:10:26,470
+خبتولها في Gauss law ماشي ال clause Integra ل A ضد
+
+135
+00:10:26,470 --> 00:10:31,130
+S بتساوي ال clause charged
+
+136
+00:10:33,690 --> 00:10:42,930
+رؤس في أس وهذه شحات صفة E في أس رؤس على أبسلون أه
+
+137
+00:10:42,930 --> 00:10:46,530
+الأس
+
+138
+00:10:46,530 --> 00:10:51,390
+بيدخل مع أس فهي رؤس بتساوي أبسلون E طبعا هو مش أيه
+
+139
+00:10:51,390 --> 00:10:53,750
+لأنه في أي مادية فهي مفترضة على ال space يعني أو
+
+140
+00:10:53,750 --> 00:10:57,470
+ممكن حاجة أنا ماقرتهاش كلها هي ال space موجودة في
+
+141
+00:10:57,470 --> 00:11:03,540
+ال space أبسلون نوتر فعين رؤس ساوي Eفى epsilon
+
+142
+00:11:03,540 --> 00:11:10,320
+note فهذا هو جاوسله اذا
+
+143
+00:11:10,320 --> 00:11:14,140
+الفرصة اللى حسبناها فى المثال السابق اللى هو رؤس
+
+144
+00:11:14,140 --> 00:11:18,600
+تدهي فى s على 2 epsilon note بتولنا قيمة رؤس من
+
+145
+00:11:18,600 --> 00:11:23,280
+رؤس بقدر اعرف مين ايه لأن ايه ايش بتساوي رؤس على
+
+146
+00:11:23,280 --> 00:11:27,280
+epsilon note او ايه ايش بتساوي vd على d اذا انا
+
+147
+00:11:27,280 --> 00:11:28,820
+عرفت vd اللى بدوياها
+
+148
+00:11:37,130 --> 00:11:45,430
+قلنا رؤس هتساوي epsilon note في E وE بتساوي VD على
+
+149
+00:11:45,430 --> 00:11:51,250
+D رؤس من المثال السابق يبقى .. يبقى .. يبقى عليها
+
+150
+00:11:51,250 --> 00:11:55,730
+تمرار عظم المثال السابق رؤس بتساوي جزر التنبيه ب2
+
+151
+00:11:55,730 --> 00:12:02,230
+epsilon note F على S هتساوي epsilon note VD على D
+
+152
+00:12:02,230 --> 00:12:07,260
+لو ربعت الطرفينفصلت او فيه D على طول هى الموضوع
+
+153
+00:12:07,260 --> 00:12:13,420
+اللى فاندي الساوى D على Epsilon Note جزر 2 Epsilon
+
+154
+00:12:13,420 --> 00:12:17,960
+Note F على S ودخلت هدولة جوا ال Integra وحتكون
+
+155
+00:12:17,960 --> 00:12:26,580
+اندي الجزر التربيه 2D تربيه F على S Epsilon Note
+
+156
+00:12:26,580 --> 00:12:32,580
+اللى هو مطلوب ال difference اللى بين الأولى
+
+157
+00:12:32,580 --> 00:12:33,240
+والتانى
+
+158
+00:12:39,040 --> 00:12:43,840
+دى جى ال continuity equation and relaxation time
+
+159
+00:12:43,840 --> 00:12:49,280
+ال continuity equation و ال relaxation time دى جى
+
+160
+00:12:49,280 --> 00:12:54,320
+من اللى هى التعريف دى اول حاجة ده ال current ال
+
+161
+00:12:54,320 --> 00:12:58,980
+charge current density surface current density جى
+
+162
+00:12:58,980 --> 00:13:02,600
+قولنا ان جى ايش بيساوي ال close integral لجى و
+
+163
+00:13:02,600 --> 00:13:05,620
+بيقاس بيساوي ال current لو انا حطى current out ايش
+
+164
+00:13:05,620 --> 00:13:08,280
+يعنيالكمية الـ charge اللى تطلع من الـ surface
+
+165
+00:13:08,280 --> 00:13:12,100
+وعطيها تجارب سالمة لو current in كمية ال current
+
+166
+00:13:12,100 --> 00:13:14,160
+اللى بتطلع من الـ surface وعطيها أشارة نموجمة
+
+167
+00:13:14,160 --> 00:13:18,080
+فالأمر دى ان احنا نتعرفنا ان نجرم ما احنا قاعدينه
+
+168
+00:13:18,080 --> 00:13:22,420
+هو current density يعني ال clause integral لجرم ال
+
+169
+00:13:22,420 --> 00:13:26,220
+DS فلعطينا طول التيارة فاحنا ناخد I out و قاعد
+
+170
+00:13:26,220 --> 00:13:29,500
+احنا مرضوا عارفين ان انا اقدر اكتر قيمة ال charge
+
+171
+00:13:29,500 --> 00:13:32,120
+اللى minus Q in by dt
+
+172
+00:13:36,710 --> 00:13:45,310
+عرفنا ان جيه ايش بتساوي di by ds اذا كرينا اذا I
+
+173
+00:13:45,310 --> 00:13:49,230
+out كما انتوا شايفين هي قبعا close surface
+
+174
+00:13:49,230 --> 00:13:55,550
+integral لجيه ال DS بربط يتساوي انها out minus dqn
+
+175
+00:13:55,550 --> 00:14:03,290
+by dt لقصة احنا اتناحنا هنا اللى هى ال divergence
+
+176
+00:14:03,290 --> 00:14:04,430
+theorem اللى بتقول
+
+177
+00:14:31,170 --> 00:14:37,830
+DVDVDVDVDVDVDVDV-D by Dt الـ QA مش بقدر أكتبها
+
+178
+00:14:37,830 --> 00:14:40,950
+برضه في دلالة Total Charge Density الـ Volume of
+
+179
+00:14:40,950 --> 00:14:46,330
+Charge Density Integral لRho V Db برضه Volume
+
+180
+00:14:46,330 --> 00:14:50,190
+Integral لو دخلت الـ Dt ماتأثرش على Volume
+
+181
+00:14:50,190 --> 00:14:53,570
+Integral بس بقدر أقولهم هي Minus Integral لD Rho
+
+182
+00:14:53,570 --> 00:14:58,890
+By Dt في Db مش هتفرق برا ولا جدا لذا لو قرمت
+
+183
+00:14:58,890 --> 00:15:04,700
+الطرفين بقدر أقولهم انه Divergentبتساوى ماينوس دي
+
+184
+00:15:04,700 --> 00:15:16,920
+رو و اي دي دي دي دي
+
+185
+00:15:16,920 --> 00:15:18,800
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+186
+00:15:18,800 --> 00:15:18,820
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+187
+00:15:18,820 --> 00:15:19,700
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+188
+00:15:19,700 --> 00:15:20,180
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+189
+00:15:20,180 --> 00:15:20,180
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+190
+00:15:20,180 --> 00:15:21,360
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+191
+00:15:32,040 --> 00:15:35,960
+بتساوي minus rho v by dt اللي هو برضه current هذه
+
+192
+00:15:35,960 --> 00:15:40,920
+ال current دي نسيت لإنه rho v ال charge بالريلد
+
+193
+00:15:40,920 --> 00:15:44,900
+volume فلو
+
+194
+00:15:44,900 --> 00:15:47,840
+قالنا إنه أنا في حالة ال steady state current يعني
+
+195
+00:15:47,840 --> 00:15:50,460
+أنا قداش كمية اللي داخل بيساوي اللي طالع يعني دي
+
+196
+00:15:50,460 --> 00:15:53,540
+rho v by dt مافيش طاير في ال charge اللي داخل
+
+197
+00:15:53,540 --> 00:15:56,440
+بيساوي اللي طالع قيمة ال charge ستبتعد عن d rho by
+
+198
+00:15:56,440 --> 00:16:00,440
+dt اش بتساوي zeroإذا معناها دايرجير بيساوي سفر هذا
+
+199
+00:16:00,440 --> 00:16:04,240
+بالتمام اللي هو Kirchhoff Current Law Kirchhoff
+
+200
+00:16:04,240 --> 00:16:07,540
+Current Law مش بيقولنا نازم يتساوي قيمة التيارات
+
+201
+00:16:07,540 --> 00:16:10,880
+اللي جوا بيساوي اللي طالع ده هو Kirchhoff Current
+
+202
+00:16:10,880 --> 00:16:18,800
+Law لو
+
+203
+00:16:18,800 --> 00:16:23,140
+احنا كان في عنا نقطة في قلب ال system تبعي في
+
+204
+00:16:23,140 --> 00:16:29,260
+أسواع conductor أو dielectricوها دي point charge
+
+205
+00:16:29,260 --> 00:16:33,380
+اللى حطيناها فى ال interior تبع ال media بتاعتى ام
+
+206
+00:16:33,380 --> 00:16:36,760
+سلوكش بيقول هو ال point form ل ام سلوك ماذا
+
+207
+00:16:36,760 --> 00:16:40,340
+ذاكرينه ان ال point forms ايش بتساوي J بتساوي
+
+208
+00:16:40,340 --> 00:16:44,960
+sigma E point
+
+209
+00:16:44,960 --> 00:16:50,020
+form ل ام سلوك انه J current density بتساوي sigma
+
+210
+00:16:50,020 --> 00:16:55,400
+E طبعا كمان عندنا من جاسلو نقدر نقول
+
+211
+00:17:03,140 --> 00:17:05,820
+هو حد diversh الطرفين اللي هو لا إيش هيكون
+
+212
+00:17:16,750 --> 00:17:19,270
+لو أخدنا ال media انها homogenous و linear ال
+
+213
+00:17:19,270 --> 00:17:21,390
+sigma بقدر تطلعها من ال divergence لأنها ماتعتمدش
+
+214
+00:17:21,390 --> 00:17:24,550
+على ال position يعني مش function في x و y و z فهي
+
+215
+00:17:24,550 --> 00:17:27,430
+ال homogenous فهو مقدر يطلعها برا لو تعتمد على x و
+
+216
+00:17:27,430 --> 00:17:30,270
+y و z فهو مقدر يطلعها برا ال divergence هاي حد سي
+
+217
+00:17:30,270 --> 00:17:35,250
+sigma divergence E بتساوي divergence J وهد إيش
+
+218
+00:17:35,250 --> 00:17:41,230
+بتساوي رو V على ي sigma رو V على ي بتساوي
+
+219
+00:17:41,230 --> 00:17:44,850
+divergence E و ال divergence E من ال continuity
+
+220
+00:17:44,850 --> 00:17:46,030
+equation إيش بتساوي
+
+221
+00:17:52,130 --> 00:17:56,730
+هذه المعادلة صوت ايش؟ معادلة من الـ differential
+
+222
+00:17:56,730 --> 00:18:00,730
+equation فيها ميان الـ charge density لو انا قعدت
+
+223
+00:18:00,730 --> 00:18:06,230
+ترتيبها هتكون دي رو في على رو في ايش بتساوي؟ سالب
+
+224
+00:18:06,230 --> 00:18:13,570
+سيجما على ايبسلون في دي تي هذه اللي نكون منها حاجة
+
+225
+00:18:13,570 --> 00:18:20,220
+نسميها relaxation pointلو انا كملت طرفين هتكون لان
+
+226
+00:18:20,220 --> 00:18:27,660
+رو في على رو في نوب تساوي ماينوس هنا على اشترون في
+
+227
+00:18:27,660 --> 00:18:35,580
+وبالتالي بقدر أجيل اللي هو رو في بتساوي
+
+228
+00:18:35,580 --> 00:18:42,220
+initial ات شارج لو
+
+229
+00:18:42,220 --> 00:18:44,180
+أخدنا ال exponential بتعطينا
+
+230
+00:19:01,180 --> 00:19:05,140
+السنة اللي لازم للـ charges احنا حطينا point of
+
+231
+00:19:05,140 --> 00:19:08,900
+charge فى قلب ال media وشوفنا ايش تأثير point of
+
+232
+00:19:08,900 --> 00:19:13,100
+charge فى قلب ال mediaبسيلها قعد التوزيع هذا هو
+
+233
+00:19:13,100 --> 00:19:16,980
+relaxation time الزمن اللي لازم لهي التشارج يسيلها
+
+234
+00:19:16,980 --> 00:19:20,100
+قعد التوزيع في قلب ال media انتشار في قلب ال media
+
+235
+00:19:20,100 --> 00:19:23,400
+تعريف
+
+236
+00:19:23,400 --> 00:19:27,540
+relaxation time احنا قولنا ان T بتساوي Tau ماذا
+
+237
+00:19:27,540 --> 00:19:31,440
+ذاكرين؟ زي اللي حكيت تشارج المكاسفات هذا القانون
+
+238
+00:19:31,440 --> 00:19:35,000
+peers law ده انا نفس الحاجة ان T بتساوي ال
+
+239
+00:19:35,000 --> 00:19:40,970
+relaxation timeهتقل raw v ل 37% من قيمة ال initial
+
+240
+00:19:40,970 --> 00:19:46,310
+value لأن eights و minus و أحد بال 37% ف36.10%
+
+241
+00:19:46,310 --> 00:19:50,330
+فإذا ال relaxation time هو الزمن اللي بتاخده ال
+
+242
+00:19:50,330 --> 00:19:55,390
+charge عشان يسيلها توزية في داخل ال material انها
+
+243
+00:19:55,390 --> 00:20:02,770
+تنزل لقيمة مقضاها 36% من ال initial valueكمان
+
+244
+00:20:02,770 --> 00:20:06,930
+بعتمد لإن انتوا ملاحظين بعتمد على sigma عكسيا يعني
+
+245
+00:20:06,930 --> 00:20:10,670
+إذا كبرت sigma وقت إيش تكبر sigma؟ ال conductors
+
+246
+00:20:10,670 --> 00:20:14,790
+إذا كبرت sigma إيش بيصي لتاو؟ بتقل يعني على السريع
+
+247
+00:20:14,790 --> 00:20:18,150
+لإن شعر في ال conductor لو قلت sigma ال
+
+248
+00:20:18,150 --> 00:20:21,590
+conductivity وين بتقل كتير؟في ال insulators في ال
+
+249
+00:20:21,590 --> 00:20:24,290
+dielectric بتقل سيجما اذا قلت سيجما ايش بيصير ال
+
+250
+00:20:24,290 --> 00:20:28,850
+accession time بتوقف بيكبر يعني ان ال charge في ال
+
+251
+00:20:28,850 --> 00:20:31,990
+dielectric بطيء في ال conductor سريع وهذا بتناسب
+
+252
+00:20:31,990 --> 00:20:37,070
+مع اللي احنا بنحكيه ال currents ال
+
+253
+00:20:37,070 --> 00:20:40,010
+time constant مثلا هم بيعطينا رسالة انه عندي good
+
+254
+00:20:40,010 --> 00:20:45,690
+conductor اللي هو الكبر له سيجما 5.8 في 10 قوة 7
+
+255
+00:20:45,690 --> 00:20:53,260
+كبيرة 10 قوة 7 اشي يعني 58 ميجاموس يعني عكس الـ
+
+256
+00:20:53,260 --> 00:21:01,320
+Ohms مو برمتر لأنها سيجما ابسلون ر ناخدها واحد
+
+257
+00:21:01,320 --> 00:21:05,780
+relative ابسلون اذا هتكون relaxation time ابسلون
+
+258
+00:21:05,780 --> 00:21:08,320
+هو عبارة عن ابسلون relative ابسلون نوت على سيجما
+
+259
+00:21:08,320 --> 00:21:13,200
+قال يفترض ان ابسلون ر واحد يعني هو مفترض انه ال
+
+260
+00:21:13,200 --> 00:21:20,300
+spaceفهيكون قيمة sigma 1.53 في 10قوة ناقص 17
+
+261
+00:21:20,300 --> 00:21:24,240
+second لكن اذا أخدنا fused quartz هذه مادة
+
+262
+00:21:24,240 --> 00:21:29,560
+insulator sigma بتاعتها 10قوة ناقص 17 موز بيرميتر
+
+263
+00:21:29,560 --> 00:21:32,980
+طبعا الإنسان قال إن هو ال fused quartz هي نوع من
+
+264
+00:21:32,980 --> 00:21:37,200
+أنواع المواد العازلة sigma له 10قوة ناقص 17 ما لها
+
+265
+00:21:37,200 --> 00:21:40,220
+sigma بتاعته صغيرة كتير لأن هو مانه insulator لل
+
+266
+00:21:40,220 --> 00:21:42,460
+quartz ولو أبسل من الأرض بتساوي خمسة
+
+267
+00:21:45,580 --> 00:21:49,400
+ما هى ممتاز فأسئل سمعار لل cover واحد يعنى بصراحة
+
+268
+00:21:49,400 --> 00:21:52,700
+يعنى هنا ال cover الناس يجب أن يقلوا 5.8×10⁷ و ال
+
+269
+00:21:52,700 --> 00:21:55,740
+relative permittivity هي واحد فبتطلع معنى
+
+270
+00:21:55,740 --> 00:21:59,140
+relaxation time في ال cover واحد تلاتة و خمسين مية
+
+271
+00:21:59,140 --> 00:22:03,020
+في عشر قط نقص اتاشر second يعني ع السريع بيكون صار
+
+272
+00:22:03,020 --> 00:22:05,340
+عادة توزية لل charge في قلب ال conductor اللى
+
+273
+00:22:05,340 --> 00:22:08,420
+حطفها ال conductor بتوزع و بتروح على ال services
+
+274
+00:22:09,600 --> 00:22:13,400
+لكن الكوارث اللي قلنا sigma L مقالها قليلة صغيرة
+
+275
+00:22:13,400 --> 00:22:18,380
+عشان قوة نقل 17 باللاحظ انه عشان التوزيع بتشارج 51
+
+276
+00:22:18,380 --> 00:22:24,540
+يوم بطيق جدا واضح؟
+
+277
+00:22:24,540 --> 00:22:28,840
+boundary conditions ايش هي ال boundary conditions؟
+
+278
+00:22:28,840 --> 00:22:31,920
+boundary conditions هي بتدرس انتقال الموجات احنا
+
+279
+00:22:31,920 --> 00:22:34,760
+كلنا الهدف من الكهرمانصية بعد ما تعرفنا كيف اقدر
+
+280
+00:22:34,760 --> 00:22:37,480
+احسب ال electric field في مقطة احسب magnetic field
+
+281
+00:22:37,480 --> 00:22:41,180
+في مقطة احسب الإن ال electric field ناتج من الشعج
+
+282
+00:22:41,180 --> 00:22:44,420
+من ال dye و لا ال potential و الأخرى أني أعرف لو
+
+283
+00:22:44,420 --> 00:22:47,640
+هذه الموجات اللي بتنتقل بتاعتي أسوأ electric field
+
+284
+00:22:47,640 --> 00:22:51,580
+و لا magnetic field بتنقل قدر ال media بتاعتي مش
+
+285
+00:22:51,580 --> 00:22:55,940
+هتظلها طول وقت في media واحدة أنا بقولها من مكان
+
+286
+00:22:55,940 --> 00:23:00,560
+لمكان هتمر في عدة medias احنا ببساطة بس هنشوف two
+
+287
+00:23:00,560 --> 00:23:02,900
+medias يعني مش هنشوف أكتر من media لكن هو ممكن
+
+288
+00:23:02,900 --> 00:23:08,260
+تتصادف عدة أنواع من ال mediaالموجة بحد ذاتها عند
+
+289
+00:23:08,260 --> 00:23:12,020
+ال boundary تحت ال media لازم مايتغيرش فيها إشي
+
+290
+00:23:12,020 --> 00:23:15,080
+لكن لما تدخل ال media تكون فيها ال media و هال
+
+291
+00:23:15,080 --> 00:23:17,700
+media هيكون فيه شوية اختلافات لكن عند ال boundary
+
+292
+00:23:17,700 --> 00:23:21,740
+انها continuous مش discrete في الموجة هي موجة يعني
+
+293
+00:23:21,740 --> 00:23:25,280
+زي ما انا اكون هناك اعلى و اطلعت انزلت تحت بصي ليش
+
+294
+00:23:25,280 --> 00:23:28,960
+discreteness عند ال boundary لازم اكون نفس الحاجة
+
+295
+00:23:28,960 --> 00:23:32,220
+نفس الموجة شوية في الخصائص بتتغير كنت اعلى شوية و
+
+296
+00:23:32,220 --> 00:23:37,210
+انزلت بالنسبالكم صرت اقصر فانفس الشيء للموجة إذا
+
+297
+00:23:37,210 --> 00:23:40,690
+كنت من media ل media حسيتها تغييرات لكن عند أطراف
+
+298
+00:23:40,690 --> 00:23:44,370
+عند ال boundary بالتمام هتكون نفس الموجة فاحنا
+
+299
+00:23:44,370 --> 00:23:47,390
+بنستغل هذه الحاجة بمعرفتنا بعض خصائص عند ال
+
+300
+00:23:47,390 --> 00:23:50,430
+boundary أنه إذا كنت عارفة خصائص الموجة في media
+
+301
+00:23:50,430 --> 00:23:53,430
+كيف أجيبها في ال media التانية فال boundary
+
+302
+00:23:53,430 --> 00:23:57,590
+condition هي إيش الشروط اللي عند ال boundary
+
+303
+00:23:57,590 --> 00:24:02,790
+between two media اللي لازم تتحقق عشان مايصيرش أي
+
+304
+00:24:02,790 --> 00:24:08,340
+خلل للموجة تعتبحنشوف ال boundary condition ما بين
+
+305
+00:24:08,340 --> 00:24:14,540
+dielectric و dielectric ايه اللي قيله epsilon ال
+
+306
+00:24:14,540 --> 00:24:20,000
+relative epsilon واحد والتاني epsilon قاع تانين ما
+
+307
+00:24:20,000 --> 00:24:22,820
+بين conductor و dielectric ما بين conductor و free
+
+308
+00:24:22,820 --> 00:24:25,700
+space free space طبعا حالة حاصة من ال dielectric
+
+309
+00:24:25,700 --> 00:24:30,090
+يعني إذا عرفنا التانية التالتة حالة حاصة منهاعشان
+
+310
+00:24:30,090 --> 00:24:32,750
+نعرف الـ boundary conditions احنا بنلجأ لمعكسويلز
+
+311
+00:24:32,750 --> 00:24:34,950
+equations يعني مش هنقدر نطول boundary condition
+
+312
+00:24:34,950 --> 00:24:38,190
+بدون معكسويلز equation ان ال two equations اللي هي
+
+313
+00:24:38,190 --> 00:24:41,730
+ال clause انتجرة ل E دول DL بتساوي zero هم ذاكرين
+
+314
+00:24:41,730 --> 00:24:45,850
+هذه ال conservative force و ال clause انتجرة ل D
+
+315
+00:24:45,850 --> 00:24:53,890
+دول DS بتساوي Q enclosed معايا؟ طيب كمان بدي اكتب
+
+316
+00:24:53,890 --> 00:24:57,350
+ال electric field ع شكل two componentsElectric
+
+317
+00:24:57,350 --> 00:25:01,930
+field تقوم بتحكي
+
+318
+00:25:01,930 --> 00:25:08,130
+طريقته E tangential plus E normal على ال interface
+
+319
+00:25:21,940 --> 00:25:24,440
+اللي هو ال surface بالتواري مشترك بين الجوال و
+
+320
+00:25:24,440 --> 00:25:27,740
+الطاولة هذا ال interface هذا ال boundary condition
+
+321
+00:25:27,740 --> 00:25:32,000
+واضح عنده
+
+322
+00:25:32,000 --> 00:25:34,800
+هيكون عندى two components للelectric field واحدة
+
+323
+00:25:34,800 --> 00:25:38,300
+tangential لهذا ال surface واحدة عملية على هذا ال
+
+324
+00:25:38,300 --> 00:25:43,920
+surface نبدأ
+
+325
+00:25:43,920 --> 00:25:47,520
+بال dielectric dielectric boundary condition زى ما
+
+326
+00:25:47,520 --> 00:25:50,280
+انتوا شايفين هي عندى two media زى الجوال و الطاولة
+
+327
+00:25:50,280 --> 00:25:55,030
+اتنين dielectricهذه الـ surface الأول وهذه الـ
+
+328
+00:25:55,030 --> 00:26:00,750
+surface التاني وهذه الـ
+
+329
+00:26:00,750 --> 00:26:03,890
+media الأولى وهذه ال media التانية وهذه ال media
+
+330
+00:26:03,890 --> 00:26:05,650
+التانية وهذه ال media التانية وهذه ال media
+
+331
+00:26:05,650 --> 00:26:08,730
+التانية وهذه ال media التانية وهذه ال media
+
+332
+00:26:08,730 --> 00:26:10,970
+التانية وهذه ال media التانية وهذه ال media
+
+333
+00:26:10,970 --> 00:26:12,530
+التانية وهذه ال media التانية وهذه ال media
+
+334
+00:26:12,530 --> 00:26:12,890
+التانية وهذه ال media التانية وهذه ال media
+
+335
+00:26:12,890 --> 00:26:12,890
+التانية وهذه ال media التانية وهذه ال media
+
+336
+00:26:12,890 --> 00:26:13,170
+التانية وهذه ال media التانية وهذه ال media
+
+337
+00:26:13,170 --> 00:26:14,570
+التانية وهذه ال media التانية وهذه ال media
+
+338
+00:26:14,570 --> 00:26:14,710
+التانية وهذه ال media التانية وهذه ال media
+
+339
+00:26:14,710 --> 00:26:14,710
+التانية وهذه ال media التانية وهذه ال media
+
+340
+00:26:14,710 --> 00:26:14,710
+التانية وهذه ال media التانية وهذه ال media
+
+341
+00:26:14,710 --> 00:26:14,710
+التانية وهذه ال media التانية وهذه ال media
+
+342
+00:26:14,710 --> 00:26:15,790
+التانية وهذه ال media التانية وهذه ال media
+
+343
+00:26:15,790 --> 00:26:22,440
+التانية وهذه ال media التمتوازي أطلع زي الجوال إيش
+
+344
+00:26:22,440 --> 00:26:28,600
+هيكون مستطيل لكن بشوفه أنا إيش كخط لو بطلع عليه
+
+345
+00:26:28,600 --> 00:26:32,000
+فهذه السرعة بتاعتنا انبعين كإنه خط بس هو في الواقع
+
+346
+00:26:32,000 --> 00:26:37,440
+عندي service بين ال two media عشان أعرف إيش بيصير
+
+347
+00:26:37,440 --> 00:26:41,220
+عند ال boundary تقسمنا ال electric field الأول هي
+
+348
+00:26:41,220 --> 00:26:47,670
+E1 وهي E2E1 لتنجنتشال component و normal component
+
+349
+00:26:47,670 --> 00:26:52,450
+و E2 نفس القضية لتنجنتشال component لل interface و
+
+350
+00:26:52,450 --> 00:26:55,890
+واحدة عمودية على ال interface إذا E2 هي عندي ال E
+
+351
+00:26:55,890 --> 00:27:00,890
+normal و E tangential E1 هي عندي E tangential و E
+
+352
+00:27:00,890 --> 00:27:03,330
+normal هستخدم
+
+353
+00:27:05,470 --> 00:27:07,650
+اللي هو Maxwell's equation بتقول ال clause
+
+354
+00:27:07,650 --> 00:27:12,530
+integral ل E dot DL بتساوي 0 فهختار boss هذا boss
+
+355
+00:27:12,530 --> 00:27:15,870
+يعني ال clause integral او ال line integral هذي
+
+356
+00:27:15,870 --> 00:27:22,030
+بتقوللي انه اي line لو أخدته clause لل FQ بتساوي 0
+
+357
+00:27:22,030 --> 00:27:28,990
+هاي ال line بدنا ناخدها هاي ال line integral هاخد
+
+358
+00:27:28,990 --> 00:27:32,070
+هذا ال line او ال boss ال imaginary boss اللي
+
+359
+00:27:32,070 --> 00:27:36,110
+هيكون بالنسبالي هاخد عليه ال integrationو هكامل
+
+360
+00:27:36,110 --> 00:27:39,750
+على كل واحدة من هدولة هنا هاي جزئية اللى كتر كثير
+
+361
+00:27:39,750 --> 00:27:45,510
+منها يكون E tangential واحد E normal واحد هنا E
+
+362
+00:27:45,510 --> 00:27:50,530
+normal تنين هنا مين E tangential تنين E normal
+
+363
+00:27:50,530 --> 00:27:56,910
+تنين E normal واحد E tangential واحد باضح؟ إذا
+
+364
+00:27:56,910 --> 00:28:00,650
+نكون جزئية من هدول الأجزاء هكاملها بالمشيقين هيكون
+
+365
+00:28:00,650 --> 00:28:06,330
+عندي E واحد tangentialE1تانجانشر هي احد ال goods
+
+366
+00:28:06,330 --> 00:28:14,210
+تبعه Delta W للباس والارتفاع لو احده Delta H اذا
+
+367
+00:28:14,210 --> 00:28:19,870
+نقطعه Delta H ويلعب Delta ضهرنا فعندي من اللي هو
+
+368
+00:28:19,870 --> 00:28:23,830
+في ال media الأولى من A لB هيكون E1tanjanchar
+
+369
+00:28:23,830 --> 00:28:32,130
+Delta W لاتجاه minus E1norm Delta H لأن E1 Norm
+
+370
+00:28:32,130 --> 00:28:40,620
+اتجاه وين لأعلىE1norm ΔH على 2 نفس القضية النورم
+
+371
+00:28:40,620 --> 00:28:44,480
+هنا عكسه يعني نورم اتجاه H هنا عكسه هيكون minus
+
+372
+00:28:44,480 --> 00:28:52,300
+E2N ΔH على 2 بعدين التنجينتشارت برضه عكس اتجاهه
+
+373
+00:28:52,300 --> 00:28:58,160
+هيكون minus E2 تنجينتشارت ΔW هنا اتجاه النورم تبع
+
+374
+00:28:58,160 --> 00:29:02,730
+الويد التاني نفس اتجاهه هيكون plusE2 نور مضبوط على
+
+375
+00:29:02,730 --> 00:29:11,970
+2 plus E1 نور مضبوط على 2 إذا طلعنا نلاحظ أن E1
+
+376
+00:29:11,970 --> 00:29:19,410
+نور مضبوط على 2 هنا مرة سالفة و هنا اتنين جبهة E2ن
+
+377
+00:29:19,410 --> 00:29:22,090
+ال نور وال component هنا سالفة و هنا اتنين جبهة
+
+378
+00:29:22,090 --> 00:29:26,850
+لما عندي ال tangential component فإيش سواء عندي E1
+
+379
+00:29:26,850 --> 00:29:30,480
+tangential بيتساوى E2 tangentialماذا نستطيع أن
+
+380
+00:29:30,480 --> 00:29:33,820
+نقول؟ ان عند الـ boundary الـ tangential component
+
+381
+00:29:33,820 --> 00:29:37,980
+للـelectric field مالها continuous لأنه لازم تكون
+
+382
+00:29:37,980 --> 00:29:41,580
+E1 tangential بتساوي E2 tangential إذا ال
+
+383
+00:29:41,580 --> 00:29:45,380
+tangential component للelectric field متساوية عند
+
+384
+00:29:45,380 --> 00:29:50,500
+ال boundary إذا ال tangential components undergoes
+
+385
+00:29:50,500 --> 00:29:53,300
+no changes on the boundary and it's said to be
+
+386
+00:29:53,300 --> 00:29:54,880
+continuous across the boundary
+
+387
+00:30:04,760 --> 00:30:11,240
+دي تنجنتشال زي دي normal دي ايش بتساويD1 على
+
+388
+00:30:11,240 --> 00:30:14,600
+Epsilon 1 D1 tangential على Epsilon 1 tangential
+
+389
+00:30:14,600 --> 00:30:18,300
+على Epsilon 1 ايش بيساوي E1 tangential وعنا E1
+
+390
+00:30:18,300 --> 00:30:21,840
+tangential بيساوي E2 tangential ليش هتساوي E2
+
+391
+00:30:21,840 --> 00:30:26,300
+tangential D2 tangential على Epsilon 2 لو طلعت على
+
+392
+00:30:26,300 --> 00:30:29,220
+المعادلة بتاعة D بلاحظ ان D1 tangential على
+
+393
+00:30:29,220 --> 00:30:32,520
+Epsilon 1 بيساوي D2 tangential على Epsilon 2 اذا
+
+394
+00:30:32,520 --> 00:30:35,800
+ما لها D tangential مش continuousلو انها
+
+395
+00:30:35,800 --> 00:30:38,340
+continuous هتكون دي واحد tangential بتساوي دي
+
+396
+00:30:38,340 --> 00:30:40,960
+تانين tangential، لكن الألاقة ايش بتقولليك؟ دي
+
+397
+00:30:40,960 --> 00:30:44,480
+واحد tangential على epsilon واحد بتساوي دي تانين
+
+398
+00:30:44,480 --> 00:30:47,460
+tangential على epsilon التانين، اسم معناها الـD
+
+399
+00:30:47,460 --> 00:30:53,880
+across ال boundaries بتتعرض لتغيراتمش continuous
+
+400
+00:30:53,880 --> 00:30:56,500
+لو قال إن دي واحد tangential بتساوي دي تانين
+
+401
+00:30:56,500 --> 00:30:59,780
+tangential بقول إن برضه دي continuous لكن لأن دي و
+
+402
+00:30:59,780 --> 00:31:03,700
+T و E اللي هم علاقة بعض عن طريق ال epsilon وطلع إن
+
+403
+00:31:03,700 --> 00:31:06,980
+E واحد tangential بتساوي E تانين tangential بوصل
+
+404
+00:31:06,980 --> 00:31:09,360
+إن دي واحد tangential و دي تانين tangential
+
+405
+00:31:09,360 --> 00:31:14,640
+بتعرضوا لبعض التغيرات لل interface وبالتالي دي T
+
+406
+00:31:14,640 --> 00:31:18,860
+ما لها discontinuous across the interface دي واحد
+
+407
+00:31:18,860 --> 00:31:22,240
+tangential بتساوي epsilon واحد أبسلونين تانينبـ D
+
+408
+00:31:22,240 --> 00:31:24,320
+تناير الـ Dungeon Shell إذا أنا عند الـ interface
+
+409
+00:31:24,320 --> 00:31:31,960
+الـ D منها مش ممكن يوصل الـ
+
+410
+00:31:31,960 --> 00:31:38,000
+Boundary Condition التاني بنا بنا نستخدم المعادلة
+
+411
+00:31:38,000 --> 00:31:40,840
+التانية اللي هي ال clause integral ل D dot DS بسوء
+
+412
+00:31:40,840 --> 00:31:44,240
+Q and clause مين هيتستخدم؟ هيتستخدم اللي هم بيسموه
+
+413
+00:31:44,240 --> 00:31:48,300
+bull box بتعرفوا شو هو ال bull box؟ اللي هو صندوق
+
+414
+00:31:48,300 --> 00:31:50,120
+حربة الدواء ال bull box
+
+415
+00:31:55,980 --> 00:32:01,160
+طبعا أول حاجة عندي T1 و T2 لان انا cross ال T ل D
+
+416
+00:32:01,160 --> 00:32:04,860
+ل DS باخد tangential component من normal component
+
+417
+00:32:04,860 --> 00:32:09,660
+tangential component من normal component ل D ل 2
+
+418
+00:32:09,660 --> 00:32:13,560
+ببدأ اعمل ال integration على ال surface
+
+419
+00:32:19,170 --> 00:32:21,950
+اللي هي جزء الـ charge اللي enclosed في أندف الـ
+
+420
+00:32:21,950 --> 00:32:28,470
+surface قشبت يساوي ρو أس في دنت أس تمانش بساوي هذا
+
+421
+00:32:28,470 --> 00:32:33,790
+من الـ closed integral دي واحد نور في دنت دي أس
+
+422
+00:32:33,790 --> 00:32:38,230
+minus دي أنتنين نور في دي أس واللي على ال surface
+
+423
+00:32:38,230 --> 00:32:40,590
+الموازي هيكون بساوة صفر لأن ال product الـ dot
+
+424
+00:32:40,590 --> 00:32:45,530
+هيكون بساوة صفر دي فقط اللي معدت نورها على ال
+
+425
+00:32:45,530 --> 00:32:48,590
+surface هي اللي حدثهم بساوة صفر والباقي هيروح أس
+
+426
+00:32:49,430 --> 00:32:56,030
+هيظل عندي DN1-DN2 بتساوي رؤس إذا كانت رؤس بتساوي
+
+427
+00:32:56,030 --> 00:32:59,950
+Zero إذا كانت رؤس ال surface charge density بتساوي
+
+428
+00:32:59,950 --> 00:33:04,740
+Zeroساعتها بقدر اقول انه ال norm component دي ربع
+
+429
+00:33:04,740 --> 00:33:07,240
+جوه احنا حسيتنا غير ال tangential component ال
+
+430
+00:33:07,240 --> 00:33:11,740
+normal component ل D بتكون continuous اذا أبسلون
+
+431
+00:33:11,740 --> 00:33:15,960
+لا تسوى zero بتكونش continuous بيكون الفرق بين ال
+
+432
+00:33:15,960 --> 00:33:23,090
+D norm عند ال interface بتسوى raw Sلو كان طرق
+
+433
+00:33:23,090 --> 00:33:28,250
+أسئولنا بيساوي 0 هيكون D1 norm بيساوي D2 norm وD1
+
+434
+00:33:28,250 --> 00:33:33,030
+norm مش بيساوي Epsilon 1 E1 norm بيساوي Epsilon 2
+
+435
+00:33:33,030 --> 00:33:38,550
+E2 norm إذا عرفنا E tangential لل media E1
+
+436
+00:33:38,550 --> 00:33:44,930
+tangential وE1 norm وعرفنا E2 tangential وE2 norm
+
+437
+00:33:44,930 --> 00:33:47,650
+إيش عرفت؟ عرفت ال total electric field في ال media
+
+438
+00:33:47,650 --> 00:33:48,110
+الأولى
+
+439
+00:33:53,300 --> 00:33:57,720
+من ال two equations من ال clause integral لE ضد EL
+
+440
+00:33:57,720 --> 00:34:01,480
+ومن ال equation ال clause integral لD ضد DS واسمها
+
+441
+00:34:01,480 --> 00:34:07,640
+Q in clause اقدرت احسب ان ال total electric field
+
+442
+00:34:07,640 --> 00:34:09,640
+اسوا ال tangential components او ال normal
+
+443
+00:34:09,640 --> 00:34:14,600
+componentsطبعا لو عملنا ال surface اللى هى على طول
+
+444
+00:34:14,600 --> 00:34:18,020
+ال delta H لو أخدت اللى هو ال surface تبع السليندة
+
+445
+00:34:18,020 --> 00:34:21,060
+فانا هيكون فيه عندى اللى هى ال tangential
+
+446
+00:34:21,060 --> 00:34:24,060
+component فى ال surface هناو لا تنجش ال component
+
+447
+00:34:24,060 --> 00:34:27,140
+في delta H على 2 يعني اللي هي مساحة القاعدة في
+
+448
+00:34:27,140 --> 00:34:30,360
+الارتفاع ال surface سريه هتكون محيط القاعدة في
+
+449
+00:34:30,360 --> 00:34:33,980
+الارتفاع نفس الأضياء في هذه جزئية مساحة القاعدة في
+
+450
+00:34:33,980 --> 00:34:37,420
+الارتفاع هيروحوا ل 0 لإن في النهاية دلتا H تكون
+
+451
+00:34:37,420 --> 00:34:41,280
+ساوة تمام 0 عشان أكون بال time ended interface
+
+452
+00:34:41,280 --> 00:34:49,300
+فبظل عندي فقط D1 N minus D2 N بتثوره أصل هي جاية
+
+453
+00:34:49,300 --> 00:34:56,640
+من ال surfaceالدائرة اللى فوق والدائرة اللى تحت ان
+
+454
+00:34:56,640 --> 00:34:59,840
+ال surface هيكون الدائرة اللى فوق وال surface area
+
+455
+00:34:59,840 --> 00:35:04,480
+الجانبية بتاعة السيلندر والدائرة اللى تحت بس كل
+
+456
+00:35:04,480 --> 00:35:09,840
+اللى هيطلع من الدائرة .. من ال surface مساحة
+
+457
+00:35:09,840 --> 00:35:13,240
+الجانبية للسيلندر هيروح لصفر انه في النهاية بدل
+
+458
+00:35:13,240 --> 00:35:17,160
+ذات تقشط روح لل zero فقط عندي فقط اللى هو ال
+
+459
+00:35:17,160 --> 00:35:18,100
+normal component
+
+460
+00:35:38,040 --> 00:35:41,840
+نفس الشيء في الدائرة اللى تحت اللى هيتقب ضقة اللى
+
+461
+00:35:41,840 --> 00:35:47,980
+هو ال normal component لل Dهي D.Norm وفي الحادة
+
+462
+00:35:47,980 --> 00:35:53,820
+تجارب التنجينتشال ستكون Zero وهكذا نتفق أن D1
+
+463
+00:35:53,820 --> 00:35:56,500
+Normal minus D2 Normal تنقل نقل نقل نقل نقل نقل
+
+464
+00:35:56,500 --> 00:35:56,960
+نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل
+
+465
+00:35:56,960 --> 00:36:00,760
+نقل نقل نقل نقل
+
+466
+00:36:00,760 --> 00:36:02,200
+نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل
+
+467
+00:36:02,200 --> 00:36:10,780
+نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل
+
+468
+00:36:10,780 --> 00:36:12,060
+نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل نقل
+
+469
+00:36:12,060 --> 00:36:17,190
+نقل نقل نقل نقالمساحة الجانبية لكن المساحة
+
+470
+00:36:17,190 --> 00:36:19,690
+الجانبية في النهاية هخليها 0 لإن هخلي delta H
+
+471
+00:36:19,690 --> 00:36:24,930
+بتروح ل 0 تمام؟ اذا احنا استنتجنا انه ال
+
+472
+00:36:24,930 --> 00:36:28,190
+tangential component لل electric field متساوي عند
+
+473
+00:36:28,190 --> 00:36:32,450
+ال interface ال tangential component لل D
+
+474
+00:36:32,450 --> 00:36:36,660
+discontinuous عند ال interfaceالـ Normal component
+
+475
+00:36:36,660 --> 00:36:40,960
+للـ D بتكون continuous فقط إذا كانت الرؤاس بتساوي
+
+476
+00:36:40,960 --> 00:36:46,140
+0 و ساعتها بقدر أحسب ال tangential component لل
+
+477
+00:36:46,140 --> 00:36:47,480
+electric field
+
+478
+00:37:07,450 --> 00:37:11,330
+للقاء القادم ان شاء الله هناخد بعض الأمثلة على ال
+
+479
+00:37:11,330 --> 00:37:14,370
+interface between two dialectic اللي هو خلصت
+
+480
+00:37:14,370 --> 00:37:17,790
+أشرحها اليوم هناخد أمثلة تثه لو أنا كنت عارفة بعض
+
+481
+00:37:17,790 --> 00:37:20,830
+قصاص بتركيب في أحد ال facets أو في أحد ال media
+
+482
+00:37:20,830 --> 00:37:23,110
+كيف أجيبه في ال media التانية
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/R4EBPdgiKoM.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/R4EBPdgiKoM.srt
new file mode 100644
index 0000000000000000000000000000000000000000..9119eefdf8a750302d49b2184e8b2188a7412d7a
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/R4EBPdgiKoM.srt
@@ -0,0 +1,1660 @@
+1
+00:00:21,310 --> 00:00:23,630
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله و
+
+2
+00:00:23,630 --> 00:00:27,810
+بركاته احنا إن شاء الله المحاضرة هي هنتبع ال
+
+3
+00:00:27,810 --> 00:00:30,750
+differential elements اللي بدأناها قبل العيد احنا
+
+4
+00:00:30,750 --> 00:00:33,050
+حكيناها ك division و cylindrical coordinate شفنا
+
+5
+00:00:33,050 --> 00:00:37,310
+ال dl وشفنا ال ds و ال dv ووصلنا إن ال dl و ال
+
+6
+00:00:37,310 --> 00:00:41,570
+ds vectors و ال dv مالها scalar  ظل علينا اللي هو
+
+7
+00:00:41,570 --> 00:00:44,290
+cylindrical coordinate فال cylindrical coordinate
+
+8
+00:00:44,290 --> 00:00:49,710
+ال element بيكون زي هيك بهذا الشكل القطع اللي زي ما
+
+9
+00:00:49,710 --> 00:00:59,040
+أمامنا هيكون عندنا three different points هيتجاوب 
+10
+00:00:59,040 --> 00:01:03,380
+الـ r spherical coordinates أنا لما أنتقل من shell لو 
+
+11
+00:01:03,380 --> 00:01:06,280
+أنا تخيلت كل space تبعي spheres تخيلنا كل
+
+12
+00:01:06,280 --> 00:01:09,020
+cylinder تخيلنا كل space كل cylinders تخيلنا
+
+13
+00:01:09,020 --> 00:01:13,140
+spheres لما أنتقل من shell ل shell أنا من r ل r 
+
+14
+00:01:13,140 --> 00:01:18,710
+ثانية الانتقال هذا بعطيني dr كمان إن لما أنتقل من
+
+15
+00:01:18,710 --> 00:01:22,650
+θ ل θ هيكون في عندي تغير في θ هيكون في
+
+16
+00:01:22,650 --> 00:01:27,590
+عندي dθ كمان في ال dφ لما أنتقل من
+
+17
+00:01:27,590 --> 00:01:30,830
+الزاوية عندي φ معينة ل φ ثانية هيكون في عندي
+
+18
+00:01:30,830 --> 00:01:34,070
+dφ بتولد عن هيك هذا ال element اللي قدامنا
+
+19
+00:01:34,070 --> 00:01:39,890
+التغير في φ و التغير في θ و التغير في r فهيكون
+
+20
+00:01:39,890 --> 00:01:46,730
+عندي في طول زي هذا الطول من هنا لهنا هذا الطول هو 
+
+21
+00:01:46,730 --> 00:01:50,290
+ببساطة انتقال من shell ل shell يعني هيكون ايش طوله؟ dr 
+
+22
+00:01:50,290 --> 00:01:55,870
+هذا الطول هو مقابل لمين؟ لـ dθ هذا لما انتقلت من
+
+23
+00:01:55,870 --> 00:02:00,190
+θ معينة ل θ ثانية من θ1 ل θ2 فصار
+
+24
+00:02:00,190 --> 00:02:04,190
+عندي dθ القسم المقابل لأي زاوية ايش بيكون؟ الطول
+
+25
+00:02:04,190 --> 00:02:08,750
+النصف القطر في الزاوية نصف القطر عندنا ايش بيمثل؟
+
+26
+00:02:08,750 --> 00:02:13,150
+r في dθ فإذا هذا ال links ايش هيكون؟ r dθ 
+
+27
+00:02:13,670 --> 00:02:17,070
+ال links dimension اللي هو ال links اللي في هذا الاتجاه
+
+28
+00:02:17,070 --> 00:02:22,490
+هذا الاتجاه مش بيساوي هو لو أنا طلعت على إسقاطه
+
+29
+00:02:22,490 --> 00:02:27,190
+هيكون هذا إسقاطه طول نصف القطر من قبل لهذا القوس ده 
+
+30
+00:02:27,190 --> 00:02:31,050
+قوس لزاوية المقابلة إليه زاوية المقابلة إليه d
+
+31
+00:02:31,050 --> 00:02:34,630
+φ أنا كنت عند φ معينة و أنتقلت ل φ ثانية بس
+
+32
+00:02:34,630 --> 00:02:37,810
+هذا الإسقاط هو عبارة عن مين إذا طلعت نصف القطر r 
+
+33
+00:02:37,810 --> 00:02:42,170
+بعمله إسقاطين واحد على اتجاه ال z واحد على اتجاه 
+
+34
+00:02:42,170 --> 00:02:47,880
+ال xy الاتجاه ال z هو r sinθ اللي في اتجاه ال xy 
+
+35
+00:02:47,880 --> 00:02:53,340
+z في ال plan يعني xy z هيكون r sin θ فهذا
+
+36
+00:02:53,340 --> 00:02:57,180
+هيكون طوله r sin θ و هذه هتكون عبارة عن r 
+
+37
+00:02:57,180 --> 00:03:01,520
+sin θ dφ r sin θ dφ إذا عندي أنا 
+
+38
+00:03:01,520 --> 00:03:05,700
+ال three element changes أو يعني links of changes 
+
+39
+00:03:05,700 --> 00:03:15,200
+بيدي أو dr أو r dθ أو r sin θ dφ فإذا 
+
+40
+00:03:15,200 --> 00:03:17,760
+ال differential displacement ال dl اللي هي vector
+
+41
+00:03:17,760 --> 00:03:22,040
+هيكون عندي اتجاه ال r اللي هو زي ما شفناه قبل هذا
+
+42
+00:03:22,040 --> 00:03:29,740
+هو اتجاه ال r عند dr r hat اتجاه ال r هاي r hat 
+
+43
+00:03:29,740 --> 00:03:35,440
+هاي r واحد r ثاني هاي dr واتجاهها اتجاه ال r hat
+
+44
+00:03:35,440 --> 00:03:39,020
+اللي هو اتجاه الكتر فانا هناك عند ال element هذا
+
+45
+00:03:39,020 --> 00:03:43,420
+اللي هو عبارة عن مين r dθ واتجاهه اتجاه اللي
+
+46
+00:03:43,420 --> 00:03:49,150
+وسطه θ hat ال element الأخير هو هذا ال element هذا
+
+47
+00:03:49,150 --> 00:03:53,530
+الاسقاط و هذا عبارة عن r sin θ dθ في ال
+
+48
+00:03:53,530 --> 00:04:03,510
+defined اتجاهه و اتجاه ال φ  فاتي  باضي نجي 
+
+49
+00:04:03,510 --> 00:04:07,410
+ل surfaces ال surfaces طبعا طبعا بتحيطها كل يعني 
+
+50
+00:04:07,410 --> 00:04:09,290
+كل واحد من هدول هعتبره surface
+
+51
+00:04:15,100 --> 00:04:19,220
+هذه ال surface و كمان ال surface اللي فوق كل واحد
+
+52
+00:04:19,220 --> 00:04:23,400
+من هدول ال surfaces له قيمة و له اتجاه إذا كده 
+
+53
+00:04:23,400 --> 00:04:28,280
+قلنا ال links دي ال مع long vector و ال surfaces 
+
+54
+00:04:28,280 --> 00:04:32,620
+vector الاتجاه ده بقى عمودي على ال surface و برا
+
+55
+00:04:32,620 --> 00:04:34,640
+ال volume يعني لو أنا ال surface تبع المحيط في
+
+56
+00:04:34,640 --> 00:04:38,740
+الطبق هيكون ال norm اللي طالع من الطبق هو اتجاه ال
+
+57
+00:04:38,740 --> 00:04:42,000
+surface فكل واحد من هدول ال surfaces طب احنا عارفين 
+
+58
+00:04:42,000 --> 00:04:44,680
+نقوم كل واحدة من هدول الحالات يعني مثلا لو أخدت
+
+59
+00:04:44,680 --> 00:04:47,840
+هذا ال surface ها surface هبقى بيقولنا ايش بيساوي
+
+60
+00:04:47,840 --> 00:04:52,720
+dm وهيبقى بيقولنا ايش بيبقى بيساوي rdθ فإذا 
+
+61
+00:04:52,720 --> 00:04:58,220
+المساحة دي ايش هتكون rdθ في r هتكون r تربيع dθ
+
+62
+00:04:58,220 --> 00:05:01,540
+وايش الاتجاه هون بيكون إذا هذا هو الاتجاه r
+
+63
+00:05:01,540 --> 00:05:06,380
+و هذا الاتجاه هو ال θ فاتجاه العمودي عليه هيكون مين
+
+64
+00:05:06,380 --> 00:05:10,690
+هو φ hat هذا ال surface هيكون ال norm طبعا هو في
+
+65
+00:05:10,690 --> 00:05:14,930
+اتجاه ال φ hat نقول هيك طالب ال φ hat موزر هذا في
+
+66
+00:05:14,930 --> 00:05:20,970
+اتجاه ال φ hat أنا 
+
+67
+00:05:20,970 --> 00:05:28,750
+باقي اللي هو r dθ و dr هذا اللي هو في تجاه ال
+
+68
+00:05:28,750 --> 00:05:32,590
+θ و هذا في تجاه ال r فاللي عمودي عليها هيكون
+
+69
+00:05:32,590 --> 00:05:36,590
+مين اللي هو ال φ hat نيجي لل surface الثاني مثلا
+
+70
+00:05:38,630 --> 00:05:42,790
+عندها أنا أخذ ال surface من هنا هذا ال surface 
+
+71
+00:05:42,790 --> 00:05:49,650
+هتطلع هنا rdθ و هتطلع هنا يبقى عبارة عن r sin θ dφ 
+
+72
+00:05:49,650 --> 00:05:53,250
+فعندي التغيرات أو الاتجاه العطي اتجاه ال θ و
+
+73
+00:05:53,250 --> 00:05:57,350
+اتجاه ال φ  أو الاتجاه العطي φ بيكون هذا ال
+
+74
+00:05:57,350 --> 00:06:01,550
+normal عليا اتجاه ال r hat تمام فإذا ال area هتكون 
+
+75
+00:06:01,550 --> 00:06:04,050
+عندي r تربيع sin θ dθ dφ
+
+76
+00:06:21,310 --> 00:06:26,410
+rdθ rsinθdφ فال area هي عبارة عن r تربيع sin θ dθ dφ
+
+77
+00:06:26,410 --> 00:06:31,190
+اتجاه r hat آخر ال area اللي هتكون يندي واحد منهم
+
+78
+00:06:31,190 --> 00:06:37,250
+هو dr و الثاني r sin θ dr هيكون اتجاهها θ hat
+
+79
+00:06:42,970 --> 00:06:46,830
+بعدين احنا قلنا ال surface differential area هي 
+
+80
+00:06:46,830 --> 00:06:50,050
+عبارة عن vector اللي هي مقدار اللي هي اتجاهه فممكن
+
+81
+00:06:50,050 --> 00:06:52,690
+تكون اللي هو أحد هدول ال surfaces اللي هي مثلا هذا
+
+82
+00:06:52,690 --> 00:06:57,250
+ال surface r تربيع sin θ dθ dφ واتجاهه r hat أو
+
+83
+00:06:57,250 --> 00:07:00,430
+هذا ال surface اللي هو r sin θ dr dφ واتجاهه θ 
+
+84
+00:07:00,430 --> 00:07:05,750
+hat أو ال surface هذا اللي هو عبارة عن r dθ dr و
+
+85
+00:07:05,750 --> 00:07:11,440
+اتجاهه φ hat Differential Volume ببساطة بحصل ضرب 
+
+86
+00:07:11,440 --> 00:07:16,440
+التلك الأطوال إذا رجعنا للقطع بتاعتنا ال volume مش
+
+87
+00:07:16,440 --> 00:07:20,280
+هيكون حصل ضرب طول في العرض في الارتفاع يعني هيكون
+
+88
+00:07:20,280 --> 00:07:30,940
+dr في rdθ في r sin θ dφ إذا 
+
+89
+00:07:30,940 --> 00:07:36,240
+هيكون r تربيع sin θ dr dθ dφ وزي ما قلنا ال volume هو
+
+90
+00:07:36,240 --> 00:07:41,920
+quantity هو scalar بناخد أمثلة على الأشياء اللي
+
+91
+00:07:41,920 --> 00:07:45,040
+احنا شفناها على المحاضرات الماضية بنحط على جانب ال
+
+92
+00:07:45,040 --> 00:07:50,460
+elements كلهم بتاعة ال Cartesian و ال cylindrical و 
+
+93
+00:07:50,460 --> 00:07:54,080
+ال cylindrical و ال cylindrical و ال cylindrical و ال cylindrical
+
+94
+00:07:54,080 --> 00:07:54,640
+و ال cylindrical و ال cylindrical و ال cylindrical و
+
+95
+00:07:54,640 --> 00:07:58,140
+ال cylindrical و ال cylindrical و ال cylindrical و ال cylindrical
+
+96
+00:07:58,140 --> 00:08:02,160
+و ال cylindrical و ال cylindrical و ال cylindrical و
+
+97
+00:08:02,160 --> 00:08:08,080
+ال cylindrical و ال cylindrical و ال cylindrical و ال cylindrical
+
+98
+00:08:08,080 --> 00:08:09,630
+و ال cylindrical و ال cylindrical و ال cylindrical و ال cyx hat
+
+99
+00:08:09,630 --> 00:08:15,790
+زي ال dy y hat زي ال dz z hat هذا ال mean 
+
+100
+00:08:15,790 --> 00:08:19,610
+differential links ال area ال area اثرش في ال
+
+101
+00:08:19,610 --> 00:08:23,290
+Cartesian لأن أنا هتكون dx مثلا و dy بتجاه z hat 
+
+102
+00:08:23,290 --> 00:08:31,470
+يعني دي ايه؟ هتكون أحد يا dx dy بتجاه z hat أو dx
+
+103
+00:08:31,470 --> 00:08:44,510
+dz بتجاه y hat dx dy dx dx dx dx dx dx dx dx dx dx
+
+104
+00:08:44,510 --> 00:08:45,530
+dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx
+
+105
+00:08:45,530 --> 00:08:55,110
+dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx
+
+106
+00:08:55,110 --> 00:08:55,410
+dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx
+
+107
+00:08:55,410 --> 00:08:55,570
+dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx
+
+108
+00:08:55,570 --> 00:08:58,530
+dx dx dx dx dx dx dx 
+
+109
+00:09:03,590 --> 00:09:09,090
+دلها ال cylindrical ال
+
+110
+00:09:09,090 --> 00:09:11,270
+cylindrical coordinate أخذناها برضه قبل العيد دي 
+
+111
+00:09:11,270 --> 00:09:16,330
+اللي 
+
+112
+00:09:16,330 --> 00:09:24,390
+هو ال dl دلها ال dl vector هتكون dρ ρ hat زي 
+
+113
+00:09:24,390 --> 00:09:31,380
+ال ρ في ال φ dz z hat المشترك بين كارتيزيا و
+
+114
+00:09:31,380 --> 00:09:35,840
+ال cylindrical كان هو z coordinate بيضلوا ال z هو نفس ال z 
+
+115
+00:09:35,840 --> 00:09:44,940
+هنا في عندنا إن هو ال area و ال area قبلنا da ρ
+
+116
+00:09:44,940 --> 00:09:53,220
+dφ dz تجاه ρ hat كمان dρ dz تجاه ρ φ hat
+
+117
+00:10:22,970 --> 00:10:24,370
+d5d0d5d0d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6d6
+
+118
+00:10:34,740 --> 00:10:44,520
+وآخر واحدة dr sin θ dφ θ hat
+
+119
+00:10:53,080 --> 00:10:56,780
+دي هي ب three elements يجي بعدين لنا اللي هو ال
+
+120
+00:10:56,780 --> 00:11:00,720
+area و ال area اللي قلنا حصل ضرب طولين ولم ننسى
+
+121
+00:11:00,720 --> 00:11:11,720
+الاتجاه r hat يعني هتساوي r تربيع sin θ dθ dφ اتجاه 
+
+122
+00:11:11,720 --> 00:11:21,760
+r hat أو هتكون r sin θ dr dφ اتجاه θ hat أو هتكون 
+
+123
+00:11:40,080 --> 00:11:45,900
+نبدأ في الأسئلة كما تشاهدون فهذا المثال ليس واضح
+
+124
+00:11:45,900 --> 00:11:47,060
+الشكل اللي أمامنا
+
+125
+00:11:52,130 --> 00:11:57,150
+السلندر يتعامل مع ال cylindrical coordinate في 
+
+126
+00:11:57,150 --> 00:11:59,190
+حالة السلندر لازم يتعامل مع ال cylindrical
+
+127
+00:11:59,190 --> 00:12:00,010
+coordinate
+
+128
+00:12:09,880 --> 00:12:13,720
+consider ال object اللي قدامنا و بدنا نحسب ال 
+
+129
+00:12:13,720 --> 00:12:16,020
+distance احنا عشان نحسب ال distance احنا أخذنا ال
+
+130
+00:12:16,020 --> 00:12:20,600
+links ال differential links يعني أخذنا dl في كل 
+
+131
+00:12:20,600 --> 00:12:23,680
+اتجاه عشان أطلع ال distance ايش بدي أعمل؟ بدي أعمل 
+
+132
+00:12:23,680 --> 00:12:27,260
+integration أنا مثلا أخذ جزء يعني مثلا يجي و يطلب 
+
+133
+00:12:27,260 --> 00:12:30,780
+مننا اللي هو ال distance ما بين ال b و ال c ال
+
+134
+00:12:30,780 --> 00:12:33,960
+distance ما بين ال b و ال c عشان أجيب ال distance 
+
+135
+00:12:33,960 --> 00:12:37,380
+أنا عارفة ال dl عارفة ال dl في هذا الاتجاه احنا 
+
+136
+00:12:37,380 --> 00:12:41,490
+بنكتبها مع بعض عشان هو ال dl عشان أحصل على الطول كله
+
+137
+00:12:41,490 --> 00:12:46,050
+مش بس هو بدي أكامل، معايا؟ بس أول ما أعمل أي حاجة
+
+138
+00:12:46,050 --> 00:12:49,650
+أول خطوة بدي أعملها إن النقاط اللي هتكتب لنا يوم هي
+
+139
+00:12:49,650 --> 00:12:54,210
+نقاط معطاة بال Cartesian Coordinates يعني عند ال a 
+
+140
+00:12:54,210 --> 00:13:00,270
+كتبها تبدلت ال x y z 5 0 0 و ال b تبدلت ال x y z x
+
+141
+00:13:00,270 --> 00:13:06,170
+0 y 5 z 0 و ال c برضه عبارة عن 0 5 10 و ال d نفس
+
+142
+00:13:06,170 --> 00:13:11,360
+الحاجة أول خطوة بنعملها إن نحول من ال Cartesian لل 
+
+143
+00:13:11,360 --> 00:13:13,980
+cylindrical coordinate، مين بيبقى تعملها المهمة؟ 
+
+144
+00:13:13,980 --> 00:13:18,260
+بس مش حايبسين نتعامل مع بعض، سهل، نتعامل مع بعض،
+
+145
+00:13:18,260 --> 00:13:24,560
+تلاقوا هم
+
+146
+00:13:24,560 --> 00:13:29,540
+اسراء، هدي، 
+
+147
+00:13:29,540 --> 00:13:34,160
+إذا احنا اللي بدنا نعمله؟ إن نحسب ال distance عشان 
+
+148
+00:13:34,160 --> 00:13:36,800
+نحسبها ممتاز احنا أول حاجة ايش نعرف ايش ال
+
+149
+00:13:36,800 --> 00:13:38,700
+coordinate تبع ال cylindrical coordinate ايش فيه 
+
+150
+00:13:38,700 --> 00:13:45,700
+عندنا ρ و φ و z ال
+
+151
+00:13:45,700 --> 00:13:51,000
+ρ احنا بتذكر ايه ايش هم ده ده ايش هم ده تلتها نتذكر
+
+152
+00:13:51,000 --> 00:13:54,600
+مع بعض عشان ما نخبطش و نحفظ يعني خلينا نفهم أكثر و
+
+153
+00:13:54,600 --> 00:13:57,920
+نحفظ احنا عندنا ال cylinder فيه عندنا هو القاعدة
+
+154
+00:13:57,920 --> 00:14:02,130
+بتاعتها اللي هي الدائرة اللي تحتها و الدائرة بتحتوي
+
+155
+00:14:02,130 --> 00:14:07,290
+على اتنين من الكواردنات اللي هي ال ρ و ال φ
+
+156
+00:14:07,290 --> 00:14:11,390
+ايش هي ال ρ قلناها ال ρ هو أكبر عن ايه مكونة
+
+157
+00:14:11,390 --> 00:14:15,170
+تجاه ال x و تجاه ال y فهيكون جذر تربيع بس مافيه
+
+158
+00:14:15,170 --> 00:14:21,170
+شيء في ال z بل بس واحد في ال x و في ال y x y z فال
+
+159
+00:14:21,170 --> 00:14:23,450
+cylinder بتاعتي أو ال ρ اللي هو ال radius تبع
+
+160
+00:14:23,450 --> 00:14:26,070
+الدائرة عشان يكون منتخبط ال radius تبع الدائرة
+
+161
+00:14:26,070 --> 00:14:29,190
+وشوفناها كمان مع بعض إن ال ρ إنّها مكونة تجاه ال
+
+162
+00:14:29,190 --> 00:14:32,870
+x واحد تجاه ال y هيكون هذا الطول عبارة عن x تربيع 
+
+163
+00:14:32,870 --> 00:14:36,450
+زائد y تربيع تحت الجذر زي ما أخذنا ال distances
+
+164
+00:14:36,450 --> 00:14:39,750
+هيكون ال component تجاه x هيكون ال component تجاه
+
+165
+00:14:39,750 --> 00:14:42,950
+x تربيع زائد y تربيع تحت الجذر تربيع هذين
+
+166
+00:14:42,950 --> 00:14:49,130
+يتقرروا هذين يتقرروا هذين يتقرروا هذين يتقرروا
+
+167
+00:14:49,130 --> 00:14:54,750
+هذين يتقرروا هذين يتقرروا هذين يتقرروا هذين 
+
+168
+00:14:54,750 --> 00:14:54,870
+يتقرروا هذين يتقرروا هذين يتقرروا هذين يتقرروا
+
+169
+00:14:54,870 --> 00:14:56,900
+يتقرروا هذين يتقرروا هذين اللي هو ال y و المجاور
+
+170
+00:14:56,900 --> 00:15:07,580
+لها له x فهي تكون عبارة عن inverse ال y على x فهي
+
+171
+00:15:07,580 --> 00:15:14,740
+نفس ال z الحقيقية فخلينا نحول النقاط و ندي نقطة 
+
+172
+00:15:14,740 --> 00:15:20,960
+c خلي البساوة .. ليش عم تتفت على البساوة؟ هو الصح 
+
+173
+00:15:20,960 --> 00:15:21,680
+أنك تتفت عليها
+
+174
+00:15:24,700 --> 00:15:33,040
+خمسة عشرين جذر خمسة وعشرين خمسة درس خمس درس خمس درس
+
+175
+00:15:33,040 --> 00:15:36,460
+خمس درس خمس درس خمس درس خمس درس خمس درس خمس درس
+
+176
+00:15:36,460 --> 00:15:38
+
+201
+00:18:42,800 --> 00:18:42,920
+دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي
+
+202
+00:18:42,920 --> 00:18:46,340
+ال دي ال دي ال دي ال دي ال دي ال دي ال دزائد دي رو
+
+203
+00:18:46,340 --> 00:18:52,120
+رو هات زائد
+
+204
+00:18:52,120 --> 00:19:00,180
+رو دي فاي فاي هات زائد هي دي زد زد هات حاليا
+
+205
+00:19:00,180 --> 00:19:03,320
+نطلع على ال element تبعنا احنا هو يعني على هذا ال
+
+206
+00:19:03,320 --> 00:19:08,850
+axis أو على هذا القول إذا طلعت قلت إنه إيش فيه بي
+
+207
+00:19:08,850 --> 00:19:11,690
+والسي بال cylindrical حتى لو طلعنا على ال Cartesian
+
+208
+00:19:11,690 --> 00:19:14,250
+هلنا نطلع على ال cylindrical ال cylindrical هي
+
+209
+00:19:14,250 --> 00:19:20,970
+نقطة بي وهي نقطة سي هل اتغيرت ال raw؟ ال raw خمسة
+
+210
+00:19:20,970 --> 00:19:27,490
+ما تغيرتش يعني دي raw إيش بيساوي؟ Zero كمان
+
+211
+00:19:27,490 --> 00:19:33,290
+ال five هل اتغيرت ال five؟ إذا دي five مالها؟ Zero
+
+212
+00:19:34,010 --> 00:19:39,750
+من يظل عندنا zz بالفعل تغيرات من 0 لـ 10 فإذا دي ال
+
+213
+00:19:39,750 --> 00:19:43,830
+element اللي هنا دي ال vector بيحطه هنا عليه
+
+214
+00:19:43,830 --> 00:19:51,410
+vector عشان نميزه احنا بيساوي ال element
+
+215
+00:19:51,410 --> 00:19:55,170
+اللي على هذا ال links اللي هو بالدنيا لو أخدت أنا 
+
+216
+00:19:55,170 --> 00:20:04,100
+element الحاجة اللي بتتغير هنا فقط DL == DZZH هيطير
+
+217
+00:20:04,100 --> 00:20:08,440
+في هذا الطول أو هو بده ال distance بدوش ال DL فازا
+
+218
+00:20:08,440 --> 00:20:13,520
+بده أكمل أقول L إيش فهتساوي L التكامل من اللي هو
+
+219
+00:20:13,520 --> 00:20:17,560
+الدرجة التي تتغيرها من Zero لعشرة إذا أنت عاملة
+
+220
+00:20:17,560 --> 00:20:24,400
+Zero لعشرة DZZH هتساوي
+
+221
+00:20:24,400 --> 00:20:32,660
+Z من صفر لعشرة Z Hat إذا الحكومة الجواب عبارة عن
+
+222
+00:20:32,660 --> 00:20:38,160
+عشرة Z Hat إذا ال distance اللي ليه ال pc هي
+
+223
+00:20:38,160 --> 00:20:45,580
+عبارة عن عشرة Z Hat طبعا فضل إن شاء الله فالحد
+
+224
+00:20:45,580 --> 00:20:50,660
+يعمل ال distance CD أنا بتفكر هنا يلا
+
+225
+00:20:54,540 --> 00:20:58,840
+كله هيطلع على فرصة فانا فيها بده إشي لع الصبورة
+
+226
+00:20:58,840 --> 00:21:05,720
+فيها بده حاجة من الصبورة فبقى أسم سحبنيها فلاقيتها
+
+227
+00:21:05,720 --> 00:21:10,180
+مين هو بده substance اللي هي CD ايه ال CD ايه ال
+
+228
+00:21:10,180 --> 00:21:15,280
+CD فهذا اللي بيبنيها ايه
+
+229
+00:21:15,280 --> 00:21:20,060
+اللي هي ال CD فهي
+
+230
+00:21:20,060 --> 00:21:33,170
+الـ C هي 55 على 8 أعشر والـ D يعني 5 0 0 10 تمام
+
+231
+00:21:33,170 --> 00:21:41,470
+هتكتب ال DL DL DL تولدها تساوي نفس اللي كتبتها
+
+232
+00:21:41,470 --> 00:21:47,630
+زميلتنا تولد D Rho Rho Hat زائد Rho D Phi Phi Hat
+
+233
+00:21:47,630 --> 00:21:53,270
+زائد D زيت زيت Hat طبعا أنا بكتبلكم ياها بشكل عام
+
+234
+00:21:53,270 --> 00:21:56,250
+أنا بدي شوي شوي تعرفوا و تأكدوا مين اللي بتغير بس
+
+235
+00:21:56,250 --> 00:22:00,390
+احنا نطب شكل عام مع بعض نشوف انه أنا عندنا إذا 
+
+236
+00:22:00,390 --> 00:22:04,490
+طلعته هذا ال plan هذا ال plan اللي هو موازن لل XY
+
+237
+00:22:04,490 --> 00:22:10,470
+plan قاعد عن Z إيش بتساوي؟ Z بتساوي عشرة، Z ثابتة،
+
+238
+00:22:10,470 --> 00:22:14,050
+عشرة عشرة هذا ال plan تخيلنا الستوانة بتاعتنا
+
+239
+00:22:14,050 --> 00:22:18,750
+الستوانة بتاعتنا هذه ثابتة عن Z ده عشرة، إذا زد
+
+240
+00:22:18,750 --> 00:22:22,810
+ما تغيرتش، إذا ليه زد إيش بتساوي؟ Zero إيش كمان هنا
+
+241
+00:22:22,810 --> 00:22:27,710
+على هذا القوس رو ثابتة رو ثابتة خمسة لو أنا
+
+242
+00:22:27,710 --> 00:22:31,630
+غيرت من قوس لقوس ثاني بتتغير رو لكن احنا ضالين على 
+
+243
+00:22:31,630 --> 00:22:36,590
+نفس القوس فعندي رو ثابتة إذا دي رو ثابتة إذا ده 
+
+244
+00:22:36,590 --> 00:22:40,850
+عندي القوس من قبل لو أنا أخدت أي element هذا ال
+
+245
+00:22:40,850 --> 00:22:45,250
+element إيش هيكون هذا عبارة عني هذه دي فاي وهذه 
+
+246
+00:22:45,250 --> 00:22:49,550
+اللي هي رو هيكون رو دي فاي إذا اللي ضال عندي رو دي
+
+247
+00:22:49,550 --> 00:22:55,810
+فاي فاي هات فانا اللي ضابط اتغير لأن الزاوية اتغيرت
+
+248
+00:22:55,810 --> 00:23:03,750
+من الـ 0 لـ π على 2 هو بده من C ل D يعني إن
+
+249
+00:23:03,750 --> 00:23:07,810
+الزاوية اتغيرت من π على 2 لـ 0 أو إذا طلعنا للناس
+
+250
+00:23:07,810 --> 00:23:11,650
+لأن أنا اتكلمكم تمام إذا L هو افكار مطلوب ال
+
+251
+00:23:11,650 --> 00:23:14,090
+distance يعني أنا بخليكم تكتبوا ال vector L بس هو
+
+252
+00:23:14,090 --> 00:23:16,910
+بده ال distance فهي بس المقدار L يعني روزن فيه
+
+253
+00:23:16,910 --> 00:23:20,790
+عشان تكون دقيقين مع السؤال هو بده ال L دي L اللي 
+
+254
+00:23:20,790 --> 00:23:26,270
+هي ك scalar DL بتساوي رو دي فاي بس هي هو اللي بدنا
+
+255
+00:23:26,270 --> 00:23:31,750
+نقول التكامل رو
+
+256
+00:23:31,750 --> 00:23:35,690
+دي فاي مش ال displacement و بده ال distance ال
+
+257
+00:23:35,690 --> 00:23:39,170
+distance قولنا scalar رو دي فاي فعندنا نقول اشبه
+
+258
+00:23:39,170 --> 00:23:46,770
+تساوي نقول التكامل قبل اللي قلنا و كتب هنا مش DL إذا
+
+259
+00:23:46,770 --> 00:23:51,470
+كتبتي DL بتكملي نقول التكامل DL هو ال element زي ما
+
+260
+00:23:51,470 --> 00:23:56,010
+أنت شايفها ده ال element هذا ال DL L هو كل الطول
+
+261
+00:23:56,010 --> 00:24:03,890
+فكل الطول مش معروف تكامل فـ π اللي هي من π على
+
+262
+00:24:03,890 --> 00:24:06,410
+اتنين من ها distance فخلاص تفعلها من ها distance
+
+263
+00:24:06,410 --> 00:24:16,010
+من π على اتنين لـ Zero تمام فأنت كامل روح دبل
+
+264
+00:24:16,010 --> 00:24:20,290
+سابقة تطلع على براه و بقيمتها قداش روح فهذا ال
+
+265
+00:24:20,290 --> 00:24:25,410
+links خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة
+
+266
+00:24:25,410 --> 00:24:26,290
+خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة
+
+267
+00:24:26,290 --> 00:24:35,290
+خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة
+
+268
+00:24:35,290 --> 00:24:36,810
+خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة
+
+269
+00:24:36,810 --> 00:24:40,210
+خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة
+
+270
+00:24:40,210 --> 00:24:43,670
+خمسة
+
+271
+00:24:43,670 --> 00:24:52,470
+خمسة خمسة خمسة خمسة خمسة خمسة يلا لبعده بكنا surface
+
+272
+00:24:52,470 --> 00:25:00,330
+بعدها ال surface area A,B,C,D مين بقى يا عملنا
+
+273
+00:25:00,330 --> 00:25:09,570
+إياها؟ يلا احنا .. احنا عايزين نحوها بقى
+
+274
+00:25:09,570 --> 00:25:17,770
+احنا احنا كتبنا ال surface 
+
+275
+00:25:17,770 --> 00:25:24,540
+area اللي هي AD C
+
+276
+00:25:24,540 --> 00:25:27,600
+A
+
+277
+00:25:27,600 --> 00:25:32,780
+D على
+
+278
+00:25:32,780 --> 00:25:36,640
+وجه هذا السليندر يعني لو احنا طلعنا هاي بس هي مش 
+
+279
+00:25:36,640 --> 00:25:42,780
+سليندر كاملة هذا هو ال area اللي أنا بدي اسمه
+
+280
+00:25:42,780 --> 00:25:44,560
+قانون ال area
+
+281
+00:25:50,520 --> 00:25:54,480
+بنشوف مين اللي بتغير و مين السابت عشان أنا دي ال
+
+282
+00:25:54,480 --> 00:25:59,200
+هو أنا أخد قطع على هذا قطع عجزه قطع صغيرة إيش اللي
+
+283
+00:25:59,200 --> 00:26:03,900
+هيكون اللي متغير فيها اندي فاي بتتغير من zero ل
+
+284
+00:26:03,900 --> 00:26:08,540
+π على اتنين والزت اللي بتتغير من zero لعشرة مين
+
+285
+00:26:08,540 --> 00:26:12,320
+اللي سابت على هذا ال surface رو رو ثابتة على خمسة إذا 
+
+286
+00:26:12,320 --> 00:26:17,790
+محاخد مين أنا اللي هي رو دي five دي زت رابعىرو دي
+
+287
+00:26:17,790 --> 00:26:28,810
+فاي دي زد ال
+
+288
+00:26:28,810 --> 00:26:33,930
+area اللي اختارناها رو دي فاي دي زد لأن أنا لو
+
+289
+00:26:33,930 --> 00:26:37,570
+أخدت أي قطعة على هذا ال surface هيكون في عند
+
+290
+00:26:37,570 --> 00:26:42,410
+التغير في اتجاه اللي هو ال five هو رو دي فاي و هو
+
+291
+00:26:42,410 --> 00:26:44,730
+اتجاه الزد اللي هو دي زد
+
+292
+00:26:55,670 --> 00:27:01,110
+طبعا إذا إحنا بنا نكامل ال five بتروح من zero ل
+
+293
+00:27:01,110 --> 00:27:07,610
+π على اتنين و ال z بتروح من zero ل عشرة رقصها
+
+294
+00:27:07,610 --> 00:27:17,370
+بتاعنا قداشه خمسة دي five بس احنا دي five دي z طب
+
+295
+00:27:17,370 --> 00:27:22,490
+إذا ال area إيش اللي هتكون ال area التكامل إذا ال
+
+296
+00:27:22,490 --> 00:27:25,370
+total area هي ال differential area ال differential
+
+297
+00:27:25,370 --> 00:27:29,150
+area هو جزء على ال surface عشان أجيب كل ال surface
+
+298
+00:27:29,150 --> 00:27:32,690
+بتقعة كاملة فعندي هيكون في التكاملها من zero
+
+299
+00:27:32,690 --> 00:27:37,930
+double ال integral فعندي في تكامل على في و في 
+
+300
+00:27:37,930 --> 00:27:44,490
+تكامل على z هنحط انه في بتروح في بتروح من zero لـ π
+
+301
+00:27:44,490 --> 00:27:51,970
+على اتنين وعندي ال Z بتروح من 0 ل 10 إن كان تطلع
+
+302
+00:27:51,970 --> 00:27:59,410
+الحمص لبرا ال Phi هكملها من E Phi ل E Z تكامل ل
+
+303
+00:27:59,410 --> 00:28:04,230
+Diesel خلي بس تقبل Integral يعني حتى لو ال Diesel
+
+304
+00:28:04,230 --> 00:28:09,970
+بينه بس أنت ما كملتيش إيش لسه يعني عيد نفس ال ..
+
+305
+00:28:19,830 --> 00:28:25,390
+هيكون عندي تكامل ال Z هيطلع Z تكمل من 0 ل 10 قيمة
+
+306
+00:28:25,390 --> 00:28:29,430
+عشرة وال D Phi هتكون Phi تكملها من 0 لـ π على 2
+
+307
+00:28:29,430 --> 00:28:32,650
+هيكون من π على 2 لذا هي الجواب هيكون خمسة في π
+
+308
+00:28:32,650 --> 00:28:40,390
+على 2 في اللي هو عشرة اتجاه الورق هات هيكون
+
+309
+00:28:40,390 --> 00:28:45,110
+عندي خمسة في خمسة خمسة وعشرين π فهي π تلاتة
+
+310
+00:28:45,110 --> 00:28:48,650
+و أربع وعشرين ممتاز ممتاز جدا
+
+311
+00:28:57,230 --> 00:29:08,350
+في حد كمان هيبقى واضح
+
+312
+00:29:08,350 --> 00:29:11,770
+ما اللي بنعمله؟ أنا اتعمدت إن أكتر ما بدا و كنت بس
+
+313
+00:29:11,770 --> 00:29:14,770
+شوية المفروض مع التمرين إنكوا تصيروا فاهمين إن ده
+
+314
+00:29:14,770 --> 00:29:16,830
+هي التغيرات و ده دلقوس
+
+315
+00:29:20,630 --> 00:29:25,290
+اللي هي قاعدة
+
+316
+00:29:25,290 --> 00:29:28,950
+قاعدة السلندر اللي قدامنا أو هو جزء من السلندر
+
+317
+00:29:28,950 --> 00:29:32,270
+الشكل اللي قدامنا القاعدة بتاعة إيش اللي بتغير
+
+318
+00:29:32,270 --> 00:29:37,250
+فيها هل دي z بتتغير زت ثابت على مين على zero زت
+
+319
+00:29:37,250 --> 00:29:40,870
+ثابت على مين اللي بتغيرها ال raw بتتغير لو أنا 
+
+320
+00:29:40,870 --> 00:29:46,650
+أخدت element عليها ال raw هيتغير من zero ل 5 و من
+
+321
+00:29:46,650 --> 00:29:53,530
+هنا فاية بتتغير اللي هناخده اسم مين اللي هو رو دي
+
+322
+00:29:53,530 --> 00:30:00,550
+فاية دي رو واتجاهه اللي هو سنة هالكامل
+
+323
+00:30:00,550 --> 00:30:06,070
+إذا ال a إيش هتساوي اللي بتطلع تغيره هالكامل
+
+324
+00:30:06,070 --> 00:30:11,670
+فالفاية بتتغير مين بتغير ال رو بتتغير ال رو بتتغير
+
+325
+00:30:11,670 --> 00:30:16,130
+ليش تطلع عند ال رو دي رو عند ال فاية بتغير من zero ل
+
+326
+00:30:16,130 --> 00:30:18,850
+π على اتنين إذا أولا خلينا نعمل انتقال انتقال
+
+327
+00:30:18,850 --> 00:30:22,550
+انتقال
+
+328
+00:30:22,550 --> 00:30:23,770
+انتقال انتقال انتقال انتقال انتقال انتقال انتقال
+
+329
+00:30:23,770 --> 00:30:23,870
+انتقال انتقال انتقال انتقال انتقال انتقال انتقال
+
+330
+00:30:23,870 --> 00:30:24,690
+انتقال انتقال انتقال انتقال انتقال انتقال انتقال
+
+331
+00:30:24,690 --> 00:30:24,730
+انتقال انتقال انتقال انتقال انتقال انتقال انتقال
+
+332
+00:30:24,730 --> 00:30:34,230
+انتقال انتقال انتقال انتقال انتقال
+
+333
+00:30:43,510 --> 00:30:47,190
+عندي الـ Phi هكملها من 0 لـ π على 2 حتى تعطينا قداش
+
+334
+00:30:47,190 --> 00:30:51,750
+π على 2 و ال row دي رقش هتعطينا row تربيع على 2
+
+335
+00:30:51,750 --> 00:31:00,170
+رو دي رو هتعطينا رو تربيع على 2 رو
+
+336
+00:31:00,170 --> 00:31:07,390
+تربيع على 2 زدها إذا هتصير 25 على 4 في π
+
+337
+00:31:16,760 --> 00:31:22,100
+ممتاز آخر حاجة مين بحب يعملها اللي هو ال volume ال
+
+338
+00:31:22,100 --> 00:31:27,780
+volume
+
+339
+00:31:27,780 --> 00:31:30,540
+حصل ضرب التلات ال franchises اللي هو إيش اللي 
+
+340
+00:31:30,540 --> 00:31:37,580
+هيكون هي دي رو دي رو دي فاي دي زد دي رو دي فاي
+
+341
+00:31:37,580 --> 00:31:41,600
+دي زد إن ال رو بتتغير من و لا وين من زي رو لخمسة
+
+342
+00:31:41,950 --> 00:31:45,890
+والـ five من 0 ل 5 على 2، لأ ال volume ولا يمكن، هو
+
+343
+00:31:45,890 --> 00:31:50,590
+مش vector of volume، ال volume مالها scalar I don't
+
+344
+00:31:50,590 --> 00:31:55,050
+know if that makes more sense فعم،
+
+345
+00:31:55,050 --> 00:31:58,090
+إذا V إشف هالساعة و أنت كان في ال triple integral،
+
+346
+00:31:58,090 --> 00:32:01,970
+V أقلت ب V، أقلت ب V، في ال triple integral ال rho
+
+347
+00:32:01,970 --> 00:32:07,250
+من 0 ل 5 و ال five من 0 ل 5 على 2 و ال z من 0 ل 10
+
+348
+00:32:22,550 --> 00:32:29,990
+الزد نطلعها عشرة والفا يبقى على اثنين والزد عشرة
+
+349
+00:32:29,990 --> 00:32:35,430
+ونضرب على الهيروتن π على اتنين
+
+350
+00:32:54,670 --> 00:32:57,930
+طبعا واضح إيش اللي احنا استخدمنا منه من إن عرفنا ال
+
+351
+00:32:57,930 --> 00:33:00,450
+differential links ال differential area و ال
+
+352
+00:33:00,450 --> 00:33:03,830
+differential volume إنّي بقدر أطوّل أي links أي
+
+353
+00:33:03,830 --> 00:33:07,530
+distance فيه ال space و أقدر أطوّل أي area و أقدر
+
+354
+00:33:07,530 --> 00:33:08,650
+أطوّل أي volume
+
+355
+00:33:21,420 --> 00:33:29,300
+هي المثال الثاني المثال
+
+356
+00:33:33,000 --> 00:33:37,360
+المثال هنا جزء من سفير احنا المثال السابق كان جزء
+
+357
+00:33:37,360 --> 00:33:41,900
+من سلمدة قلنا هنشوف هذا جزء من سفير هذا الجزء من
+
+358
+00:33:41,900 --> 00:33:45,420
+السفير بقول لي التالي عنه بقول يا دي النتفة اللي
+
+359
+00:33:45,420 --> 00:33:48,160
+شغلينها يعني هاي لو تخيلنا احنا عندنا بطيخة و واحد
+
+360
+00:33:48,160 --> 00:33:51,040
+قطعها كتعرفوا كيف يبيعوا البطيخ قطعها هيك النتفة
+
+361
+00:33:51,040 --> 00:33:54,680
+صغيرة و بطولها عشان يفرج البيئة الشخصة دي حمره ولا 
+
+362
+00:33:54,680 --> 00:34:00,460
+دي هو الجزء هذا بس طلعنا عليه هنلاقي إنّه قيلنا إن
+
+363
+00:34:00,460 --> 00:34:09,290
+R تتغير من قيمة تلاتة لخمسة يعني دي R بتروح من 
+
+364
+00:34:09,290 --> 00:34:16,390
+قيمة تلاتة لخمسة ثيتا بتبدأ من ستين لتسعين يعني هذا
+
+365
+00:34:16,390 --> 00:34:21,610
+المفروض تبقى على ال XY plane مثلا من ستين لتسعين
+
+366
+00:34:21,610 --> 00:34:26,610
+بعدين عندي فاي اللي هو هذا اتجاه الفاي فاي بتتحرك 
+
+367
+00:34:26,610 --> 00:34:32,680
+من خمسة وأربعين لعند هذه النقطة لستين إذا عنده a من
+
+368
+00:34:32,680 --> 00:34:37,340
+تلاتة لخمسة ثيتا من ستين لتسعين و five من خمسة
+
+369
+00:34:37,340 --> 00:34:41,600
+وأربعين لستين
+
+370
+00:34:41,600 --> 00:34:48,340
+أول حاجة طالب مننا distance DH distance DH هي حاب
+
+371
+00:34:48,340 --> 00:34:52,620
+تجرب نفس الحاجة نفس اللي عملنا distance DH دي حاجة
+
+372
+00:34:52,620 --> 00:34:53,160
+هتجربها
+
+373
+00:35:02,520 --> 00:35:07,160
+لو طلعنا على ال DH قداش قيمة R عند هذا ال shell
+
+374
+00:35:07,160 --> 00:35:10,620
+هدول اتخيلوهم ال shell اللي بوقع عليها نفس ال
+
+375
+00
+
+401
+00:37:48,870 --> 00:37:58,450
+قيمتها من 45 إلى الـ 60 مش هيساوي لنا بيكمل وخلاص
+
+402
+00:37:58,450 --> 00:38:03,450
+فعل دي فعل هي فعل ولا لأ هيكون عندي تلاتة افتحها
+
+403
+00:38:03,450 --> 00:38:07,910
+تلاتة وافتحها post فاللي هي الفعل هتتحرك من 60
+
+404
+00:38:07,910 --> 00:38:10,490
+درجة لخمس و.. من خمسة وأربعين درجة لستين درجة
+
+405
+00:38:10,490 --> 00:38:13,870
+الفرق بينهم هو type five بس عشان أنا ما بحثتش
+
+406
+00:38:13,870 --> 00:38:17,380
+بتحولها لـ radial الأسئلة الأولى اللي حولهم هو الـ
+
+407
+00:38:17,380 --> 00:38:20,680
+radian 45 و 60 أول أفضل أفضل أفضل أفضل أفضل أفضل
+
+408
+00:38:20,680 --> 00:38:22,260
+أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل
+
+409
+00:38:22,260 --> 00:38:23,840
+أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل
+
+410
+00:38:23,840 --> 00:38:23,880
+أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل
+
+411
+00:38:23,880 --> 00:38:23,920
+أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل
+
+412
+00:38:23,920 --> 00:38:27,340
+أفضل أفضل
+
+413
+00:38:27,340 --> 00:38:31,200
+أفضل
+
+414
+00:38:31,200 --> 00:38:40,140
+أفضل
+
+415
+00:38:40,140 --> 00:38:44,740
+أف
+
+416
+00:38:55,820 --> 00:39:02,700
+ممتاز ممتاز في حد تاني محب يجرب لسه حلنا الجزء
+
+417
+00:39:02,700 --> 00:39:05,940
+الأول عنه واخدنا اللي هو الـ differential links
+
+418
+00:39:05,940 --> 00:39:10,800
+اللي هو الـ R Sine theta D Pi Pi hat فإنه هو الوحيد
+
+419
+00:39:10,800 --> 00:39:17,520
+اللي بيضيع في حاجة تمام هشوف الجزء التاني FG أنا بس
+
+420
+00:39:17,520 --> 00:39:28,260
+ساعدكم، مين يطلع؟ يلا كده يا سرعة خل
+
+421
+00:39:28,260 --> 00:39:31,240
+حاجة شوية حلوة، طب و الله أنا كانت فكرة أمشي في
+
+422
+00:39:31,240 --> 00:39:35,580
+الموضوع، طب مش غلط، احنا بعد العيد خليني أفجي،
+
+423
+00:39:35,580 --> 00:39:37,820
+أفجي، خليني نرجع على أفجي، هون أفجي، هاي اللي
+
+424
+00:39:37,820 --> 00:39:40,800
+بقالك، هاي اللي بقالك، مين بتغيرتيه؟ هذه الـ shell
+
+425
+00:39:40,800 --> 00:39:45,840
+اللي برا R ثابتة فيها ولا متغيرة؟ هنا أنا ماسكة
+
+426
+00:39:45,840 --> 00:39:50,820
+طبّة ثابتة، ثابتة، قداش قيمتها؟ خمسة، خمسة احنا
+
+427
+00:39:50,820 --> 00:39:54,060
+هذه جزء من الـ shell الجوانية، من الطبّة الجوانية،
+
+428
+00:39:54,060 --> 00:39:57,040
+خيالنا أننا نمسك بلوننا، وببعد، بمسك البلّون
+
+429
+00:39:57,040 --> 00:40:01,240
+الأكبر، صح؟ اتغيرت قيمة R على البلّون الكبير، إذا
+
+430
+00:40:01,240 --> 00:40:06,780
+هنا R ثابتة، على هذا الجزء من الطبّة التي تعطيه،
+
+431
+00:40:06,780 --> 00:40:10,690
+قيمة R فيها خمسة بعد كمان هلاقيتها في هنا تغيرت على
+
+432
+00:40:10,690 --> 00:40:14,670
+هذا الطول احنا في قولنا عند هذه النقطة كم تقيمتها
+
+433
+00:40:14,670 --> 00:40:19,370
+45 وعند هذه النقطة 60 أسوأ هنا ولا هنا في اداش
+
+434
+00:40:19,370 --> 00:40:23,770
+قيمتها 60 إذا في سابطة و أو سابطة مين اللي اتغير
+
+435
+00:40:23,770 --> 00:40:27,750
+ستة ستة ايش قيمة هذا الـ links حيث أنه اتغير في هذا
+
+436
+00:40:27,750 --> 00:40:32,070
+الـ links هيكون اللي هو أحد جزئية هيكون قيمة الـ
+
+437
+00:40:32,070 --> 00:40:38,330
+radius R D ستة R D ستة اللي هي أي واحد فيهم لو
+
+438
+00:40:38,330 --> 00:40:44,690
+طلعنا نعدي L هيكون R D θ θ hat إذا دي L فهيكون دي
+
+439
+00:40:44,690 --> 00:40:48,130
+R Zero لأن R ثابتة على خمسة و دي Phi Zero لأنها
+
+440
+00:40:48,130 --> 00:40:52,990
+ثابتة على اللي هو الـ 60 على طول إذا بدأ أقول L
+
+441
+00:40:52,990 --> 00:40:56,030
+ايش بيها تساوي الـ vector خلاص اختيها vector كام لـ
+
+442
+00:40:56,030 --> 00:41:00,490
+L الـ vector روحتي عليها ثانية R اللي قيمتها خمسة
+
+443
+00:41:01,440 --> 00:41:09,340
+مضت كامل لـ θ من 60 لـ
+
+444
+00:41:09,340 --> 00:41:14,560
+90 60 يعني بقى على تلاتة؟ بقى على تلاتة و 90 هي
+
+445
+00:41:14,560 --> 00:41:21,180
+بقى على تلاتة بدأ θ ثلاثة تلاتة تلاتة تلاتة تلاتة
+
+446
+00:41:21,180 --> 00:41:24,520
+تلاتة
+
+447
+00:41:41,650 --> 00:41:45,030
+ممتاز نشوف الـ surface area ولا احنا خلاص وقتنا
+
+448
+00:41:45,030 --> 00:41:50,210
+يعطيكم العافية وانتم دي كم تكملوا هاي الأمثلة
+
+449
+00:41:50,210 --> 00:41:54,280
+ومحطوطين أرقام الأمثلة زي ما انتم شايفينهم الـ
+
+450
+00:41:54,280 --> 00:41:58,240
+practice exercise فأنا بدي اياكم تحلوهم وتتأكدوا
+
+451
+00:41:58,240 --> 00:42:01,960
+أنكم فاهمين كل هذه النقاط عشان اللقاء القادم إن
+
+452
+00:42:01,960 --> 00:42:09,640
+شاء الله هنكمل فيه الـ chapter هنقلها اللي هو الـ
+
+453
+00:42:09,640 --> 00:42:11,280
+line والـ curve والـ contour
+
+454
+00:42:15,570 --> 00:42:18,730
+اللي هي اللي بسميهم الـ line integral والـ curve
+
+455
+00:42:18,730 --> 00:42:22,090
+integral أو الـ contour integral كلهم بنفس المعنى و
+
+456
+00:42:22,090 --> 00:42:24,970
+هنشوف اللي هو الـ surface integral والـ volume
+
+457
+00:42:24,970 --> 00:42:28,330
+integral أو اللي يعني بيسموهم الـ waffle integral
+
+458
+00:42:28,330 --> 00:42:33,610
+بالكتسار أو الـ contour integral هاي الـ line أو الـ
+
+459
+00:42:33,610 --> 00:42:37,150
+contour أو الـ curve integral وهنشوف اللي هو الـ
+
+460
+00:42:37,150 --> 00:42:40,530
+surface integral أو الـ closed contour وبعدين الـ
+
+461
+00:42:40,530 --> 00:42:44,470
+surface integral والـ volume integral مع بعض اللقاء
+
+462
+00:42:44,470 --> 00:42:46,990
+القادم إن شاء الله فأنا أرجو الأشياء اللي
+
+463
+00:42:46,990 --> 00:42:51,150
+أخذناها مع بعض واللقاء القادم بترفعوا على هيكل هم
+
+464
+00:42:51,150 --> 00:42:54,510
+الكتابة المادة إن شاء الله اللي حكينا عنها يعطيكم
+
+465
+00:42:54,510 --> 00:42:54,870
+العافية 
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/R4EBPdgiKoM_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/R4EBPdgiKoM_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..2a2f69320cd5b8aea005b598c812648bd3bed8c8
--- /dev/null
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شاء الله فاندي أكترجوا الأشياء اللي أخدناها مع بعض و اللقاء القادم بترفعوا ع هيكل هم الكاتلة المادة ان شاء الله اللي حكينا عنها يعطيكوا العرش", "tokens": [2304, 3615, 45030, 11242, 13672, 4587, 16606, 25062, 18513, 2304, 16472, 13412, 16606, 21984, 6156, 7649, 16254, 5551, 4117, 2655, 2288, 7435, 14407, 16247, 8592, 1829, 16606, 13672, 1829, 5551, 9778, 3215, 8315, 11296, 20449, 45030, 11242, 4032, 13672, 4587, 16606, 25062, 18513, 2304, 39894, 28480, 3615, 14407, 6225, 39896, 28820, 8032, 2304, 33251, 9307, 37977, 9673, 18513, 3660, 16472, 13412, 16606, 21984, 13672, 1829, 11331, 4117, 1829, 8315, 18871, 11296, 37495, 9566, 1829, 4117, 14407, 18863, 2288, 8592], "avg_logprob": -0.2878906261175871, "compression_ratio": 2.027027027027027, "no_speech_prob": 2.6166439056396484e-05, "words": [{"start": 2563.61, "end": 2563.89, "word": "مع", "probability": 0.796875}, {"start": 2563.89, "end": 2564.15, "word": " بعض", "probability": 0.99072265625}, {"start": 2564.15, "end": 2564.47, "word": 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2568.69, "word": " و", "probability": 0.5029296875}, {"start": 2568.69, "end": 2569.57, "word": " اللقاء", "probability": 0.9235026041666666}, {"start": 2569.57, "end": 2570.07, "word": " القادم", "probability": 0.990234375}, {"start": 2570.07, "end": 2570.63, "word": " بترفعوا", "probability": 0.8056640625}, {"start": 2570.63, "end": 2570.71, "word": " ع", "probability": 0.5078125}, {"start": 2570.71, "end": 2570.99, "word": " هيكل", "probability": 0.5711669921875}, {"start": 2570.99, "end": 2571.15, "word": " هم", "probability": 0.716064453125}, {"start": 2571.15, "end": 2571.57, "word": " الكاتلة", "probability": 0.347412109375}, {"start": 2571.57, "end": 2572.03, "word": " المادة", "probability": 0.7727864583333334}, {"start": 2572.03, "end": 2572.21, "word": " ان", "probability": 0.354736328125}, {"start": 2572.21, "end": 2572.45, "word": " شاء", "probability": 0.98388671875}, {"start": 2572.45, "end": 2572.63, "word": " الله", "probability": 0.95068359375}, {"start": 2572.63, 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/T2PklTp3S9c.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/T2PklTp3S9c.srt
new file mode 100644
index 0000000000000000000000000000000000000000..01985fdbb6abb17d1dfbfe5827a7245e8452e9e4
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/T2PklTp3S9c.srt
@@ -0,0 +1,1962 @@
+1
+00:00:20,670 --> 00:00:23,810
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,810 --> 00:00:27,110
+وبركاته إحنا اليوم إن شاء الله هنشوف أمثلة مباشرة 
+
+3
+00:00:27,110 --> 00:00:29,890
+عن boundary condition problems هنشوف الطريقتين
+
+4
+00:00:29,890 --> 00:00:33,730
+هنشوف كيف لو كان ال potential بس دالة واحدة من
+
+5
+00:00:33,730 --> 00:00:36,290
+المتغيرات كيف أنه بنعمل بال integration ونحصل على 
+
+6
+00:00:36,290 --> 00:00:39,910
+نتائجنا طبعًا بيستعمل ال boundary conditions و
+
+7
+00:00:39,910 --> 00:00:42,230
+الحالة الثانية أنه هنشوف كيف ال separation
+
+8
+00:00:42,230 --> 00:00:44,530
+of variables المعناه بيكون ال potential بعتمد على ال X و
+
+9
+00:00:44,530 --> 00:00:48,550
+ال Y و ال Z هنبدأ بالمثال اللي قدامنا المثال اللي 
+
+10
+00:00:48,550 --> 00:00:51,530
+أمامنا يقول أن فيه ال current carrying
+
+11
+00:00:51,530 --> 00:00:54,450
+components in high voltage power equipment must
+
+12
+00:00:54,450 --> 00:00:57,390
+يكون يعني ما يكون يعني أن ال components بتحمل
+
+13
+00:00:57,390 --> 00:01:01,310
+تيارات في high voltage لازم نبردها الطريقة اللي
+
+14
+00:01:01,310 --> 00:01:03,950
+بتحكي عنها بيسموها ال electrohydronic
+
+15
+00:01:06,130 --> 00:01:10,470
+power أو يعني pump, electro hydronic pump ليه EHD؟
+
+16
+00:01:10,470 --> 00:01:13,490
+هذه بتستخدم عشان تعمل cooling للّي هي ال
+
+17
+00:01:13,490 --> 00:01:16,930
+components في ال high voltageالفكرة بتاعتها أنّه
+
+18
+00:01:16,930 --> 00:01:20,910
+بيكون فينا electronic .. يعني الشحنات بتصدر من
+
+19
+00:01:20,910 --> 00:01:26,030
+يعني ببساطة استحداث في أحد ال electrode و بتروح للـ
+
+20
+00:01:26,030 --> 00:01:29,730
+electrode الثاني و هي بتتحرك و بتنقل الحرارة فبتبرد
+
+21
+00:01:29,730 --> 00:01:32,770
+ال electrical components طب عندنا معناه الـ 
+
+22
+00:01:32,770 --> 00:01:36,050
+different charges مثلًا بحكي عن charges أو يعني
+
+23
+00:01:36,050 --> 00:01:41,660
+توليد للشحنات في عندي free charges هو معطينا أن ال
+
+24
+00:01:41,660 --> 00:01:44,720
+charge density قيمتها  zero وأنها uniform يعني لا
+
+25
+00:01:44,720 --> 00:01:48,060
+بتعتمد على X ولا V ولا Z كونستانت قيمتها خمس و
+
+26
+00:01:48,060 --> 00:01:53,280
+عشرين ميلي كولوم بالمتر مكعب الـ V not اللي هي عند الـ Z
+
+27
+00:01:53,280 --> 00:01:58,600
+equal zero اثنين و عشر كيلو فولت أو الـ V عند الـ D
+
+28
+00:01:58,600 --> 00:02:02,120
+بتساوي zero إذا هذه هي الأسطوانة اللي بتمثل ال
+
+29
+00:02:02,120 --> 00:02:08,070
+electro hydrodynamics pump ايش طالب منها؟ طالب منّا
+
+30
+00:02:08,070 --> 00:02:13,430
+أن نجيب ال potential و ال voltage طبعًا و ال
+
+31
+00:02:13,430 --> 00:02:19,050
+electric field و ال total charge نبدأ في أنّه إحنا
+
+32
+00:02:19,050 --> 00:02:21,930
+عندنا كلّها أنّه في different charges إذا ال
+
+33
+00:02:21,930 --> 00:02:24,550
+charge معناها لا تساوي zero إذا بستخدم لبلاس
+
+34
+00:02:24,550 --> 00:02:29,910
+equation اللي بمعنى أن دل التطبيع V بتساوي equation
+
+35
+00:02:29,910 --> 00:02:33,210
+بمعنى أن رو V لا تساوي Zero لما بيكون Zero قولنا
+
+36
+00:02:33,210 --> 00:02:36,450
+بنسمّيه لبلاس بس هم equations إذا بنستخدم بسهولة
+
+37
+00:02:36,450 --> 00:02:40,290
+equation لأن دلتر بيع V بتساوي minus رو V على
+
+38
+00:02:40,290 --> 00:02:44,150
+إبسيلون إحنا قلنا رو V ما لها كونستانت، يونفورم إذا
+
+39
+00:02:44,150 --> 00:02:47,350
+بقدر أعوّض عن رو V بـ 0 ايش ال boundary conditions
+
+40
+00:02:47,350 --> 00:02:50,150
+الّلي استعملنا الّلي أنا حكيتهم معكم، قرأتهم معكم 
+
+41
+00:02:50,150 --> 00:02:55,830
+and V at Z equals 0 بتساوي V نول و V at Z equals D
+
+42
+00:02:55,830 --> 00:02:59,130
+بتساوي 0 وكمان حاجة بلاحظها إن ال potential ماله
+
+43
+00:02:59,130 --> 00:03:02,910
+بقت متفق على ال Z direction لا ال component في ال 
+
+44
+00:03:02,910 --> 00:03:06,600
+raw ولا في ال Phi يعني لا كمبونات في اتجاه ال raw
+
+45
+00:03:06,600 --> 00:03:09,640
+ولا كمبونات في اتجاه ال Phi ال potential هيكون ما
+
+46
+00:03:09,640 --> 00:03:12,840
+بين ال two electrodes هيكون ما بين ال Z equal zero
+
+47
+00:03:12,840 --> 00:03:15,700
+و ال Z equal D ال potential ما بين هدول المقاطع 
+
+48
+00:03:15,700 --> 00:03:19,760
+إذا بقي فقط على ال Z direction إذا هذه المعلومات
+
+49
+00:03:19,760 --> 00:03:22,700
+صارت معنا أن نحط بيها بـ equation بتقول أن دل
+
+50
+00:03:22,700 --> 00:03:28,710
+تربيع V بتساوي minus rho V على epsilon طبعًا قولنا V
+
+51
+00:03:28,710 --> 00:03:32,350
+ما لها بتعتمد فقط على Z و D التربية في ال 
+
+52
+00:03:32,350 --> 00:03:34,850
+cylindrical coordinate إحنا شفنا في المحاضرة الماضية
+
+53
+00:03:34,850 --> 00:03:38,750
+في component بتعتمد على ال raw واحدة بتعتمد على ال
+
+54
+00:03:38,750 --> 00:03:42,730
+Phi والثانية بتعتمد على ال Z دي V بي دي رو زيرو دي
+
+55
+00:03:42,730 --> 00:03:46,750
+V بي دي Phi زيرو ميبقى إن دي تربيع V بي دي Z تربيع
+
+56
+00:03:46,750 --> 00:03:50,920
+إذا أنت تتبسط المعادلة اللي أمامنا الـ دي تربيع V
+
+57
+00:03:50,920 --> 00:03:55,300
+على دي تربيع Z بتساوي minus رو نض على إبسلون، إبسلون
+
+58
+00:03:55,300 --> 00:03:58,600
+الّلي هي ال dialectic أو ال dielectric constant
+
+59
+00:03:58,600 --> 00:04:00,440
+لمين؟ للميديا
+
+60
+00:04:05,500 --> 00:04:11,060
+أول حاجة بنكامل أول مرة عند D2V by DZ تربيع بتساوي
+
+61
+00:04:11,060 --> 00:04:14,660
+some constant لأن بدأ أكامل بيصير DV by DZ ايش
+
+62
+00:04:14,660 --> 00:04:20,180
+بتساوي minus rho naught على epsilon Z زائد some
+
+63
+00:04:20,180 --> 00:04:24,060
+constant لأنّ واحنا مش عاملينها محدّدة ال integration
+
+64
+00:04:24,060 --> 00:04:27,460
+and to remind لازم نحطّ لها اللي هو ال constant
+
+65
+00:04:27,460 --> 00:04:30,540
+الأول اللي هذا بتحدثه من وين؟ من بعض ال conditions
+
+66
+00:04:30,980 --> 00:04:35,580
+بكامل كمان مرة DV by DZ بتساوي some constant
+
+67
+00:04:35,580 --> 00:04:40,020
+multiplied by Z زائد عنظر constant عشان تعطيني V
+
+68
+00:04:40,020 --> 00:04:44,740
+بتساوي minus rho0 Z تربيع على اثنين إبسيلون زائد A Z
+
+69
+00:04:44,740 --> 00:04:47,760
+زائد B إذا A و B منهم بدنا نحدّددهم في ال boundary كل 
+
+70
+00:04:47,760 --> 00:04:50,780
+شيء دعوني أكمل المعادلة لأنّ أنا أقصد فيها عشان نفكّر 
+
+71
+00:04:50,780 --> 00:04:54,440
+الصورة الثانية إذا V لحد الأيه؟ as function of Z
+
+72
+00:04:54,440 --> 00:05:03,610
+عشان تساوي minus rho0 V Z تربيع على اثنين إبسيلون
+
+73
+00:05:03,610 --> 00:05:10,130
+زائد A في Z زائد B هذه هي المعادلة طبعًا
+
+74
+00:05:10,130 --> 00:05:13,350
+إحنا اتفقنا أن ال A و ال B طبعًا ال solution هذا مش
+
+75
+00:05:13,350 --> 00:05:17,970
+كامل إذا تركت الحلّ بهذا الشكل لأيّ انسان هذا يتبقى
+
+76
+00:05:17,970 --> 00:05:22,170
+على أي أسطوانة مالهوش علاقة بالأسطوانة الّلي عندها
+
+77
+00:05:22,170 --> 00:05:27,570
+ال potential Z equals zero و عند Z equal D بتساوي
+
+78
+00:05:27,570 --> 00:05:33,370
+zero هذا يعني بيحقّق عدد لا نهائي من الحلول ايش 
+
+79
+00:05:33,370 --> 00:05:37,110
+ما بعوّض عن A و B بيعطيني حلّ A و B ممكن يكونوا أيّ
+
+80
+00:05:37,110 --> 00:05:40,430
+رقم لكن عشان نطبّق هذا ال solution للـ 
+
+81
+00:05:40,430 --> 00:05:45,110
+electrohydraulic بتاعتنا لازم نستخدم ال 
+
+82
+00:05:45,110 --> 00:05:50,370
+boundary conditions إذا بدي أطبّق عند Z equal Zero D
+
+83
+00:05:50,370 --> 00:05:55,310
+at Zero ايش أنها بتساوي Zero هذه بتروح و هذه بتروح
+
+84
+00:05:55,310 --> 00:05:58,310
+بالضبط هيك إذا أول حاجة النتيجة هيك ايش بتساوي 
+
+85
+00:05:58,310 --> 00:06:06,590
+V0 و V عند D ايش ما بتساوي Zero إذا ناقص Raw Not D
+
+86
+00:06:06,590 --> 00:06:15,810
+تربيع على اثنين إبسيلون زائد A في D زائد B بتساوي Zero
+
+87
+00:06:15,810 --> 00:06:19,670
+الطبيعي عارفين اللي هي V0 طلّعت لنا من يجيب A إذا A
+
+88
+00:06:19,670 --> 00:06:26,710
+ايش بتساوي Raw Not D تربيع على اثنين إبسيلون ماينص
+
+89
+00:06:26,710 --> 00:06:28,430
+بيه V0 على D  ماينص V0 على D
+
+90
+00:06:40,630 --> 00:06:44,450
+إذا نستخدم ال boundary conditions و بقدر أجيب قيم
+
+91
+00:06:44,450 --> 00:06:49,310
+A و B و أعوّض عنهم ايه زي ما أنتم شايفين طلّعت معنا
+
+92
+00:06:49,310 --> 00:06:55,510
+B بتساوي V0 و A rho0 D على اثنين إبسيلون - V0 على D طبعًا 
+
+93
+00:06:55,510 --> 00:07:00,510
+لو دخلنا D هنا هتصبح rho0D على اثنين إبسيلون - V0 على
+
+94
+00:07:00,510 --> 00:07:03,480
+D واضح؟ طب إتّبعنا ال electric field إحنا قلنا من 
+
+95
+00:07:03,480 --> 00:07:06,120
+ذاكر ال electric field يا من gas يا من carbon يا
+
+96
+00:07:06,120 --> 00:07:09,780
+من ال potential إحنا هذا المثال واضح أنّه مقدرش 
+
+97
+00:07:09,780 --> 00:07:11,960
+نستخدم إلا ال potential مقدرش إلا بال potential
+
+98
+00:07:11,960 --> 00:07:14,780
+يعني ما فيش مجال أحلّ هذا المثال ال electric field
+
+99
+00:07:14,780 --> 00:07:16,600
+على طريق ال potential عشان هيك جبنا ال potential
+
+100
+00:07:16,600 --> 00:07:21,930
+ال electric field هي بتساوي minus grade V طب هنا قلنا
+
+101
+00:07:21,930 --> 00:07:25,170
+في ما لها function فقط في ال Z ال gradient الّلي هي 
+
+102
+00:07:25,170 --> 00:07:29,870
+برضه تتبع ال raw وعال Phi وعال Z ال two components
+
+103
+00:07:29,870 --> 00:07:32,970
+ال other two components هيكونوا لل Zero هتضلّ لنا مين؟
+
+104
+00:07:32,970 --> 00:07:37,710
+minus DV by DZ زائدها إذا اتجاه ال electric field
+
+105
+00:07:37,710 --> 00:07:43,490
+هو في اتجاه ال Z direction and father ايش هتعطينا؟
+
+106
+00:07:43,490 --> 00:07:49,360
+Raw knot Z على إبسيلونو طبعًا فيه ناقص فبتصير هي
+
+107
+00:07:49,360 --> 00:07:52,620
+plus minus A في Z زائدها طبعًا ايه؟ اللي هي هذا
+
+108
+00:07:52,620 --> 00:07:57,960
+القيمة، بطلّت يعني undefined لو عوضنا بتعطينا اللي
+
+109
+00:07:57,960 --> 00:08:02,520
+هي قيمة ال electric بده ال net force و ال pressure
+
+110
+00:08:02,520 --> 00:08:10,540
+طبعًا ال force اللي بتساوي ال integral ل Q في E ال Q
+
+111
+00:08:10,540 --> 00:08:19,740
+علينا ميه؟ ال Q علينا ميه؟ ال Q علينا 
+
+112
+00:08:19,740 --> 00:08:20,800
+ميه؟ ال Q علينا ميه؟ ال Q علينا ميه؟ ال Q علينا
+
+113
+00:08:20,800 --> 00:08:21,100
+ميه؟ ال Q علينا ميه؟ ال Q علينا ميه؟ ال Q علينا
+
+114
+00:08:21,100 --> 00:08:21,660
+ميه؟ ال Q علينا ميه؟ ال Q علينا ميه؟ ال Q علينا
+
+115
+00:08:21,660 --> 00:08:21,880
+ميه؟ ال Q علينا ميه؟ ال Q علينا ميه؟ ال Q علينا
+
+116
+00:08:21,880 --> 00:08:23,400
+ميه؟ ال Q علينا ميه؟ ال Q علينا ميه؟ ال Q علينا
+
+117
+00:08:23,400 --> 00:08:24,880
+ميه؟ ال Q علينا ميه؟ ال Q علينا ميه؟ ال Q علينا
+
+118
+00:08:24,880 --> 00:08:31,040
+ميه؟ ال Q علينا ميه؟ ال Q
+
+119
+00:08:31,040 --> 00:08:38,460
+علينا ميه؟ ال Q علينا ميه؟ ال Q علينا ميه
+
+120
+00:08:41,100 --> 00:08:46,520
+عند ال integral لدى S و لأنه لا تعتمد E على لا رو
+
+121
+00:08:46,520 --> 00:08:50,000
+ولا فاي فبقدر آخد ال DS لحالها دي S اللي فيها 
+
+122
+00:08:50,000 --> 00:08:54,580
+الاعتمادية على رو و الفاي و بقول أن التكامل ل E DZ
+
+123
+00:08:54,580 --> 00:08:58,620
+وجدت من و من Zero ل D طبعًا DS بتعطينا S بس لو
+
+124
+00:08:58,620 --> 00:09:00,740
+حطيتها في دالة ال رو و الفاي ففي النهاية هتعطيني ال
+
+125
+00:09:00,740 --> 00:09:04,600
+S limits تعانها لازم أحضر عندي رو نوت في S وهي
+
+126
+00:09:04,600 --> 00:09:07,660
+هكمل E DZ بتعوّض عن ال E و كامل
+
+127
+00:09:10,900 --> 00:09:16,080
+هذه هتعطينا V نض على D تكملها هتعطينا في Z رو نض
+
+128
+00:09:16,080 --> 00:09:20,100
+على epsilon في Z هتعطينا رو نض على epsilon في Z تربيع على 2
+
+129
+00:09:20,100 --> 00:09:24,380
+ال term الآخر هتعطيني minus rho على epsilon في D على 2
+
+130
+00:09:24,380 --> 00:09:29,220
+في Z يعني هيكون في عندي تربيع الاعتمادية تربيعية
+
+131
+00:09:29,220 --> 00:09:33,660
+طبعًا زي ما أنتم شايفين هي الاعتمادية تربيعية
+
+132
+00:09:33,660 --> 00:09:39,120
+وطبعًا اتجاهها من Zero ل D في تجاه Z hat إذا عوضنا عن
+
+133
+00:09:39,120 --> 00:09:43,600
+D عن Z بتساوي D و طرحنا منها عن Z equals 0 فالـ
+
+134
+00:09:43,600 --> 00:09:46,740
+zero كلّ هذا term ساوى صفر لأنّ كل term يتمد على Z
+
+135
+00:09:46,740 --> 00:09:52,400
+د بس اللي بتمد على D فإذا عوضنا على D بنحصل على
+
+136
+00:09:52,400 --> 00:09:56,960
+قيمة ال force واضح؟ في أيّ سؤال لحد هنا؟
+
+137
+00:10:02,440 --> 00:10:05,380
+البريشر قلنا هو ال force per unit area ما عليه ال 
+
+138
+00:10:05,380 --> 00:10:10,100
+SMF على S و طبعًا البريشر ما له ال quantity is 
+
+139
+00:10:10,100 --> 00:10:12,320
+scalar ال quantity فبآخذ المجنيد بتاعه تطلع ال force
+
+140
+00:10:12,320 --> 00:10:17,040
+per unit area فتعطيني اللي رو نود V نود فهم يعطينا 
+
+141
+00:10:17,040 --> 00:10:21,480
+قيمة رو نود و V نود قد ايش قيمهم و بحصل على البريشر
+
+142
+00:10:21,480 --> 00:10:25,640
+بيه ال newton per meter تربيع واضح؟ في عنده
+
+143
+00:10:25,640 --> 00:10:33,180
+استفسار؟ فهذا السؤال الأول السؤال الثاني يعني ما
+
+144
+00:10:33,180 --> 00:10:36,700
+شاء الله واضح مش أي سلسلة تمام ممتازة السؤال
+
+145
+00:10:36,700 --> 00:10:41,520
+الثاني هي مبدأ اللي هي Xerox Machine Xerographic
+
+146
+00:10:41,520 --> 00:10:44,340
+Copying Machine أو Xerox Machine باختصار مسئول
+
+147
+00:10:44,340 --> 00:10:48,460
+عنها الفكرة أنتم زي ما شايفين في عندي هو photo
+
+148
+00:10:48,460 --> 00:10:53,400
+conductive وفي عندي اللي هو two plates اثنين ما هم
+
+149
+00:10:53,400 --> 00:10:58,380
+grounded وطبعًا هذا ماخذه كسبيل مثل X direction إن 
+
+150
+00:10:58,380 --> 00:11:01,600
+ال limits بتعمل photographic ال photo conductor من
+
+151
+00:11:01,600 --> 00:11:05,680
+Zero ل A و الفراغ اللي فيه في ال photo conductor
+
+152
+00:11:05,680 --> 00:11:08,840
+عندنا من A ل D، بيكون دائمًا مشحون ال photo
+
+153
+00:11:08,840 --> 00:11:13,390
+conductor بتسقط عليه شعاع على سبيل المثال مش اللي بيصير أنّه
+
+154
+00:11:13,390 --> 00:11:16,690
+لما نحطّ القماش عشان نعملها copying بيصير
+
+155
+00:11:16,690 --> 00:11:19,770
+combination هاي العملية هنا ما بين ال positive و
+
+156
+00:11:19,770 --> 00:11:23,990
+ال negative charges وبالتالي لما يحطّوا الحبر بياخد
+
+157
+00:11:23,990 --> 00:11:27,970
+تسخّن ال ... المادة ال ... ال ... النسخة اللي أنا بتاخد
+
+158
+00:11:27,970 --> 00:11:32,810
+منها ال copy و الحبر بياخد اللي هي ال form أو يعني 
+
+159
+00:11:32,810 --> 00:11:37,110
+بتشكل حسب اللي هي المعلومات اللي موجودة على النسخة 
+
+160
+00:11:37,110 --> 00:11:41,430
+الأصلية وبعد هيك بيروح و بيمرّ عليه الورق الأبيض و
+
+161
+00:11:41,430 --> 00:11:45,890
+بياخد النسخة و بيعمل النسخة ايش اللي طاروا من هذا؟
+
+162
+00:11:45,890 --> 00:11:50,910
+هذه هي الفكرة احنا بدنا نقرّر أو نحدّد we want to
+
+163
+00:11:50,910 --> 00:11:56,370
+determine الصورة هي أقرأ لكم إياها بالإنكليزي، الصورة 
+
+164
+00:11:56,370 --> 00:12:01,150
+بتتطور من brushing، brushing يعني أنّه بفرش، a charged
+
+165
+00:12:01,150 --> 00:12:03,290
+black powder over the surface of the
+
+166
+00:12:03,290 --> 00:12:05,850
+photoconductor هو اللي بعث الإشارة الموجبة، the
+
+167
+00:12:05,850 --> 00:12:08,270
+electric field attracts the charged powder which
+
+168
+00:12:08,270 --> 00:12:11,310
+is later transferred to the paper and melted to
+
+169
+00:12:11,310 --> 00:12:14,330
+form a permanent image We want to determine the
+
+170
+00:12:14,330 --> 00:12:17,110
+electric field below and above the surface of the 
+
+171
+00:12:17,110 --> 00:12:19,310
+photoconductor. يعني بدنا ال electric field في هذه
+
+172
+00:12:19,310 --> 00:12:22,310
+ال region من 0 ل A و ال electric field above ال 
+
+173
+00:12:22,310 --> 00:12:26,130
+photoconductor هي من A ل D بدنا electric field في
+
+174
+00:12:26,130 --> 00:12:29,610
+ال two regions عندنا ال boundary conditions واضح
+
+175
+00:12:29,610 --> 00:12:32,710
+أنّه في عندنا boundary عند ال A في عندنا واضح
+
+201
+00:14:11,090 --> 00:14:14,350
+the potential، المثال الأولاني، بتطلع ال blades
+
+202
+00:14:14,350 --> 00:14:17,830
+هنا، هنا ال charger بتنتج وهنا بتروح، إذا اعتمادية
+
+203
+00:14:17,830 --> 00:14:19,730
+على هذا ال axis ال potential، بين هدولة ال two
+
+204
+00:14:19,730 --> 00:14:23,690
+blades، هنا عمللياهم بعد الشكل اعتمادية على ال x
+
+205
+00:14:23,690 --> 00:14:27,710
+-axis، انتهت القصة، فشي على ال z و ال y، إذا سهل
+
+206
+00:14:27,710 --> 00:14:31,520
+جدا، هنا by double integration نحدد الـ two regions
+
+207
+00:14:31,520 --> 00:14:34,200
+أنها potential في الـ photoconductor اللي هي من 0
+
+208
+00:14:34,200 --> 00:14:39,380
+لـ A و 1 من A لفوق لـ D فإذا عندي two potentials
+
+209
+00:14:39,380 --> 00:14:42,520
+واحد اللي هو بنطبق على ال region for X أقل من A
+
+210
+00:14:42,520 --> 00:14:46,780
+والتاني في ال region X أكبر من A for X أكبر من A
+
+211
+00:14:46,780 --> 00:14:50,480
+هو نعطيها أبسلون واحد أه صح يعني X أكبر من A
+
+212
+00:14:50,480 --> 00:14:53,760
+أبسلون واحد فعشان هيك بسميهم واحد يعني عشان تتناسب
+
+213
+00:14:53,760 --> 00:14:57,380
+مع ال Epsilon تبعها فإذا V واحد بيساوي A واحد X
+
+214
+00:14:57,380 --> 00:15:07,040
+سائد B واحد الثانية V2 بتساوي A2 X أقل من A وطبعا كل
+
+215
+00:15:07,040 --> 00:15:11,420
+هدول ال constants A1, A2, B1, B2 بنجيبهم من ال
+
+216
+00:15:11,420 --> 00:15:15,280
+boundary conditions أول two boundary conditions
+
+217
+00:15:15,280 --> 00:15:20,320
+احنا حكيناهم اللي هي V1 عند ال D بتساوي Zero و V2
+
+218
+00:15:20,320 --> 00:15:25,540
+ليش هاللي اتحلمناهم V1 و V2 لأن V1 اللي هي في هال
+
+219
+00:15:25,540 --> 00:15:30,660
+region فأكيد V1 اللي لازم تكون عند D بصورة صفر و V2
+
+220
+00:15:30,660 --> 00:15:33,660
+في هال region V2 هي اللي عند ال zero بصورة صفر
+
+221
+00:15:33,660 --> 00:15:37,440
+واضح؟ احنا قلنا بشكل عام ال potential عند X equal
+
+222
+00:15:37,440 --> 00:15:40,580
+zero صفر و potential عند X equal D بصورة صفر
+
+223
+00:15:40,810 --> 00:15:45,430
+اتحدثناهم قلنا سميناها V1 في ال region A أكبر من
+
+224
+00:15:45,430 --> 00:15:52,170
+X أكبر من A V1 سميناها و for X أقل من A سميناها V2
+
+225
+00:15:52,170 --> 00:15:57,870
+فإذا عيلنا V1 and X بتساوي D بتساوي 0 و V2 عند X
+
+226
+00:15:57,870 --> 00:16:03,410
+equal 0 بتساوي 0 لو عوضنا إيش بيصير V1 بتساوي 0
+
+227
+00:16:03,410 --> 00:16:10,130
+عوض عن X بـ D إذا V1 إيش بتساوي minus A1 في D
+
+228
+00:16:28,470 --> 00:16:35,030
+بتساوي a1d بزاق بـ واحد إذا B واحد بتساوي ماينوس
+
+229
+00:16:35,030 --> 00:16:41,310
+a واحد في دي كمان في تنين عند ال zero بتساوي zero
+
+230
+00:16:41,310 --> 00:16:43,050
+بتساوي B2
+
+231
+00:16:49,260 --> 00:16:52,560
+لسه احنا ما خلصناش كل المجاهيل، احنا قدرنا نجيب
+
+232
+00:16:52,560 --> 00:16:55,720
+بعضهم، عرفنا أن B اتنين بالسوء zero، هاي عرفنا
+
+233
+00:16:55,720 --> 00:17:00,320
+واحد، والتاني جيبنا العلاقة من A واحد و B واحد لـ A
+
+234
+00:17:00,320 --> 00:17:03,580
+واحد وثمان اثنان اي واحد دي، لازمني أعرف يا A واحد
+
+235
+00:17:03,580 --> 00:17:06,660
+يا B واحد، إذا عرفت A واحد باعرف B واحد، إذا عرفت
+
+236
+00:17:06,660 --> 00:17:09,580
+B واحد باعرف A واحد، ومن كمان A تنين، لسه هدول
+
+237
+00:17:09,580 --> 00:17:14,180
+المجاهيل كمان قلنا في كمان واحدة boundary
+
+238
+00:17:14,180 --> 00:17:16,980
+condition كمان قلنا ال normal component لـ D
+
+239
+00:17:16,980 --> 00:17:21,640
+بيتساوي مين ال surface charge density إذا D 1 N
+
+240
+00:17:21,640 --> 00:17:26,220
+minus D 2 N بتساوي رقص عند مين عند X بتساوي أين
+
+241
+00:17:26,220 --> 00:17:29,480
+عند بالتمام ال interface بين اللي هو ال photo
+
+242
+00:17:29,480 --> 00:17:36,240
+conductor و ال dielectric اللي فوق إذا معناه بدأ
+
+243
+00:17:36,240 --> 00:17:40,440
+أجيب ال D هدول اللي احنا عملناهم على الصدورة
+
+244
+00:17:43,460 --> 00:17:48,220
+عشان أجيب ال D بدي أجيب ال E كيف بدي أجيب ال E؟ ال
+
+245
+00:17:48,220 --> 00:17:52,700
+E هي عبارة عن دل ال V فإيش هيكون؟ عندي ال D بتساوي
+
+246
+00:17:52,700 --> 00:17:58,420
+Epsilon E و E قلنا بتساوي منص دل ال V و ال V احنا
+
+247
+00:17:58,420 --> 00:18:01,580
+قلنا بعد مدة على مينة؟ ال X إذا هتكون DV by DX
+
+248
+00:18:01,580 --> 00:18:07,920
+فعندي منص Epsilon دل ال V رؤس بتساوي D1n منص D2n
+
+249
+00:18:07,920 --> 00:18:16,280
+D1n إيش هتكون؟ Epsilon 1 E1n و D2 هتكون E2 E2N
+
+250
+00:18:16,280 --> 00:18:20,120
+وبالتالي بقدر أجيبهم من تفاضل اللي هي ال vote
+
+251
+00:18:20,120 --> 00:18:26,860
+potential DV1 by DX و DV2 by DX طب لو أنا فضلت V1
+
+252
+00:18:26,860 --> 00:18:34,000
+إيش بتساوي بشكل عام V1 بتساوي A1 X ذات V1 و V2
+
+253
+00:18:34,000 --> 00:18:38,640
+بتساوي A2 X ذات V2 التفاضل هو بالنسبة لـ X من A1 و
+
+254
+00:18:38,640 --> 00:18:42,730
+A2 بعد النتيجة زي ما أنتم شايفين إذا رؤس إيش بيبقى
+
+255
+00:18:42,730 --> 00:18:46,510
+تساوي مغنى ايسون واحد اي واحد زاد ايسون اتنين
+
+256
+00:18:46,510 --> 00:18:54,330
+اتنين اي واحد اتنين
+
+257
+00:18:54,330 --> 00:18:58,810
+اتنين اتنين اتنين اتنين اتنين اتنين اتنين اتنين
+
+258
+00:18:58,810 --> 00:18:59,230
+اتنين اتنين اتنين اتنين اتنين اتنين اتنين اتنين
+
+259
+00:18:59,230 --> 00:18:59,250
+اتنين اتنين اتنين اتنين اتنين اتنين اتنين اتنين
+
+260
+00:18:59,250 --> 00:19:02,330
+اتنين اتنين اتنين اتنين اتنين اتنين اتنين اتنين
+
+261
+00:19:02,330 --> 00:19:06,070
+اتنين اتنين اتنين اتنين اتنين اتنين ات
+
+262
+00:19:09,100 --> 00:19:11,900
+احنا اهالي الرابعة المعادلة الرابعة لدينا أربعة
+
+263
+00:19:11,900 --> 00:19:14,540
+مجاهير فهنا أربعة معادلات عند ال potential عند ال
+
+264
+00:19:14,540 --> 00:19:17,360
+zero قلنا بيساوي zero potential عند ال D بيساوي
+
+265
+00:19:17,360 --> 00:19:20,380
+zero قلنا ال normal component لدى D عند ال
+
+266
+00:19:20,380 --> 00:19:23,340
+interface بيساوي رقص و ال potential نفسه عند ال A
+
+267
+00:19:23,340 --> 00:19:26,260
+أشمال لازم يكون continuous فعند ال potential عند
+
+268
+00:19:26,260 --> 00:19:28,660
+ال A لازم يكون متساوي فهنا المعادلة اللي أنا
+
+269
+00:19:28,660 --> 00:19:32,120
+ما كتبتاش لسه اللي هي V واحد عند X بيساوي A هساوي V
+
+270
+00:19:32,120 --> 00:19:38,290
+تنين عند X بيساوي A اللي هي هذه V1 عند X بالساوية L
+
+271
+00:19:38,290 --> 00:19:43,730
+هي A1 في X عوضنا عن X بـ A زائد B1 بتساوي A8 في L
+
+272
+00:19:43,730 --> 00:19:50,240
+فعنا هي واحدة وهي معادلة وهي تالتة ورابعين عندي
+
+273
+00:19:50,240 --> 00:19:53,440
+اتقاعد ال B2 بأعوض عنها بالسوء 0 خلاص احنا
+
+274
+00:19:53,440 --> 00:19:59,420
+عارفينها في عند ال B1 مربوطة بـ A1 بدلالة D بقدر
+
+275
+00:19:59,420 --> 00:20:03,480
+أعوض عنها هنا فإيش بجيب علاقة بين مين ومين من A2
+
+276
+00:20:03,480 --> 00:20:09,660
+و A1 بأعوض عن واحدة منهم هنا بأعوض عن مثلا A1 أو A2
+
+277
+00:20:09,660 --> 00:20:13,060
+نعملهم بالتفصيل واضح إيش اللي صار القصار أول حاجة
+
+278
+00:20:13,060 --> 00:20:17,720
+احنا عرفنا ال B1 بدلالة A1 لعوضناها هذه اللي هي من
+
+279
+00:20:17,720 --> 00:20:24,940
+V1 at A بيساوي V2 at N لعوضناها عن V1 بيجيب علاقة
+
+280
+00:20:24,940 --> 00:20:29,460
+A2 بـ A1 يعني هاي اللي هي من ال normal component لل
+
+281
+00:20:29,460 --> 00:20:34,960
+D تربط A1 و A2 بعوض عن A2 أو A1 بجيب واحدة منهم
+
+282
+00:20:34,960 --> 00:20:39,320
+خلاص يعني انتهت صار معروفة عند ال A2 أو ال A1
+
+283
+00:20:39,320 --> 00:20:42,960
+أبدات الرؤس Epsilon 1 Epsilon 2 صارت معروفة عرفنا
+
+284
+00:20:42,960 --> 00:20:49,490
+A1 بنعرف A2 بنعرف اللي هو B1، واضح؟ إذا معناه أنه
+
+285
+00:20:49,490 --> 00:20:51,890
+بقدر أجيب اللي هي ال electric field و هذا دائما
+
+286
+00:20:51,890 --> 00:20:54,990
+لازم نطبقه لـ E1 و E2 اللي هي E1 إيش اللي قلنا
+
+287
+00:20:54,990 --> 00:21:02,410
+بتساوي minus del E1 هتكون E1 D1 دي فيها E1 E1 هي
+
+288
+00:21:02,410 --> 00:21:07,470
+minus del V هي minus DV by DX اللي هي قلنا إيش
+
+289
+00:21:07,470 --> 00:21:08,710
+هتساوي بساطة E1
+
+290
+00:21:11,340 --> 00:21:16,340
+-A1 في اتجاه ال X-axis و E2 إيش هتكون minus A2 في
+
+291
+00:21:16,340 --> 00:21:20,640
+X hat و هدول احنا طلعهم فبنعوض عنهم في المعادلة
+
+292
+00:21:20,640 --> 00:21:26,380
+وبالتالي بحصل على E1 و E2 واضح؟ تمام إذا كل هاي
+
+293
+00:21:26,380 --> 00:21:29,740
+قضية الجبرة بس الواحد دي تتحقق من ال configuration
+
+294
+00:21:29,740 --> 00:21:32,580
+تبع ال problem بتاعته وين ال electric field وين ال
+
+295
+00:21:32,580 --> 00:21:35,600
+potential اتجاهه وين ال boundary conditions وبتتمتي
+
+296
+00:21:35,600 --> 00:21:41,560
+الحل تمام هي كده احنا شوفنا مثالين واحد على ال بصة
+
+297
+00:21:41,560 --> 00:21:47,080
+equation واحد على ال plus equation نشوف كمان مثال
+
+298
+00:21:47,080 --> 00:21:52,140
+إيش المثال هنا راح لمثال باكمد على الفاية احنا
+
+299
+00:21:52,140 --> 00:21:56,260
+الأمثلة شوفناهم يا بتلدوا على ال z يا على ال x برضه
+
+300
+00:21:56,260 --> 00:21:59,840
+لازالت variable واحد خلينا نشوف السؤال عندي ال semi
+
+301
+00:21:59,840 --> 00:22:03,750
+infinite conducting planes عندي semi-infinite إيش
+
+302
+00:22:03,750 --> 00:22:10,290
+معناه أنه بتده بس في نص ال globe نص الاسباسي فمثلا
+
+303
+00:22:10,290 --> 00:22:14,770
+عندنا ال plane الأولاني قاعد في equal zero يعني في
+
+304
+00:22:14,770 --> 00:22:20,070
+equal zero و من الرسمة واضح بمتد في اتجاه ال X و
+
+305
+00:22:20,070 --> 00:22:28,870
+ال Z بستر X و Z من اتجاهين واضح؟ بالتاني هو يعني
+
+306
+00:22:28,870 --> 00:22:36,950
+في equal five على ستة 1 and x and φ equal 0 وقلنا
+
+307
+00:22:36,950 --> 00:22:41,730
+في تدرون من ال X من ال روح المطابقة على ال X و
+
+308
+00:22:41,730 --> 00:22:46,630
+بتلف لحته Y 1 في 0 هتكون على ال X axis في على 6
+
+309
+00:22:46,630 --> 00:22:50,450
+طبعا ما بين ال X و ال Y هي شايفين ال X component و
+
+310
+00:22:50,450 --> 00:22:54,730
+هي ال Y axis و هي ال Z axis نعطينا قيم ال
+
+311
+00:22:54,730 --> 00:22:59,450
+potential على كل واحد من هدولة ال planes الأولاني
+
+312
+00:23:00,540 --> 00:23:04,260
+الـ Plane هذا اللي هو من اللي زمان قد حكينا عن Φ
+
+313
+00:23:04,260 --> 00:23:07,480
+equal zero هو semi-infinite لأنه semi-infinite
+
+314
+00:23:07,480 --> 00:23:11,540
+بروحيش لـ  ال minus x لو بروح من ال minus x لـ plus
+
+315
+00:23:11,540 --> 00:23:15,580
+x بصير infinite هذا الـ Plane لكن هو semi-infinite
+
+316
+00:23:15,580 --> 00:23:18,900
+لأنه بروح من minus z لـ plus z و فقط في ال positive
+
+317
+00:23:18,900 --> 00:23:23,710
+x axis هاي ال semi-infinite قيمة ال potential عند
+
+318
+00:23:23,710 --> 00:23:30,630
+هذا ال plane بتساوي 0 and 5 بتساوي
+
+319
+00:23:30,630 --> 00:23:34,730
+π على ستة اللي هو ال plane التاني قيمة ال
+
+320
+00:23:34,730 --> 00:23:40,210
+potential 100 volt بده يانا برضه نحصل V أو E إذا
+
+321
+00:23:40,210 --> 00:23:42,710
+عرفنا V دائما زي ما أنتم عارفين بنقدر نجيب ال E
+
+322
+00:23:42,710 --> 00:23:45,870
+طبعا احنا بنقدر نستخدم هنا من ال cylindrical
+
+323
+00:23:45,870 --> 00:23:49,850
+coordinate لأن فيه اعتمادية على ال Φ اعتمادية
+
+324
+00:23:49,850 --> 00:23:53,840
+على ال Φ فيه ال desert axis و فيه ال draw أولا
+
+325
+00:23:53,840 --> 00:23:57,420
+باعتمد على ال ρ بتنشغل محدد يعني Φ equal zero
+
+326
+00:23:57,420 --> 00:24:00,660
+و Φ π على تنسيق باعتمد على مين على Φ ال
+
+327
+00:24:00,660 --> 00:24:03,060
+boundary condition حتى يتسهل و لا اعتمادية
+
+328
+00:24:03,060 --> 00:24:06,020
+اعتمادية على Φ واحدة عند ال zero واحدة عند ال
+
+329
+00:24:06,020 --> 00:24:11,340
+π على ستة إذا دي تربيع V بتتبسط لمين واحد على
+
+330
+00:24:11,340 --> 00:24:15,320
+ρ تربيع دي تانية V باي دي Φ تربيع بتساوي إيش
+
+331
+00:24:15,320 --> 00:24:20,850
+سفر مش free charges مش هبصيرتي free charges بتنال
+
+332
+00:24:20,850 --> 00:24:24,010
+كامل طبعا ال ρ تربيع اللي تساوي zero واضح فيه قلو
+
+333
+00:24:24,010 --> 00:24:27,590
+radius فإذا ما بقدر أدب فيها بتروح فبصير عند ال D
+
+334
+00:24:27,590 --> 00:24:31,350
+V by D Φ إيش بتساوي constant كمان مرة أكامل V إيش
+
+335
+00:24:31,350 --> 00:24:39,190
+بتساوي ال constant في Φ زائد another constant V
+
+336
+00:24:39,190 --> 00:24:45,710
+بيبقى تساوي A Φ زائد B تمام؟ في حاجة مهمة إنه
+
+337
+00:24:45,710 --> 00:24:50,900
+دائما عند ال ρ equal to zero فيه gap and ال ρ
+
+338
+00:24:50,900 --> 00:24:53,960
+هيوحط لكيها في الرسمة في النجاب دي عشان ال
+
+339
+00:24:53,960 --> 00:24:58,040
+insulation يعني عشان ما يصيرش ال potential يعني
+
+340
+00:24:58,040 --> 00:25:01,180
+عشان يفصل ال two potentials ما يصيرش دي قاعدة
+
+341
+00:25:01,180 --> 00:25:05,200
+استوزيع لل potential ففي NDL gap صغيرة كتير لادرش
+
+342
+00:25:05,200 --> 00:25:08,260
+إن احنا بنهملها بس هي موجودة بتعمل زي insulation
+
+343
+00:25:08,260 --> 00:25:09,840
+بين ال two plates
+
+344
+00:25:14,690 --> 00:25:16,870
+هيجيبنا ال potential و طبعا هنا بس بنحط ال boundary
+
+345
+00:25:16,870 --> 00:25:19,790
+conditions إيش ال boundary conditions عندنا Φ كل
+
+346
+00:25:19,790 --> 00:25:23,050
+زيرو ال potential بيساوي زيرو and Φ كل π على
+
+347
+00:25:23,050 --> 00:25:26,670
+ستة ال potential بيساوي مية إيه معوض؟ إذا أنا عند
+
+348
+00:25:26,670 --> 00:25:31,530
+Φ كل زيرو بيحط بي إيش بيساوي صفر هيخلص من بي إيش
+
+349
+00:25:31,530 --> 00:25:35,730
+طبعا إن ال potential بيساوي إيه Φ؟ Φ نوت بشكل
+
+350
+00:25:35,730 --> 00:25:38,230
+عام اللي هي π على ستة ال note ها دي يعني some
+
+351
+00:25:38,230 --> 00:25:41,670
+constant V نوت إيش بتساوي إيه في نوت يعني بمعنى
+
+352
+00:25:41,670 --> 00:25:45,290
+إيه عرفناها ساعة V نوت اللي هي مية على في نوت
+
+353
+00:25:45,290 --> 00:25:49,110
+اللي هي π على ستة إذا بشكل عام V إيش بتساوي V
+
+354
+00:25:49,110 --> 00:25:52,400
+نوت على في نوت في في هدولة عارفينهم Φ نوت مية
+
+355
+00:25:52,400 --> 00:25:55,680
+و Φ نوت π على ستة لك أو في سؤال تاني قال لي
+
+356
+00:25:55,680 --> 00:25:59,800
+π مثلا هذا Φ بيساوي π اتنين بقدر استخدمها
+
+357
+00:25:59,800 --> 00:26:03,100
+لعلاقة يعني نتذكرها أن V بتساوي ال constant
+
+358
+00:26:03,100 --> 00:26:06,580
+potential على قيمة الزاوية اللي عندها معك فقيمة
+
+359
+00:26:06,580 --> 00:26:10,380
+ال potential في Φ إذا V بتتناسب تقريبا مع Φ
+
+360
+00:26:10,380 --> 00:26:14,340
+محل ال potential تظهر مين بدناه إيه إيه ال minus
+
+361
+00:26:14,340 --> 00:26:18,220
+ده V بتمت على Φ ناخد ال component بتاعة Φ
+
+362
+00:26:18,220 --> 00:26:23,450
+الواحد على ρ دي بي بي Φ و Φ هاتلو اتفضلنا
+
+363
+00:26:23,450 --> 00:26:26,570
+بالنسبة للـ Φ إيش بيظل عندنا ال constant V0 على Φ
+
+364
+00:26:26,570 --> 00:26:32,310
+نوت اللي هي 100 على π على 6 واحد على ρ في V0 على
+
+365
+00:26:32,310 --> 00:26:35,550
+Φ نوت في تجاه الـ Φ نوت معود بيعطينا قيمة ال
+
+366
+00:26:35,550 --> 00:26:41,650
+potential وقيمة ال equilibrium and النقطة واحد ده
+
+367
+00:26:41,650 --> 00:26:45,670
+بتاعت متعمين على θ ده عندي two cones ال cone
+
+368
+00:26:45,670 --> 00:26:48,970
+الأولاني طبعا ال cones اللي حددتهم بزاوية الـ رقص
+
+369
+00:26:48,970 --> 00:26:52,930
+بيسموها زاوية رقص المخرط اللي هي الأولى ال two
+
+370
+00:26:52,930 --> 00:26:58,090
+conducting cones الأولاني زاوية رقصه اللي هي θ
+
+371
+00:26:58,0
+
+401
+00:28:58,520 --> 00:29:02,120
+theta إيش بيساوي 2 sin θ cos θ يعني
+
+402
+00:29:02,120 --> 00:29:05,800
+عملها الزاوية θ إذا بتصير 2 sin  النص θ
+
+403
+00:29:05,800 --> 00:29:08,840
+cos النص θ ليش فدي أعمل هيك؟ لإن واحدة من
+
+404
+00:29:08,840 --> 00:29:15,580
+هدول تفاضل التانية لو ضربت أنا الـ bust والمقام أو
+
+405
+00:29:15,580 --> 00:29:21,460
+يعني قسمت على cos θ وضربت في cos θ عشان ما يصيرش
+
+406
+00:29:21,460 --> 00:29:23,820
+أي خلل هاي الـ trip كلنا ساخناها عشان نعملها ده الـ
+
+407
+00:29:23,820 --> 00:29:27,280
+integration لو ضربت في cosine وقسمت على cosine
+
+408
+00:29:27,280 --> 00:29:31,820
+هاي بتصير إيش؟ cos تربيع وهي إيش بتصير؟ tan إذا 
+
+409
+00:29:31,820 --> 00:29:35,400
+بيصير عامل cos تربيع θ على 2 في tan θ
+
+410
+00:29:35,400 --> 00:29:40,330
+على 2 معايا ولا أكتب على اللوح؟ الـ cos تربيع
+
+411
+00:29:40,330 --> 00:29:44,210
+هي c كان 1 على cos عند دي 6 على .. بتصير c
+
+412
+00:29:44,210 --> 00:29:48,390
+كان تربيع 6 على 2 على tan 6 بتعرف إن فضل 
+
+413
+00:29:48,390 --> 00:29:54,930
+tan 6 هي c كان تربيع فصارت هاي dx على x صح؟ طبعا،
+
+414
+00:29:54,930 --> 00:29:58,410
+إذا أول حاجة قلنا الـ sin 6 هي 2 cos 
+
+415
+00:29:58,410 --> 00:30:02,070
+6 على 2 sin 6 على 2 ضربنا في cos 6 
+
+416
+00:30:02,070 --> 00:30:05,530
+على 2 وقسمنا في cos 6 على 2 صارت cos
+
+417
+00:30:05,530 --> 00:30:08,790
+تربيع 6 على 2 وهي صارت tan 6 على 2
+
+418
+00:30:20,240 --> 00:30:26,320
+d θ على sin θ يقولنا 2 sin θ على 2 
+
+419
+00:30:26,320 --> 00:30:31,100
+cos θ على 2 هذا كله بالضبط في cos θ 
+
+420
+00:30:31,100 --> 00:30:34,900
+على 2 واسمه على cos θ على 2
+
+421
+00:30:40,080 --> 00:30:45,240
+عندي sin 6 على 2 على cos 6 على 2 هتعطيني tan 6 على 2
+
+422
+00:30:45,240 --> 00:30:52,720
+و cos تربيع 6 على 2 سو a على 2 التكامل 1 على cos
+
+423
+00:30:52,720 --> 00:31:00,640
+اللي هو c كانت تربيع 6 على 2 دي 3 على tan 6 على 2
+
+424
+00:31:00,640 --> 00:31:07,960
+بضل إنه هاد الـ X يعني أخليها 6 على 2 2 واضح؟
+
+425
+00:31:11,910 --> 00:31:21,730
+فإذا صارت dx على x وبالتالي بحصل على ..
+
+426
+00:31:21,730 --> 00:31:28,550
+فبتصير a ln θ tan θ على 2 زائد some constant طبعا
+
+427
+00:31:28,550 --> 00:31:32,090
+إحنا خلاص كوصلنا للـ potential بدأ أحط اللي هي الـ
+
+428
+00:31:32,090 --> 00:31:34,890
+boundary condition قلنا على θ equal 0 الـ potential
+
+429
+00:31:34,890 --> 00:31:43,250
+بيساوي 0 tan الـ 0 قداش مقابل الـ 0 مقابل الـ 0
+
+430
+00:31:43,250 --> 00:31:52,730
+مقابل الـ
+
+431
+00:31:52,730 --> 00:32:03,730
+0
+
+432
+00:32:05,290 --> 00:32:07,730
+بس هو مش بيعطينا عند الـ zero، احنا ليش مدورة على
+
+433
+00:32:07,730 --> 00:32:10,570
+zero، اتقش الـ conditions تاولنا، عند الـ π على 
+
+434
+00:32:10,570 --> 00:32:13,550
+10، احنا قلنا الـ zero هي بنستستيها، ليش اللي 
+
+435
+00:32:13,550 --> 00:32:17,450
+هالـ insulation؟ إن واحدة عدل الـ π على 10، اللي
+
+436
+00:32:17,450 --> 00:32:20,150
+عندها الـ potential بيساوي zero، والتانية π على الـ
+
+437
+00:32:20,150 --> 00:32:23,550
+6 اللي عندها potential لينو، بنعوض عليهم، إذا 
+
+438
+00:32:23,550 --> 00:32:26,690
+عندنا الـ potential أول حاجة عند مين؟ أكتبهم 
+
+439
+00:32:57,680 --> 00:33:01,700
+بس بنعود عند النقاط اللي أمامنا
+
+440
+00:33:05,310 --> 00:33:12,390
+على 10 اللي هي بالساوية عندها صفر a لإن tan غير
+
+441
+00:33:12,390 --> 00:33:18,210
+10 π على 10 زائد 
+
+442
+00:33:18,210 --> 00:33:24,230
+b والمرة التانية اللي عند الـ π على 6 اللي هي 
+
+443
+00:33:24,230 --> 00:33:31,650
+الساوية 50 ساوي a لإن π على 6 2 اللي
+
+444
+00:33:31,650 --> 00:33:32,290
+هي 12
+
+445
+00:33:35,240 --> 00:33:42,280
+π على 10 زائد بنعمل معادلتين طبعا وجهينين بقدر 
+
+446
+00:33:42,280 --> 00:33:46,680
+أعود وأستخدم الـ calculator وأجيب الناتج تبعي هو
+
+447
+00:33:46,680 --> 00:33:50,620
+طبعا بيخليهم 6 2 6 1 عشان إنه في النهاية أنت بتقدر
+
+448
+00:33:50,620 --> 00:33:57,440
+تخلي الحل تبعك لأي زرع لأي 6 1 6 2 فاحنا لو خليناهم
+
+449
+00:33:57,440 --> 00:34:01,280
+دلت 6 1 6 2 مافيش أي مشكلة عندنا يعني بتطلعنا 
+
+450
+00:34:01,280 --> 00:34:06,380
+solution اللي هي v بتساوي a ln مثلا الحالة الأولى 
+
+451
+00:34:06,380 --> 00:34:10,960
+عند 6 equals 0 a بيش بتساوي minus هي الحالة اللي 
+
+452
+00:34:10,960 --> 00:34:15,260
+بيبقى هذه بشكل عام لو بياخدنا الشكل العام اللي
+
+453
+00:34:15,260 --> 00:34:21,240
+بيبقى b بيبقى b 
+
+454
+00:34:21,240 --> 00:34:26,460
+بيبقى
+
+455
+00:34:26,460 --> 00:34:27,620
+b بيبقى b بيبقى b بيبقى b بيبقى b بيبقى b
+
+456
+00:34:27,620 --> 00:34:27,680
+بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى
+
+457
+00:34:27,680 --> 00:34:27,740
+بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى
+
+458
+00:34:27,740 --> 00:34:38,060
+بيبقى بيبقى بيبقى b
+
+459
+00:34:38,410 --> 00:34:47,590
+فتساوي 50 أو v0 مثلا v0 هتساوي a ln tan 2
+
+460
+00:34:47,590 --> 00:34:54,390
+على 2 زائد b اليمين minus a ln tan 1 على 
+
+461
+00:34:54,390 --> 00:35:02,810
+2 فتساوي a ln tan 2 على tan 1 إذا إيه 
+
+462
+00:35:02,810 --> 00:35:08,050
+إيش هتساوي v0 على ln
+
+463
+00:35:10,350 --> 00:35:15,090
+بعد ذلك احنا عرفنا الـ b إبدال الـ a وعرفنا الـ a
+
+464
+00:35:15,090 --> 00:35:19,610
+بقدر ارجع أوضع الـ a اللي هي b لضع لانسى 2 على 6
+
+465
+00:35:19,610 --> 00:35:24,030
+1 بقدر إذا اكتب الـ potential بشكل عام إبدال 
+
+466
+00:35:24,030 --> 00:35:29,310
+اللي هو الـ a والـ b اللي هي b لضت لانسى 6 على 2
+
+467
+00:35:29,310 --> 00:35:33,130
+على tan 6 1 على 2 على ln 6 2 على 
+
+468
+00:35:33,130 --> 00:35:37,930
+tan 6 2 على tan 6 1 على 2 أنا الـ 10
+
+469
+00:35:37,930 --> 00:35:44,250
+ضيعتها أو أنت كنت ساكتين ln تم 3 1 على
+
+470
+00:35:44,250 --> 00:35:51,010
+2 أنا ln ما ضيعتها ln تم 3 1 على 2 
+
+471
+00:35:51,010 --> 00:36:03,010
+فأول شيء إيه؟ من هنا أنا جادي واضح ln تم دنيا ضاعة
+
+472
+00:36:03,010 --> 00:36:12,210
+على 12 زي 2 احنا v0 يعني ln tan تم 8 على
+
+473
+00:36:12,210 --> 00:36:21,810
+2 زي b وقلنا b من هي من هي minus a
+
+474
+00:36:21,810 --> 00:36:29,150
+ln tan تم 1 على 2 وبالتالي v0 إيش هتساوي
+
+475
+00:36:29,150 --> 00:36:34,570
+أو a يعني بنقدر نقول إنه a بيساوي v0 على فدولة tan
+
+476
+00:36:34,570 --> 00:36:41,390
+ln و ln الفئة الأسفة بينهم هتكون ln tan ثانية ثانية
+
+477
+00:36:41,390 --> 00:36:56,790
+2 على 2 على 2
+
+478
+00:36:56,790 --> 00:37:01,170
+بيتا 1 2 بيتا 1 على 2 بيتا 1 على
+
+479
+00:37:01,170 --> 00:37:04,430
+2 بيتا 
+
+480
+00:37:04,430 --> 00:37:11,700
+1 على 2 بيتا 1 على 2 ln tan ثتا 2
+
+481
+00:37:11,700 --> 00:37:17,680
+على 2 على tan ثتا 1 على 2 وبالتالي بقى
+
+482
+00:37:17,680 --> 00:37:25,360
+درجة بيش بتساوي minus a equal هذا الكلام بيقولو tan
+
+483
+00:37:25,360 --> 00:37:29,580
+ثتا 1 على tan ln tan
+
+484
+00:37:38,160 --> 00:37:48,100
+طب v إيش بتساوي؟ a times θ 1 على 2 وأقدر أحسب 
+
+485
+00:37:48,100 --> 00:37:52,380
+اللي هو قيمة الـ potential بنعوض عنهم بيطلع معنا
+
+486
+00:37:52,380 --> 00:37:55,200
+المفتفرة اللي ماتش فيها بتعتمد على n times θ
+
+487
+00:37:55,200 --> 00:38:00,560
+بقى كله constants e إيش بتساوي؟ minus دلن الـ v لإن 
+
+488
+00:38:00,560 --> 00:38:04,640
+طبعا كل هذا بنرجح في النهاية بنعوض عن هنا عن a نعوض
+
+489
+00:38:04,640 --> 00:38:08,100
+عن a وبنعوض عن b فبتظهر لنا tan θ على 2
+
+490
+00:38:08,100 --> 00:38:11,940
+قعدت بس ترتيب بسيط وصير معنا اللي هو المقدار الأهم
+
+491
+00:38:11,940 --> 00:38:15,100
+b قلنا بيساويها minus a ln tan θ 1 على 
+
+492
+00:38:15,100 --> 00:38:18,860
+2 لو عوضنا عنه تطينا a ln tan θ على 2
+
+493
+00:38:18,860 --> 00:38:23,560
+على tan θ 1 على 2 وهكذا واضح أه؟ إذا v
+
+494
+00:38:23,560 --> 00:38:27,360
+سمنا عارفينها بنجيب e ليه minus دل الـ v وطبعا 
+
+495
+00:38:27,360 --> 00:38:31,420
+اعتمادية على الـ θ هذا الـ coordinate بأخد الـ
+
+496
+00:38:31,420 --> 00:38:33,960
+θ component فالـ gradient بتعطينا θ hat 
+
+497
+00:38:33,960 --> 00:38:39,060
+minus 1 على r dv by d θ لو أنا فضلت هذا
+
+498
+00:38:39,060 --> 00:38:42,400
+المقدار طبعا مين اللي بعتمد على كل الـ θ بس هذه
+
+499
+00:38:42,400 --> 00:38:45,460
+اللي فوق فده كله بيكون len على len
+
+500
+00:38:58,950 --> 00:39:06,210
+الجزء التاني مستمر بالنسبة لي هذه عبارة عن 
+
+501
+00:39:17,590 --> 00:39:25,190
+tan θ على 2 minus نفس الكلام d0 على length
+
+502
+00:39:25,190 --> 00:39:29,330
+tan θ على 2 على 2 tan θ 2 على
+
+503
+00:39:29,330 --> 00:39:34,490
+2 على tan θ 1 على 2 مضروب في مين في
+
+504
+00:39:34,490 --> 00:39:38,910
+اللي هو length tan θ 1 حقرتها على 2 هذا
+
+505
+00:39:38,910 --> 00:39:44,040
+كله constant من النقطة فتفاضل بثوث زفرمين بيظل
+
+506
+00:39:44,040 --> 00:39:47,460
+هنا تفاضل هذا جزء اللي هو v0 على ln تنفذ 2 على 2
+
+507
+00:39:47,460 --> 00:39:56,940
+على تنفذ 1 على 2 ln اشتفظ له 1 dx على x اشتفظ له
+
+508
+00:39:56,940 --> 00:40:04,500
+dx يكان تربيه θ على 2 في نص على تنفذه طب اطلع
+
+509
+00:40:04,500 --> 00:40:06,380
+معناه اللي أنت شايفينه
+
+510
+00:40:11,500 --> 00:40:15,840
+هتكون e بيتساوى minus a على r طبعا احنا بنقوله هذا
+
+511
+00:40:15,840 --> 00:40:18,420
+زي ما رسمتلكم إيه كده بقولكم إيه على الورق بقدر
+
+512
+00:40:18,420 --> 00:40:22,400
+كله افضله بيطلع معايا إنه e بتساوي minus b ند على 
+
+513
+00:40:22,400 --> 00:40:26,560
+r sin θ ل n tan θ 2 على 2 على tan 6 1
+
+514
+00:40:26,560 --> 00:40:28,540
+2 6 hat واضح
+
+515
+00:40:32,850 --> 00:40:36,970
+طبعا الـ secant تربيع اللي هي sin على cos على الـ
+
+516
+00:40:36,970 --> 00:40:40,470
+secant تربيع 1 على cos تربيع اللي هي الـ
+
+517
+00:40:40,470 --> 00:40:44,010
+trick اللي استخدمناها على الـ tan إيش بيصير الـ tan؟
+
+518
+00:40:44,010 --> 00:40:47,850
+sin على cos فعشان هيك بيضلنا بس اللي هي الـ
+
+519
+00:40:47,850 --> 00:40:50,670
+cos اللي أمامنا هالـ dx على x زي ما اتفقنا
+
+520
+00:40:50,670 --> 00:40:54,590
+فبتعطينا اللي هي secant تربيع على الـ tan وبالتالي
+
+521
+00:40:54,590 --> 00:41:00,480
+بيضلنا المفضل اللي أمامنا بنعوض عن الأرقام لإن طول
+
+522
+00:41:00,480 --> 00:41:04,620
+الوقت نستخدم v0 و θ1 و θ2 بيعطينا قيمة الـ
+
+523
+00:41:04,620 --> 00:41:07,920
+potential اللي هو طالبه قيمة الـ potential هو قيمة
+
+524
+00:41:07,920 --> 00:41:10,240
+الـ electric field بعوض عن الأرقام الموجودة عندي و
+
+525
+00:41:10,240 --> 00:41:14,600
+مش بيعطينا قيمة r لإن هو semi infinite و .. أو يعني
+
+526
+00:41:14,600 --> 00:41:17,280
+مش إيه لأ قداش الـ radius تبع الـ coin وقداش كلمة
+
+527
+00:41:17,280 --> 00:41:21,500
+الـ .. طبعا هو function of θ و r ناتج الـ electric
+
+528
+00:41:21,500 --> 00:41:25,840
+field زي ما انتش فيه بيطلع function of r و θ لو
+
+529
+00:41:25,840 --> 00:41:28,220
+بيعطينا نقطة محددة إيه يعني النقطة المحددة
+
+530
+00:41:28,220 --> 00:41:31,840
+بيجيبلك إن هو طبعا بدنا الـ electric field فلاحظنا
+
+531
+00:41:31,840 --> 00:41:35,800
+بعد التفاضل اللي عملناه إنه بيطلع إن الـ e من وين
+
+532
+00:41:35,800 --> 00:41:39,360
+اشتقاق الـ r من اللي هي الـ gradient بيطلع الـ electric
+
+533
+00:41:39,360 --> 00:41:44,060
+field function of r و θ الـ potential فقط function
+
+534
+00:41:44,060 --> 00:41:49,700
+of θ لكن الـ electric field فهي function of two points
+
+535
+00:41:49,700 --> 00:41:54,480
+r و θ هذا اللي هو الـ separation of variables اللي
+
+536
+00:41:54,480 --> 00:41:57,400
+هناخده اللي قادم إن شاء الله هنا عندنا زي ما أنتو
+
+537
+00:41:57,400 --> 00:42:02,540
+شايفين إن اللي هو المتوازن الأضلاع وعندنا الـ
+
+538
+00:42:02,540 --> 00:42:07,820
+conditions على كل surface وبدنا نجيب الـ potential
+
+539
+00:42:07,820 --> 00:42:11,600
+فواضح إنه فينا potential بين اللي هو الـ plate اللي
+
+540
+00:42:11,600 --> 00:42:11,960
+على الـ
+
+541
+00:42:20,920 --> 00:42:29,930
+عن طريق الأسئلة الأسئلة الأسئلة هيبالتالي هذا
+
+542
+00:42:29,930 --> 00:42:33,710
+هنحتاج two variables x و y وبالتالي لازم نحل الـ
+
+543
+00:42:33,710 --> 00:42:37,250
+potential في two dimensions ونعمل إن هي
+
+544
+00:42:37,250 --> 00:42:40,950
+separation of variables فخلي هذا للقاء القادم إن
+
+545
+00:42:40,950 --> 00:42:45,410
+شاء الله وبنخلص second chapter لقاء القادم
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/T2PklTp3S9c_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/T2PklTp3S9c_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..0986122ba16346e1b30800a893e85de5483b7693
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/T2PklTp3S9c_raw.srt
@@ -0,0 +1,2184 @@
+1
+00:00:20,670 --> 00:00:23,810
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,810 --> 00:00:27,110
+وبركاته احنا اليوم ان شاء الله هنشوف أمثلة مباشرة
+
+3
+00:00:27,110 --> 00:00:29,890
+عن boundary condition problems هنشوف الطريقتين
+
+4
+00:00:29,890 --> 00:00:33,730
+هنشوف كيف لو يكون ال potential بس function واحد من
+
+5
+00:00:33,730 --> 00:00:36,290
+المتغيرات كيف انه بنعمل بال integration ونحصل على
+
+6
+00:00:36,290 --> 00:00:39,910
+نتائجو طبعا بيستعمل ال boundary conditions و
+
+7
+00:00:39,910 --> 00:00:42,230
+الحالة التانية انه هنشوف كيف ال separation
+
+8
+00:00:42,230 --> 00:00:44,530
+variable المعناه بيكون potential بعتمد على ال X و
+
+9
+00:00:44,530 --> 00:00:48,550
+ال Y و ال Z هنبدأ بالمثال اللي قدامنا المثال اللي
+
+10
+00:00:48,550 --> 00:00:51,530
+أمامنا يقول ان فيه اللي current carrying
+
+11
+00:00:51,530 --> 00:00:54,450
+components in high voltage power equipment must
+
+12
+00:00:54,450 --> 00:00:57,390
+يكون يعني ما يكون يعني ان ال components بتحمل
+
+13
+00:00:57,390 --> 00:01:01,310
+طيارات في high voltage لازم نبردها الطريقة اللي
+
+14
+00:01:01,310 --> 00:01:03,950
+بحكي عنها بيسموها ال electrohydronic
+
+15
+00:01:06,130 --> 00:01:10,470
+power أو يعني pump, electro hydronic pump ليه EHD؟
+
+16
+00:01:10,470 --> 00:01:13,490
+هذه بتستخدم عشان تعمل cooling لاللي هي ال
+
+17
+00:01:13,490 --> 00:01:16,930
+components في ال high voltageالفكرة بتاعتها انه
+
+18
+00:01:16,930 --> 00:01:20,910
+بيكون فينا electronic .. يعني الشحنات بتصدر من
+
+19
+00:01:20,910 --> 00:01:26,030
+يعني بسلها استحداث في أحد ال electrode و بتروح ال
+
+20
+00:01:26,030 --> 00:01:29,730
+electrode التاني و هي بتحرك و بتنقل الحرارة فبتبرد
+
+21
+00:01:29,730 --> 00:01:32,770
+ال electrical components طب عندنا معناه الفين
+
+22
+00:01:32,770 --> 00:01:36,050
+different charges مثلا بحكي عن charges او يعني
+
+23
+00:01:36,050 --> 00:01:41,660
+توليد للشحناتفي عندي free charges هو معطينا ان ال
+
+24
+00:01:41,660 --> 00:01:44,720
+charge density قيمتها روزيرو وانها uniform يعني لا
+
+25
+00:01:44,720 --> 00:01:48,060
+بتعتمد على X ولا V ولا Z كونستان قيمتها خمس و
+
+26
+00:01:48,060 --> 00:01:53,280
+عشرين ميلي كولوم بميتر اكيورو V not اللي هي عند Z
+
+27
+00:01:53,280 --> 00:01:58,600
+equal zero اتنين و عشر كيلو فولت او V عند ال D
+
+28
+00:01:58,600 --> 00:02:02,120
+بسوا زيرو اذا هذه هي الاستوانة اللي بتمثل ال
+
+29
+00:02:02,120 --> 00:02:08,070
+electro hydrodynamics pump اش طالب منها؟طالب مننا
+
+30
+00:02:08,070 --> 00:02:13,430
+ان نجيب ال retention و ال voltage طبعا و ال
+
+31
+00:02:13,430 --> 00:02:19,050
+electric field و ال total charge نبدأ في انه احنا
+
+32
+00:02:19,050 --> 00:02:21,930
+ع طرفنا كلها انه في different charges اذا ال
+
+33
+00:02:21,930 --> 00:02:24,550
+charge معناها لا تسوى zero اذا بستخدمي لبلاس
+
+34
+00:02:24,550 --> 00:02:29,910
+equation اللي بمعنى ان دل التطبيع V بتسوى equation
+
+35
+00:02:29,910 --> 00:02:33,210
+بمعنى ان رو V لا تسوى Zero لما بيكون Zero قولنا
+
+36
+00:02:33,210 --> 00:02:36,450
+بنسميه لبلاس بس هم equationsإذا بنستخدم بسهولة
+
+37
+00:02:36,450 --> 00:02:40,290
+equation لإن دلتر بيع V بيسوا minus رو V على
+
+38
+00:02:40,290 --> 00:02:44,150
+إبسلون إحنا قلنا رو V ما لها constant، uniform إذا
+
+39
+00:02:44,150 --> 00:02:47,350
+بقدر أعوض عن رو V برا 0 إيش ال boundary conditions
+
+40
+00:02:47,350 --> 00:02:50,150
+اللي استعملنا اللي أنا حكيتهم معاكم، قرأتهم معاكم
+
+41
+00:02:50,150 --> 00:02:55,830
+and V at Z equals 0 بتسوا V نول و V at Z equals D
+
+42
+00:02:55,830 --> 00:02:59,130
+بتسوا 0 وكمان حاجة بلاحظها إن ال potential ماله
+
+43
+00:02:59,130 --> 00:03:02,910
+بقت متفقت على ال Z direction لا ال component في ال
+
+44
+00:03:02,910 --> 00:03:06,600
+raw ولا في ال Phiيعني لا كمبونات في اتجاه ال raw
+
+45
+00:03:06,600 --> 00:03:09,640
+ولا كمبونات في اتجاه ال fire ال potential هيكون ما
+
+46
+00:03:09,640 --> 00:03:12,840
+بين ال two electrodes هيكون ما بين ال z equal zero
+
+47
+00:03:12,840 --> 00:03:15,700
+و ال z equal d ال potential ما بين هدول المقاطين
+
+48
+00:03:15,700 --> 00:03:19,760
+اذا بقيت فقط على ال z direction اذا هذه المعلومات
+
+49
+00:03:19,760 --> 00:03:22,700
+صارت معنا ان نحط بيها بسوء equation بتقول ان دل
+
+50
+00:03:22,700 --> 00:03:28,710
+تربيع v بتسوي minus rho v على epsilonطبعا قولنا V
+
+51
+00:03:28,710 --> 00:03:32,350
+مالها بتعتمد فقط على Z وD التربية في ال
+
+52
+00:03:32,350 --> 00:03:34,850
+cylindrical coordinate احنا شوفنا المحاضرة الماضية
+
+53
+00:03:34,850 --> 00:03:38,750
+في component بتعتمد على ال raw واحدة بتعتمد على ال
+
+54
+00:03:38,750 --> 00:03:42,730
+Phi والثانية بتعتمد على ال Z دي V بي دي رو زيرو دي
+
+55
+00:03:42,730 --> 00:03:46,750
+V بي دي Phi زيرو ميبضل ان دي تانية V بي دي Z تربية
+
+56
+00:03:46,750 --> 00:03:50,920
+اذا انت تتبسط المعادلة اللي امامنالأ دي تربيه V
+
+57
+00:03:50,920 --> 00:03:55,300
+على دي تربيه Z بيساومها نصره نض على إبسرون، إبسرون
+
+58
+00:03:55,300 --> 00:03:58,600
+اللي هي ال dialectic أو ال dialectic constant
+
+59
+00:03:58,600 --> 00:04:00,440
+لمين، لالميديا
+
+60
+00:04:05,500 --> 00:04:11,060
+أول حاجة بنكامل أول مرة عند D2V by DZ تربيع بيساوي
+
+61
+00:04:11,060 --> 00:04:14,660
+some constant لإن بدأ أكامل بيصير DV by DZ ايش
+
+62
+00:04:14,660 --> 00:04:20,180
+بتساوي minus rho naught على Y زي Z زائد some
+
+63
+00:04:20,180 --> 00:04:24,060
+constant لإن واحنا مش عاملها محددة ال integration
+
+64
+00:04:24,060 --> 00:04:27,460
+and to remind يازم بحطلها اللي هو ال constant
+
+65
+00:04:27,460 --> 00:04:30,540
+الأول اللي هذا بتحدثه من وين من بعض ال condition
+
+66
+00:04:30,980 --> 00:04:35,580
+بكامل كمان مرة dv by dz بتساوي some constant
+
+67
+00:04:35,580 --> 00:04:40,020
+multiplied by z زاد عنظر constant عشان تعطيني v
+
+68
+00:04:40,020 --> 00:04:44,740
+بتساوي minus rho0 z تربيع على اتنين ابسلون زاد a z
+
+69
+00:04:44,740 --> 00:04:47,760
+زاد b اذا a و b منهم بدنا نحددهم في ال boundary كل
+
+70
+00:04:47,760 --> 00:04:50,780
+شئ دعوني اكتر المعادلة لان انا اقصد فيها عشان نفكر
+
+71
+00:04:50,780 --> 00:04:54,440
+الصلاة التانية اذا v لحد الايشة as function of z
+
+72
+00:04:54,440 --> 00:05:03,610
+عشان تساوي minus rho0 v z تربيععلى اتنين ابسلون
+
+73
+00:05:03,610 --> 00:05:10,130
+زائد a زائد a في z زائد b هذه هي المعادلة طبعا
+
+74
+00:05:10,130 --> 00:05:13,350
+احنا اتفقنا ان ال a و ال b طبعا ال solution هذا مش
+
+75
+00:05:13,350 --> 00:05:17,970
+كامل اذا تركت الحل بهذا الشكل لأي انسان هذا يتبقى
+
+76
+00:05:17,970 --> 00:05:22,170
+على اي استوانة مالهوش علاقة بالاستوانة اللي عندها
+
+77
+00:05:22,170 --> 00:05:27,570
+ال potential z equals zeroو عن Z equal D بيسووا
+
+78
+00:05:27,570 --> 00:05:33,370
+Zero هذا يعني بيحقق عدد لنهائي من الحلول إيش
+
+79
+00:05:33,370 --> 00:05:37,110
+مابعوض عن A و B بيعطيني حل A و B ممكن يكونوا أي
+
+80
+00:05:37,110 --> 00:05:40,430
+رقم لكن عشان تطبق هذا ال solution لل
+
+81
+00:05:40,430 --> 00:05:45,110
+electrohydraulic بعمل بتاعتنا لازم أستخدم ال
+
+82
+00:05:45,110 --> 00:05:50,370
+boundary conditions إذا بدي أطبق عن Z equal Zero D
+
+83
+00:05:50,370 --> 00:05:55,310
+at Zero إيش أنها بيسووا Zeroهذه بتروح وهذه بتروح
+
+84
+00:05:55,310 --> 00:05:58,310
+بالضبع النبي إذا أول حاجة السنتج النبي إيش بتساوي
+
+85
+00:05:58,310 --> 00:06:06,590
+V0 و V عند D إيش ما بتساوي Zero إذا ناقص Raw Not D
+
+86
+00:06:06,590 --> 00:06:15,810
+تربيع على 2 Epsilon زائد A في D زائد B بتساوي Zero
+
+87
+00:06:15,810 --> 00:06:19,670
+الطبيعي عارفين اللي هى V0 طلعلنا من يجيب A إذا A
+
+88
+00:06:19,670 --> 00:06:26,710
+إيش بتساوي Raw Not D تربيععلى اتنين ابسلون مايكس
+
+89
+00:06:26,710 --> 00:06:28,430
+بيه مينيا مايكس مايكس بيه موت
+
+90
+00:06:40,630 --> 00:06:44,450
+أذا نستخدم ال boundary conditions و بقدر أجيب قيم
+
+91
+00:06:44,450 --> 00:06:49,310
+a و b و أعوض عنهم ايه زى ما انتوا شايفين طلعت معنى
+
+92
+00:06:49,310 --> 00:06:55,510
+b تسوى v0 و a rho0 d على 2 epsilon-v0 على d طبعا
+
+93
+00:06:55,510 --> 00:07:00,510
+لو دخلنا fd هنا هتصبح rho0dd على 2 epsilon-v0 على
+
+94
+00:07:00,510 --> 00:07:03,480
+dواضح؟ طب اتبنى ال electric field احنا قلنا من
+
+95
+00:07:03,480 --> 00:07:06,120
+ذاكر ال electric field يا من gas يا من carbon يا
+
+96
+00:07:06,120 --> 00:07:09,780
+من ال potential احنا هذا المثال واضح انه مقدرش
+
+97
+00:07:09,780 --> 00:07:11,960
+استخدم الا ال potential مقدرش الا بال potential
+
+98
+00:07:11,960 --> 00:07:14,780
+يعني مافيش مجال احل هذا المثال ال electric field
+
+99
+00:07:14,780 --> 00:07:16,600
+على طريق ال potential عشان هيك جيبنا ال potential
+
+100
+00:07:16,600 --> 00:07:21,930
+ال electric field هي سوى minus grade Vطب هنا قلنا
+
+101
+00:07:21,930 --> 00:07:25,170
+فى ماله function فقط فى الـ z ال gradient اللى هى
+
+102
+00:07:25,170 --> 00:07:29,870
+برضه تتبع ال raw وعال فعل وعال z ال two components
+
+103
+00:07:29,870 --> 00:07:32,970
+ال other two components هيكون لل zero هتضللنا مين
+
+104
+00:07:32,970 --> 00:07:37,710
+minus dv by dz زدها إذا انتجاه ال electric field
+
+105
+00:07:37,710 --> 00:07:43,490
+هو في اتجاه ال z direction and father إيش هتعطينا
+
+106
+00:07:43,490 --> 00:07:49,360
+raw knot z على إبسلونو طبعا فيه ناقص فبتصير هي
+
+107
+00:07:49,360 --> 00:07:52,620
+plus minus a في زد لها طبعا إيه اللي هي هذا
+
+108
+00:07:52,620 --> 00:07:57,960
+القيمة، بطلت يعني undefined لو عوضنا بتعطينا اللي
+
+109
+00:07:57,960 --> 00:08:02,520
+هي قيمة ال electric بده ال net force و ال pressure
+
+110
+00:08:02,520 --> 00:08:10,540
+طبعا ال force اللي بتساوي ال integral لQ في Eالـ Q
+
+111
+00:08:10,540 --> 00:08:19,740
+علينا ميه؟ الـ Q علينا ميه؟ الـ Q علينا
+
+112
+00:08:19,740 --> 00:08:20,800
+ميه؟ الـ Q علينا ميه؟ الـ Q علينا ميه؟ الـ Q علينا
+
+113
+00:08:20,800 --> 00:08:21,100
+ميه؟ الـ Q علينا ميه؟ الـ Q علينا ميه؟ الـ Q علينا
+
+114
+00:08:21,100 --> 00:08:21,660
+ميه؟ الـ Q علينا ميه؟ الـ Q علينا ميه؟ الـ Q علينا
+
+115
+00:08:21,660 --> 00:08:21,880
+ميه؟ الـ Q علينا ميه؟ الـ Q علينا ميه؟ الـ Q علينا
+
+116
+00:08:21,880 --> 00:08:23,400
+ميه؟ الـ Q علينا ميه؟ الـ Q علينا ميه؟ الـ Q علينا
+
+117
+00:08:23,400 --> 00:08:24,880
+ميه؟ الـ Q علينا ميه؟ الـ Q علينا ميه؟ الـ Q علينا
+
+118
+00:08:24,880 --> 00:08:31,040
+ميه؟ الـ Q علينا ميه؟ الـ Q
+
+119
+00:08:31,040 --> 00:08:38,460
+علينا ميه؟ الـ Q علينا ميه؟ الـ Q علينا ميه
+
+120
+00:08:41,100 --> 00:08:46,520
+عند الـ integral لدى S و لأنه لا تعتمد E على لا رو
+
+121
+00:08:46,520 --> 00:08:50,000
+ولا فاي فبقدر أخد ال DS لحالها دي S اللي هي فيها
+
+122
+00:08:50,000 --> 00:08:54,580
+الاعتمادية على رو والفاي و بقول ان التكامل ل E DZ
+
+123
+00:08:54,580 --> 00:08:58,620
+وجدت من و من Zero ل D طبعا DS بتعطينا S بس لو
+
+124
+00:08:58,620 --> 00:09:00,740
+أحطتها في دالة ال رو والفاي ففي النهاية هتعطيني ال
+
+125
+00:09:00,740 --> 00:09:04,600
+S limits تعانها لازم أحضر عندي رو نوت في S وهي
+
+126
+00:09:04,600 --> 00:09:07,660
+هكمل E DZ بتدعوض عن ال E و كامل
+
+127
+00:09:10,900 --> 00:09:16,080
+هذه هتعطينا V نض على D تكملها هتعطينا في Z رو نض
+
+128
+00:09:16,080 --> 00:09:20,100
+على ي في Z هتعطينا رو نض على ي في Z تربيع على 2
+
+129
+00:09:20,100 --> 00:09:24,380
+الterm الأخرش هتعطيني minus rho على ي في D على 2
+
+130
+00:09:24,380 --> 00:09:29,220
+في Z يعني هيكون في عندى تربيع الاعتمادية تربيعية
+
+131
+00:09:29,220 --> 00:09:33,660
+طبعا زى ما انتوا شايفين هي الاعتمادية تربيعية
+
+132
+00:09:33,660 --> 00:09:39,120
+وطبعا اتعود من Zero ل D في تجاه Z hatإذا عوضنا عن
+
+133
+00:09:39,120 --> 00:09:43,600
+D عن Z بتساوي D و طرحنا منها عن Z equals 0 فالـ
+
+134
+00:09:43,600 --> 00:09:46,740
+Zero كله هذا term ساو سفر لأن كل term تتمد على Z
+
+135
+00:09:46,740 --> 00:09:52,400
+دل بس اللي تتمد على D فإذا عوضنا على D بنحصل على
+
+136
+00:09:52,400 --> 00:09:56,960
+قيمة ال force واضح؟ في أي السفسار لحد هنا؟
+
+137
+00:10:02,440 --> 00:10:05,380
+البريشار قلنا هو ال force per unit area ماعليه ال
+
+138
+00:10:05,380 --> 00:10:10,100
+SMF على S و طبعا البريشار ماله ال quantity is
+
+139
+00:10:10,100 --> 00:10:12,320
+scalar ال quantity فباخد المجنيده تطلع ال force
+
+140
+00:10:12,320 --> 00:10:17,040
+per unit area فتعطينى اللى رو نود V نود فهم يعطينا
+
+141
+00:10:17,040 --> 00:10:21,480
+قيمة رو نود و V نود قداش قيمهم و بحصل على البريشار
+
+142
+00:10:21,480 --> 00:10:25,640
+بيه ال newton per meter تلبيه واضح؟ في عياه
+
+143
+00:10:25,640 --> 00:10:33,180
+استفسار؟ فهذا السؤال الأول السؤال التانىيعني ما
+
+144
+00:10:33,180 --> 00:10:36,700
+شاء الله واضح مش اي سلسلة تمام امتازة السؤال
+
+145
+00:10:36,700 --> 00:10:41,520
+التانى هى مبدأ اللى هى Xerox Machine Xerographic
+
+146
+00:10:41,520 --> 00:10:44,340
+Copying Machine او Xerox Machine باختصار مسئول
+
+147
+00:10:44,340 --> 00:10:48,460
+عنها الفكرة انتوا زى ما شايفين فى عندى هو photo
+
+148
+00:10:48,460 --> 00:10:53,400
+conductive وفى عندى اللى هو two plates اتنين ما هم
+
+149
+00:10:53,400 --> 00:10:58,380
+grounded وطبعا هذا ماخده كسبيل مثل X directionإن
+
+150
+00:10:58,380 --> 00:11:01,600
+ال limits تعمل photographic ال photo conductor من
+
+151
+00:11:01,600 --> 00:11:05,680
+zero ل A و الفراغ اللي فيه في ال photo conductor
+
+152
+00:11:05,680 --> 00:11:08,840
+عندنا من A ل D، بيكون دايما مشحون ال photo
+
+153
+00:11:08,840 --> 00:11:13,390
+conductor بستفت شعج ع سبيل المثالمش اللي بيصير انه
+
+154
+00:11:13,390 --> 00:11:16,690
+لما نحط القماش عشان نعملها copying بيصير
+
+155
+00:11:16,690 --> 00:11:19,770
+combination هاي العملية هنا ما بين ال positive و
+
+156
+00:11:19,770 --> 00:11:23,990
+ال negative charges وبالتالي لما يحطوا الحبر بياخد
+
+157
+00:11:23,990 --> 00:11:27,970
+تسخن ال .. الماد ال .. ال .. النسخة اللي انا بتاخد
+
+158
+00:11:27,970 --> 00:11:32,810
+منها ال copy و الحبر بياخد اللي هيالـ form أو يعني
+
+159
+00:11:32,810 --> 00:11:37,110
+بتشكل حسب اللي هي المعلومات اللي موجودة على النسخة
+
+160
+00:11:37,110 --> 00:11:41,430
+الأصلية وبعد هيك بيروح و بيمور عليه الورق الأبيض و
+
+161
+00:11:41,430 --> 00:11:45,890
+بياخد النسخة و بيعمل النسخة إيش اللي طاروا من هذا؟
+
+162
+00:11:45,890 --> 00:11:50,910
+هذه هي الفكرة إحنا بدنا نقرر أو نحدد we want to
+
+163
+00:11:50,910 --> 00:11:56,370
+determineالصورة هي أقرألكم إيها بالإنقليزي، الصورة
+
+164
+00:11:56,370 --> 00:12:01,150
+تتطور من بورينج، بورينج يعني انه بروشه، a charged
+
+165
+00:12:01,150 --> 00:12:03,290
+black powder over the surface of the
+
+166
+00:12:03,290 --> 00:12:05,850
+photoconductor هو اللي بعت الإشارة الموجبة، the
+
+167
+00:12:05,850 --> 00:12:08,270
+electric field attracts the charged powder which
+
+168
+00:12:08,270 --> 00:12:11,310
+is later transferred to the paper and melted to
+
+169
+00:12:11,310 --> 00:12:14,330
+form a permanent imageWe want to terminal the
+
+170
+00:12:14,330 --> 00:12:17,110
+electric field below and above the surface of the
+
+171
+00:12:17,110 --> 00:12:19,310
+photoconductor.يعني بدنا ال electric field في هذه
+
+172
+00:12:19,310 --> 00:12:22,310
+ال region من 0 ل A و ال electric field above ال
+
+173
+00:12:22,310 --> 00:12:26,130
+photoconductor هي من A ل D بدنا electric field في
+
+174
+00:12:26,130 --> 00:12:29,610
+ال two regions عندنا ال boundary conditions واضح
+
+175
+00:12:29,610 --> 00:12:32,710
+اننا في عندنا boundary عند ال A في عندنا واضح في
+
+176
+00:12:32,710 --> 00:12:36,850
+ايش ال charge density في raw surface charge يعني
+
+177
+00:12:36,850 --> 00:12:43,290
+ال D normalمعناها بتسوي السفر DM1-DM2 نورما بتساوي
+
+178
+00:12:43,290 --> 00:12:47,470
+رؤس فى عنا surface of charge فى عنا ال region عنا
+
+179
+00:12:47,470 --> 00:12:51,750
+عند X equals 0 ال potential بتساوي سفر وعنا ال X
+
+180
+00:12:51,750 --> 00:12:54,150
+بالساوية دى برضه potential بتساوي زيرو لإنه ماعنهم
+
+181
+00:12:54,150 --> 00:12:57,710
+التنتين إجراندوا إذا إحنا عنا عارفين كل المعلومات
+
+182
+00:12:57,710 --> 00:13:01,830
+من الرسمة إنه عندي عند ال interface مابين اللى هو
+
+183
+00:13:01,830 --> 00:13:03,790
+ال photo conductor
+
+184
+00:13:06,330 --> 00:13:11,050
+another dialectic لو Y1 أن في رؤس service charge
+
+185
+00:13:11,050 --> 00:13:16,010
+أن ال potentials عند ال zero و D هم عارفينطبعا
+
+186
+00:13:16,010 --> 00:13:19,150
+واضح لنا أن ال potential هيكون اعتمادية وين؟ على
+
+187
+00:13:19,150 --> 00:13:22,270
+ال X يعني ال potential هي هاي ال two plates فال X
+
+188
+00:13:22,270 --> 00:13:24,390
+هيكون ال difference بين ال potential بين ال two
+
+189
+00:13:24,390 --> 00:13:28,850
+plates مش هيكون في اتجاهات تانية في ال Y و ال Z
+
+190
+00:13:28,850 --> 00:13:33,050
+فهتكون فقط الاعتمادية على X تقرأ على المثال السابق
+
+191
+00:13:33,050 --> 00:13:37,250
+بس الاعتمادية على X وكمان ال free charge صفر لأن
+
+192
+00:13:37,250 --> 00:13:39,670
+هي surface charge على ال boundary لكن ال free
+
+193
+00:13:39,670 --> 00:13:44,430
+charge مالها صفرفزرنا دلتر بيه V بتسوى تنين V by
+
+194
+00:13:44,430 --> 00:13:48,550
+DX التربية بتسوى Zero نفس الحاجة بتكامل أول مرة و
+
+195
+00:13:48,550 --> 00:13:51,550
+أكامل تاني مرة طبعا المثال هدنا ال feature بتسوى
+
+196
+00:13:51,550 --> 00:13:55,610
+Zero فأخدنا مين اللي هي ال class أول مرة بتكامل
+
+197
+00:13:55,610 --> 00:13:59,830
+بتعطينا A المرة اللي بعدها التفاضل التكامل أولا دي
+
+198
+00:13:59,830 --> 00:14:03,170
+V by DX مش بتعطيني constant A المرة اللي بعدها إيش
+
+199
+00:14:03,170 --> 00:14:07,350
+بيصير V بتسوى Ax زائد B واضح هذا ال integration
+
+200
+00:14:07,350 --> 00:14:11,090
+مافيش لكوا أي مشكلةكل السؤال هي أن أعرف كيف أصيغي
+
+201
+00:14:11,090 --> 00:14:14,350
+ال potential، المثال الأولاني، بتطلع ال blades
+
+202
+00:14:14,350 --> 00:14:17,830
+هنا، هنا ال charger بتنتج وهنا بتروح، اذا اعتمادية
+
+203
+00:14:17,830 --> 00:14:19,730
+على هذا ال axis ال potential، بين هدولة ال two
+
+204
+00:14:19,730 --> 00:14:23,690
+blades، هنا عمللياهم بعد الشكل اعتمادية على ال x
+
+205
+00:14:23,690 --> 00:14:27,710
+-axis، انتهت القصة، فشي على ال z و ال y، اذا سهل
+
+206
+00:14:27,710 --> 00:14:31,520
+جدا، هنا by double integrationنحدد الـ two regions
+
+207
+00:14:31,520 --> 00:14:34,200
+أنها potential في الـ photoconductor اللي هي من 0
+
+208
+00:14:34,200 --> 00:14:39,380
+ل A و 1 من A لفوق ل D فإذا عندي two potentials
+
+209
+00:14:39,380 --> 00:14:42,520
+واحد اللي هو بنطبق على ال region for X أقل من A
+
+210
+00:14:42,520 --> 00:14:46,780
+والتاني في ال region X أكبر من A for X أكبر من A
+
+211
+00:14:46,780 --> 00:14:50,480
+هو نعطيها أبسلون واحد أه صح يعني X أكبر من A
+
+212
+00:14:50,480 --> 00:14:53,760
+أبسلون واحد فعشان هيك بسميهم واحد يعني عشان تتناسب
+
+213
+00:14:53,760 --> 00:14:57,380
+مع ال Epsilon تبعها فإذا V واحد بيساوي A واحد X
+
+214
+00:14:57,380 --> 00:15:07,040
+سائد B واحدالتانية V2 بتسوأ A2 X أقل من A وطبعا كل
+
+215
+00:15:07,040 --> 00:15:11,420
+هدول ال constants A1, A2, B1, B2 بنجيبهم من ال
+
+216
+00:15:11,420 --> 00:15:15,280
+boundary conditions اول two boundary conditions
+
+217
+00:15:15,280 --> 00:15:20,320
+احنا حكيناهم اللي هي V1 دنيا ال D بتسوأ Zero و V2
+
+218
+00:15:20,320 --> 00:15:25,540
+ليش هاللي اتحلمناهم V1 و V2 لأن V1اللي هي في هال
+
+219
+00:15:25,540 --> 00:15:30,660
+region فأكيد V1 اللي لازم تكون عند D بصوة صفر و V2
+
+220
+00:15:30,660 --> 00:15:33,660
+في هال region V2 هي اللي عند ال zero بصوة صفر
+
+221
+00:15:33,660 --> 00:15:37,440
+واضح؟ احنا قولنا بشكل عام ال potential عند X equal
+
+222
+00:15:37,440 --> 00:15:40,580
+zero صفر و potential عند X equal D بصوة صفر
+
+223
+00:15:40,810 --> 00:15:45,430
+أتحدثناهم قولنا سميناها D1 في ال region A أكبر من
+
+224
+00:15:45,430 --> 00:15:52,170
+X أكبر من A V1 سميناها و for X أقل من A سميناها V2
+
+225
+00:15:52,170 --> 00:15:57,870
+فإذا عيلنا V1 and X بتساوي D بتساوي 0 و V2 عند X
+
+226
+00:15:57,870 --> 00:16:03,410
+equal 0 بتساوي 0 لو عوضنا إيش بيصير V1 بتساوي 0
+
+227
+00:16:03,410 --> 00:16:10,130
+عوض عن X0 D إذا V1 إيش بتساوي minus A1 في D
+
+228
+00:16:28,470 --> 00:16:35,030
+بتساوي a1d بزاق بي واحد اذا بي واحد بتساوي ماينوس
+
+229
+00:16:35,030 --> 00:16:41,310
+a واحد في دي كمان في تنين عند ال zeroبتساوى zero
+
+230
+00:16:41,310 --> 00:16:43,050
+بتساوى B2
+
+231
+00:16:49,260 --> 00:16:52,560
+لسه احنا ماخلصماش كل المجاهيين، احنا قدرنا نجيب
+
+232
+00:16:52,560 --> 00:16:55,720
+بعضهم، عرفنا ان P اتنين بالسوء zero، هاي عرفنا
+
+233
+00:16:55,720 --> 00:17:00,320
+واحد، والتاني جيبنا العلاقة من A واحد وP واحد لإي
+
+234
+00:17:00,320 --> 00:17:03,580
+واحد وثمان اثنان اي واحد دي، لازمني اعرف يا A واحد
+
+235
+00:17:03,580 --> 00:17:06,660
+يا P واحد، اذا عرفت A واحد باعرف P واحد، اذا عرفت
+
+236
+00:17:06,660 --> 00:17:09,580
+P واحد باعرف A واحد، ومن كمان A تنين، لسه هدول
+
+237
+00:17:09,580 --> 00:17:14,180
+المجاهيينكمان قولنا في كمان واحدة boundary
+
+238
+00:17:14,180 --> 00:17:16,980
+condition كمان قولنا ال normal component ل D
+
+239
+00:17:16,980 --> 00:17:21,640
+بيتساو مين ال surface charge density اذا D 1 N
+
+240
+00:17:21,640 --> 00:17:26,220
+minus D 2 N بتساوي رقص عند مين عند X بتساوي اين
+
+241
+00:17:26,220 --> 00:17:29,480
+عند بالتمام ال interface بين اللي هو ال photo
+
+242
+00:17:29,480 --> 00:17:36,240
+conductor و ال dielectric اللي فوق اذا معناه بدأ
+
+243
+00:17:36,240 --> 00:17:40,440
+اجيب ال D ادول اللي احنا عملناهم على الصدورة
+
+244
+00:17:43,460 --> 00:17:48,220
+عشان أجيب ال D بدي أجيب ال E كيف بدي أجيب ال E؟ ال
+
+245
+00:17:48,220 --> 00:17:52,700
+E هي عبارة عن دل ال V فإيش هيكون؟ عندي ال D بتسوء
+
+246
+00:17:52,700 --> 00:17:58,420
+Epsilon E و E قولنا بتسوء منص دل ال V و ال V إحنا
+
+247
+00:17:58,420 --> 00:18:01,580
+قولنا بعد مدة على مينة؟ ال X إذا هتكون DV by DX
+
+248
+00:18:01,580 --> 00:18:07,920
+فعندي منص Epsilon دل ال V رؤس بتسوء D1n منص D2n
+
+249
+00:18:07,920 --> 00:18:16,280
+D1n إيش هتكون؟ Epsilon 1 E1nوD2 هتكون E2E2N
+
+250
+00:18:16,280 --> 00:18:20,120
+وبالتالي بقدر اجيبهم من تفاضل اللي هي ال vote
+
+251
+00:18:20,120 --> 00:18:26,860
+potential DB1 by DX و DB2 by DX طب لو انا فضلت V1
+
+252
+00:18:26,860 --> 00:18:34,000
+ايش بتساوي بشكل عام V1 بتساوي A1 X ذات V1 و V2
+
+253
+00:18:34,000 --> 00:18:38,640
+بتساوي A2 X ذات V2 التفاضل هو بالنسبة ل X من A1 و
+
+254
+00:18:38,640 --> 00:18:42,730
+A2بعد النتيجة زى ما انتوا شايفين اذا رؤس ايش بيبقى
+
+255
+00:18:42,730 --> 00:18:46,510
+تساوي مغنى ايسون واحد اي واحد زاد ايسون اتنين
+
+256
+00:18:46,510 --> 00:18:54,330
+اتنين اي واحد اتنين
+
+257
+00:18:54,330 --> 00:18:58,810
+اتنين اتنين اتنين اتنين اتنين اتنين اتنين اتنين
+
+258
+00:18:58,810 --> 00:18:59,230
+اتنين اتنين اتنين اتنين اتنين اتنين اتنين اتنين
+
+259
+00:18:59,230 --> 00:18:59,250
+اتنين اتنين اتنين اتنين اتنين اتنين اتنين اتنين
+
+260
+00:18:59,250 --> 00:19:02,330
+اتنين اتنين اتنين اتنين اتنين اتنين اتنين اتنين
+
+261
+00:19:02,330 --> 00:19:06,070
+اتنين اتنين اتنين اتنين اتنين اتنين ات
+
+262
+00:19:09,100 --> 00:19:11,900
+أحنا أهالي الرابعة المعادلة الرابعة لدينا أربعة
+
+263
+00:19:11,900 --> 00:19:14,540
+مجاهير فهنا أربعة معادلات عند ال potential عند ال
+
+264
+00:19:14,540 --> 00:19:17,360
+zero قلنا بيساوي zero potential عند ال D بيساوي
+
+265
+00:19:17,360 --> 00:19:20,380
+zero قلنا ال normal component لدى D عند ال
+
+266
+00:19:20,380 --> 00:19:23,340
+interface بيساوي رقص و ال potential نفسه عند ال A
+
+267
+00:19:23,340 --> 00:19:26,260
+أشمال لازم يكون continuous فعند ال potential عند
+
+268
+00:19:26,260 --> 00:19:28,660
+ال A لازم يكون متساوي فهنا المعادلة اللى أنا
+
+269
+00:19:28,660 --> 00:19:32,120
+ماكتبتاش لسه اللى هي V واحد عند X بيساوي A هساوي V
+
+270
+00:19:32,120 --> 00:19:38,290
+تنين عند X بيساوي A اللى هى هذهV1 عند X بالساوية L
+
+271
+00:19:38,290 --> 00:19:43,730
+هي A1 في X عوضنا عن X ب A زائد B1 بتساوية A8 في L
+
+272
+00:19:43,730 --> 00:19:50,240
+فعنا هي واحدةوهي معادلة وهي تالتة ورابعين عندي
+
+273
+00:19:50,240 --> 00:19:53,440
+اتقاعد ال B2 بأعوض عنها بالساوة 0 خلاص احنا
+
+274
+00:19:53,440 --> 00:19:59,420
+عارفينها في عند ال B1 مربوطة ب A1 بدلالة D بقدر
+
+275
+00:19:59,420 --> 00:20:03,480
+أعوض عنها هنا فاش بجيب علاقة بين مين ومين من A2
+
+276
+00:20:03,480 --> 00:20:09,660
+وA1 بأعوض عن واحدة منهم هنا بأعوض عن مثلا A1 او A2
+
+277
+00:20:09,660 --> 00:20:13,060
+نعملهم بالتفصيل واضحش اللي صار القصار أول حاجة
+
+278
+00:20:13,060 --> 00:20:17,720
+احنا عرفنا ال B1 بدلالة A1لعوضناها هذه اللي هي من
+
+279
+00:20:17,720 --> 00:20:24,940
+V1 at A بيساوي V2 at N لعوضناها عن V1 بيجيب علاقة
+
+280
+00:20:24,940 --> 00:20:29,460
+A2 ب A1 يعني هاي اللي هي من ال normal component لل
+
+281
+00:20:29,460 --> 00:20:34,960
+D تربط A1 و A2 بعوض عن A2 او A1 بجيب واحدة منهم
+
+282
+00:20:34,960 --> 00:20:39,320
+خلاص يعني انتهت صار معروفة عند ال A2 او ال A1
+
+283
+00:20:39,320 --> 00:20:42,960
+ابدات الرؤس epsilon 1 epsilon 2 صارت معروفة عرفنا
+
+284
+00:20:42,960 --> 00:20:49,490
+A1 بنعرف A2بنعرف اللي هو P1، واضح؟ اذا معناه انه
+
+285
+00:20:49,490 --> 00:20:51,890
+بقدر اجيب اللي هي ال electric field و هذا دائما
+
+286
+00:20:51,890 --> 00:20:54,990
+لازم نطبه ل E1 و E2 اللي هي E1 ايش اللي قولنا
+
+287
+00:20:54,990 --> 00:21:02,410
+بتساوي minus del E1 هتكون E1 D1 دي فيها E1 E1 هي
+
+288
+00:21:02,410 --> 00:21:07,470
+minus del V هي minus DV by DX اللي هي قولنا ايش
+
+289
+00:21:07,470 --> 00:21:08,710
+هتساوي بساطة E1
+
+290
+00:21:11,340 --> 00:21:16,340
+-A1 في اتجاه ال X-axis و E2 ايش هتكون minus A2 في
+
+291
+00:21:16,340 --> 00:21:20,640
+X hat و هدول احنا طلعهم فبنعود عنهم في المعادلة
+
+292
+00:21:20,640 --> 00:21:26,380
+وبالتالي بحصل على E1 و E2 واضح؟ تمام اذا كل هاي
+
+293
+00:21:26,380 --> 00:21:29,740
+قضية الجبرة بس الواحد دي تتحقق من ال configuration
+
+294
+00:21:29,740 --> 00:21:32,580
+تبع ال problem بتاعته وين ال electric field وين ال
+
+295
+00:21:32,580 --> 00:21:35,600
+potential اتجاهه وين ال boundary conditions وبتمتي
+
+296
+00:21:35,600 --> 00:21:41,560
+الحلتمام هي كده احنا شوفنا مثالين واحد على ال بصة
+
+297
+00:21:41,560 --> 00:21:47,080
+equation واحد على ال plus equation نشوف كمان مثال
+
+298
+00:21:47,080 --> 00:21:52,140
+ايش المثال هنا راح لمثال باكمد على الفاية احنا
+
+299
+00:21:52,140 --> 00:21:56,260
+الأمثل شوفناهم يا بتلدوا على ال z يا على ال x برضه
+
+300
+00:21:56,260 --> 00:21:59,840
+لازالت variable واحد خلنا نشوف السؤال عندي ال semi
+
+301
+00:21:59,840 --> 00:22:03,750
+infinite conducting planesعندي semi-infinite ايش
+
+302
+00:22:03,750 --> 00:22:10,290
+معناه انه بتده بس في نص ال globe نص الاسباسي فمثلا
+
+303
+00:22:10,290 --> 00:22:14,770
+عندنا ال plane الأولاني قاعد في equal zero يعني في
+
+304
+00:22:14,770 --> 00:22:20,070
+equal zero و من الرسمة واضح بمتد في اتجاه ال X و
+
+305
+00:22:20,070 --> 00:22:28,870
+ال Z بستر X و زر من اتجاهين واضح؟ بالتاني هو يعني
+
+306
+00:22:28,870 --> 00:22:36,950
+في equal five على ستة1 and x and φ equal 0 وقلنا
+
+307
+00:22:36,950 --> 00:22:41,730
+فى تدرون من ال X من ال روح المطابقة على ال X و
+
+308
+00:22:41,730 --> 00:22:46,630
+بتلف لحته Y 1 فى 0 هتكون على ال X axis فى على 6
+
+309
+00:22:46,630 --> 00:22:50,450
+طبعا ما بين ال X و ال Y هى شايفين ال X component و
+
+310
+00:22:50,450 --> 00:22:54,730
+هى ال Y axis و هى ال Z axis نعطينا قيم ال
+
+311
+00:22:54,730 --> 00:22:59,450
+potential على كل واحد من هدولة ال blends الأولانى
+
+312
+00:23:00,540 --> 00:23:04,260
+الـ Plane هذا اللي هو من اللي زمان قد حكينا عن فاي
+
+313
+00:23:04,260 --> 00:23:07,480
+equal zero هو semi-infinite لأنه semi-infinite
+
+314
+00:23:07,480 --> 00:23:11,540
+بروحش لقى ال minus x لو بروح من ال minus x ل plus
+
+315
+00:23:11,540 --> 00:23:15,580
+x بصير infinite هذا الـ Plane لكن هو semi-infinite
+
+316
+00:23:15,580 --> 00:23:18,900
+لأنه بروح من minus z ل plus z و فقط في ال positive
+
+317
+00:23:18,900 --> 00:23:23,710
+x axis هاي ال semi-infiniteقيمة ال potential عند
+
+318
+00:23:23,710 --> 00:23:30,630
+هذا ال plan بتسوى 0 and 5 بتسوى
+
+319
+00:23:30,630 --> 00:23:34,730
+باي على ستة اللي هو ال plan التاني قيمة ال
+
+320
+00:23:34,730 --> 00:23:40,210
+potential 100 volt بده يانا برضه نحصل V أو E اذا
+
+321
+00:23:40,210 --> 00:23:42,710
+عرفنا V دايما زي ما انتوا عارفين بنقدر نجيب ال E
+
+322
+00:23:42,710 --> 00:23:45,870
+طبعا احنا بنقدر نستخدم هنا من ال cylindrical
+
+323
+00:23:45,870 --> 00:23:49,850
+coordinateلأنه فيه اعتمادية على ال file اعتمادية
+
+324
+00:23:49,850 --> 00:23:53,840
+على ال file فيه ال desert axis و فيه ال drawأولا
+
+325
+00:23:53,840 --> 00:23:57,420
+باعتمد على ال row بتنشغل محدد يعني فاي equal zero
+
+326
+00:23:57,420 --> 00:24:00,660
+و فاي باي على تنسيق باعتمد على مين على فاي ال
+
+327
+00:24:00,660 --> 00:24:03,060
+boundary condition حتى يتسهل و لا اعتمادية
+
+328
+00:24:03,060 --> 00:24:06,020
+اعتمادية على فاي واحدة عند ال zero واحدة عند ال
+
+329
+00:24:06,020 --> 00:24:11,340
+باي على ستة اذا دي التربيع V بتتبسط لمين واحد على
+
+330
+00:24:11,340 --> 00:24:15,320
+رو تربيع دي تانية V باي دي فاية تربيع بتساوي اش
+
+331
+00:24:15,320 --> 00:24:20,850
+سفر مش free charges مش هبصيرتي free chargesبتنال
+
+332
+00:24:20,850 --> 00:24:24,010
+كامل طبعا ال raw تربيع اللى تسوى zero واضح فيه قلو
+
+333
+00:24:24,010 --> 00:24:27,590
+radius فإذا ما بقدر أدب فيها بتروح فبصير عند ال D
+
+334
+00:24:27,590 --> 00:24:31,350
+V by D Phi إيش بتسوى constant كمان مرة أكامل V إيش
+
+335
+00:24:31,350 --> 00:24:39,190
+بتسوى ال constant في Phi زائد another constant V
+
+336
+00:24:39,190 --> 00:24:45,710
+بيبقى تسوى A Phi زائد B تمام؟ في حاجة مهمة إنه
+
+337
+00:24:45,710 --> 00:24:50,900
+دايما عند ال raw equal to zero فيه gapand ال raw
+
+338
+00:24:50,900 --> 00:24:53,960
+هيوحط لكيها في الرسمة في النجاب دي عشان ال
+
+339
+00:24:53,960 --> 00:24:58,040
+insulation يعني عشان مايصيرش ال potential يعني
+
+340
+00:24:58,040 --> 00:25:01,180
+عشان يفصل ال two potentials مايصيرش دي قاعدة
+
+341
+00:25:01,180 --> 00:25:05,200
+استوزيع لل potential ففي NDL gap صغيرة كتير لادرش
+
+342
+00:25:05,200 --> 00:25:08,260
+ان احنا بنهملها بس هي موجودة بتعمل زي insulation
+
+343
+00:25:08,260 --> 00:25:09,840
+بين ال two plates
+
+344
+00:25:14,690 --> 00:25:16,870
+هيجيبنا ال potential و طبعا هنا بس بنحط ال powder
+
+345
+00:25:16,870 --> 00:25:19,790
+conditions إيش ال powder conditions عندنا فا يكل
+
+346
+00:25:19,790 --> 00:25:23,050
+زيرو ال potential بيساوي زيرو and فا يكل ماي على
+
+347
+00:25:23,050 --> 00:25:26,670
+ستة ال potential بيساوي مية إيه معوض؟ إذا أنا عند
+
+348
+00:25:26,670 --> 00:25:31,530
+فا يكل زيرو بيحط بي إيش بيساوي سفر هيخلص من بي إيش
+
+349
+00:25:31,530 --> 00:25:35,730
+طبعا إن ال potential بيساوي إيه فا؟فاي نوت بشكل
+
+350
+00:25:35,730 --> 00:25:38,230
+عام الهي باية على ستة ال note ها دي يعني some
+
+351
+00:25:38,230 --> 00:25:41,670
+constant V note إيش بتساوي إيه في نوت يعني بمعنى
+
+352
+00:25:41,670 --> 00:25:45,290
+إيه عرفناها ساعة V note اللي هي مية على في نوت
+
+353
+00:25:45,290 --> 00:25:49,110
+اللي هي باية على ستة إذا بشكل عام V إيش بتساوي V
+
+354
+00:25:49,110 --> 00:25:52,400
+نوت على في نوت في في هدولة عارفينهمفاية نوت مية
+
+355
+00:25:52,400 --> 00:25:55,680
+وفاية نوت باية على ستة لك او في سؤال تانى قال لي
+
+356
+00:25:55,680 --> 00:25:59,800
+باية مثلا هذا فاية بيساوي باية اتنين بقدر استخدمها
+
+357
+00:25:59,800 --> 00:26:03,100
+للعلاقة يعني نتذكرها انها V بتساوي ال constant
+
+358
+00:26:03,100 --> 00:26:06,580
+potential على قيمة الزاوية اللى عندها معاك فقيمة
+
+359
+00:26:06,580 --> 00:26:10,380
+ال potential في فاية اذا V بتتناسب تقريبا مع فاية
+
+360
+00:26:10,380 --> 00:26:14,340
+محل ال potential تظهر مين بدناه ايه ايه ال minus
+
+361
+00:26:14,340 --> 00:26:18,220
+ده V بتمت على فاية ناخد ال component بتاعة فاية
+
+362
+00:26:18,220 --> 00:26:23,450
+الواحد على رو دي بي بي فاية و فاية هاتلو اتفضلنا
+
+363
+00:26:23,450 --> 00:26:26,570
+بالنسبة للفا إيش بيظل عندنا ال constant V0 على فاي
+
+364
+00:26:26,570 --> 00:26:32,310
+نوت اللي هي 100 على 4 على 6 واحد على رو في V0 على
+
+365
+00:26:32,310 --> 00:26:35,550
+فاي نوت في تجاه الفاي نوت معود بيعطينا قيمة ال
+
+366
+00:26:35,550 --> 00:26:41,650
+potential وقيمة ال equilibrium and النقطةواحد ده
+
+367
+00:26:41,650 --> 00:26:45,670
+بتاعت متعمين على theta ده عندى two coins ال coin
+
+368
+00:26:45,670 --> 00:26:48,970
+الأولانى طبعا ال coins اللى حددتهم بزاوية الرقص
+
+369
+00:26:48,970 --> 00:26:52,930
+بيسموها زاوية رقص المخرض اللى هى الأولى ال two
+
+370
+00:26:52,930 --> 00:26:58,090
+conducting coins الأولانى زاوية رقصه اللى هى theta
+
+371
+00:26:58,090 --> 00:27:02,650
+واحد باية العشرةوالتانى اللى هو سيرة الدنيا باي
+
+372
+00:27:02,650 --> 00:27:07,410
+على ستة نفس القضية عند ال zero فيه gap عشان
+
+373
+00:27:07,410 --> 00:27:11,210
+مايصيرش فيه touch بين ال two plates ففي عندنا
+
+374
+00:27:11,210 --> 00:27:15,150
+insulation gap من الهوى، gap صغيرة، صغيرة كتير
+
+375
+00:27:15,150 --> 00:27:18,070
+لازرش اللى بنهيملها، لازرش في عندها اي conditions
+
+376
+00:27:18,070 --> 00:27:22,090
+الحاجة اللى بيعطيناياها ان عند باي على أشرك بتنشر
+
+377
+00:27:22,090 --> 00:27:25,640
+قيمة two سفر هي groundedيعني حتى لو مش كاتبها
+
+378
+00:27:25,640 --> 00:27:30,620
+هديمها لها grounded وعندي V على ستة V نود هم
+
+379
+00:27:30,620 --> 00:27:34,040
+يعطينا قداش كيمة V نود اللي هي خمسين Volt واضح بده
+
+380
+00:27:34,040 --> 00:27:40,080
+طبعات V وE between the two conesطبعا اللى واضح لنا
+
+381
+00:27:40,080 --> 00:27:42,400
+ان ال potential بقت نضع على θ لان اي اللى بتنش على
+
+382
+00:27:42,400 --> 00:27:45,740
+عين θ واحد بساوة صفر وعين ثتر اتنين بساوة V0 اذا
+
+383
+00:27:45,740 --> 00:27:47,700
+اللى بتنش على عين ثتر اتنين بساوة V0 اذا اللى بتنش
+
+384
+00:27:47,700 --> 00:27:48,180
+على عين ثتر اتنين بساوة V0 اذا اللى بتنش على عين
+
+385
+00:27:48,180 --> 00:27:50,240
+ثتر اتنين بساوة V0 اذا اللى بتنش على عين ثتر اتنين
+
+386
+00:27:50,240 --> 00:27:52,480
+بساوة V0 اذا اللى بتنش على عين ثتر اتنين بساوة V0
+
+387
+00:27:52,480 --> 00:27:56,740
+اذا اللى بتنش على عين ثتر اتنين
+
+388
+00:27:56,740 --> 00:28:06,470
+بساوة V0 اذا اللى بتنش على عين ثتر اتنين بسأول
+
+389
+00:28:06,470 --> 00:28:11,150
+تكامل أشبط يعني sin θ dv by d θ بيسوء constant هذا
+
+390
+00:28:11,150 --> 00:28:15,470
+ال constant مش هيصير dv بتسوء ال constant على sin
+
+391
+00:28:15,470 --> 00:28:19,550
+θ d θ يعني صار عندى d θ على sin θ التكامل عشان
+
+392
+00:28:19,550 --> 00:28:25,770
+كمان مرةأول تجامل طبعا ال Vandori احنا حكينا عنها
+
+393
+00:28:25,770 --> 00:28:29,870
+مافيش اي مشكلة لو قلنا Zeta R0 Zeta 0 excluded
+
+394
+00:28:29,870 --> 00:28:33,590
+عشان ان بتعمل insulation ضربنا بقعة ربيع سنة و ستة
+
+395
+00:28:33,590 --> 00:28:37,850
+بيضل هدش كده أول مرة إيش بيعطيني constantتعريف
+
+396
+00:28:37,850 --> 00:28:41,170
+مرة؟ بعمل separation of variable لإن مش هقدر أكامل
+
+397
+00:28:41,170 --> 00:28:44,550
+و هو مابيش .. فبقسم على sin θ و بدروف في dθ فبصير
+
+398
+00:28:44,550 --> 00:28:49,850
+عندى dv سواء تكمل dθ على sin θ و هدي إيش بقدر
+
+399
+00:28:49,850 --> 00:28:53,550
+أسويها اللي هي باستخدام ال trick ليش ضعيف الزاوية
+
+400
+00:28:53,940 --> 00:28:58,520
+قانون ضعف الزاوية عارفينهم؟ sin ضعف الزاوية او two
+
+401
+00:28:58,520 --> 00:29:02,120
+theta ايش بيسوي اتنين sin theta cosine theta يعني
+
+402
+00:29:02,120 --> 00:29:05,800
+عملي الزاوية theta اذا بتصير اتنين sin النص theta
+
+403
+00:29:05,800 --> 00:29:08,840
+cosine النص theta ليش فدي اعمل هيك؟ لإن واحدة من
+
+404
+00:29:08,840 --> 00:29:15,580
+هدولة تفاضل التانيةلو ضربت انا ال bust و المقام او
+
+405
+00:29:15,580 --> 00:29:21,460
+يعني قسمت على cos θ و ضربت في cos θ عشان مايصيرش
+
+406
+00:29:21,460 --> 00:29:23,820
+اي خلل هاي ال trip كلنا ساخناها عشان نعملها ده ال
+
+407
+00:29:23,820 --> 00:29:27,280
+integration لو ضربت في cosine و قسمت على cosine
+
+408
+00:29:27,280 --> 00:29:31,820
+هاي بتصير ايش؟ cosine تربية وهي ايش بتصير؟ tan اذا
+
+409
+00:29:31,820 --> 00:29:35,400
+بيصير عامد ال cosine تربية θ على اتنين في tan θ
+
+410
+00:29:35,400 --> 00:29:40,330
+على اتنين معايا ولا اكتب على اللوح؟الـ cos تربيعش
+
+411
+00:29:40,330 --> 00:29:44,210
+هي c كان واحد على cos عند دي ستة على .. بتصير c
+
+412
+00:29:44,210 --> 00:29:48,390
+كان تربيع ستة على اتنين على تان ستة بتعرف ان فضل
+
+413
+00:29:48,390 --> 00:29:54,930
+تان ستة هي c كان تربيع فصرت هاي dx على x صح؟ طبعا،
+
+414
+00:29:54,930 --> 00:29:58,410
+اذا أول حاجة قولنا ال sign ستة هي أبارع اتنين cos
+
+415
+00:29:58,410 --> 00:30:02,070
+ستة على اتنين sign ستة على اتنين ضربنا في cos ستة
+
+416
+00:30:02,070 --> 00:30:05,530
+على اتنين وقسمنا في cos ستة على اتنين صارت cos
+
+417
+00:30:05,530 --> 00:30:08,790
+تربيع ستة على اتنين وهي صارت تان ستة على اتنين
+
+418
+00:30:20,240 --> 00:30:26,320
+D ثتا على sin ثتا يقولنا اتنين sin ثتا على اتنين
+
+419
+00:30:26,320 --> 00:30:31,100
+cosine ثتا على اتنين هذا كله بالضبط في cosine ثتا
+
+420
+00:30:31,100 --> 00:30:34,900
+على اتنين واسمه على cosine ثتا على اتنين
+
+421
+00:30:40,080 --> 00:30:45,240
+عندي sin 6 على 2 على cos 6 على 2 هتعطيني ت 6 على 2
+
+422
+00:30:45,240 --> 00:30:52,720
+و cos تربيه 6 على 2 سو a على 2 التكامل 1 على cos
+
+423
+00:30:52,720 --> 00:31:00,640
+اللي هو c كانت تربيه 6 على 2 دي 3 على ت 6 على 2
+
+424
+00:31:00,640 --> 00:31:07,960
+بضل إنه هاد ال X يعني أخليها 6 على 2 اتنين واضح؟
+
+425
+00:31:11,910 --> 00:31:21,730
+فإذا صارت dx على x وبالتالي بحصل على ..
+
+426
+00:31:21,730 --> 00:31:28,550
+فبتصير a ln θ tan θ على 2 زائد some constant طبعا
+
+427
+00:31:28,550 --> 00:31:32,090
+إحنا خلاص كوصلنا لل potential بدأ أحط اللي هي ال
+
+428
+00:31:32,090 --> 00:31:34,890
+boundary condition قلنا على θ equal 0 ال potential
+
+429
+00:31:34,890 --> 00:31:43,250
+بيساوي 0 tan ال 0 قداشمقابل الـ 0 مقابل الـ 0
+
+430
+00:31:43,250 --> 00:31:52,730
+مقابل الـ
+
+431
+00:31:52,730 --> 00:32:03,730
+0
+
+432
+00:32:05,290 --> 00:32:07,730
+بس هو مش بيعطينا عند ال zero، احنا ليش مدورة على
+
+433
+00:32:07,730 --> 00:32:10,570
+zero، اتقش ال conditions تاولنا، عند ال pi على
+
+434
+00:32:10,570 --> 00:32:13,550
+عشرة، احنا قولنا ال zero هي بنستستيها، ليش اللي
+
+435
+00:32:13,550 --> 00:32:17,450
+هال insulation؟ ان واحدة عدل ال pi على عشرة، اللي
+
+436
+00:32:17,450 --> 00:32:20,150
+عندها ال potential بيساوي zero، والتانية pi على ال
+
+437
+00:32:20,150 --> 00:32:23,550
+six اللي عندها potential لينو، بنعوض عليهم، اذا
+
+438
+00:32:23,550 --> 00:32:26,690
+عندنا ال potential أول حاجة عند مين؟ أكتبهم
+
+439
+00:32:57,680 --> 00:33:01,700
+بس بنعود عند النقطات اللي أمامنا
+
+440
+00:33:05,310 --> 00:33:12,390
+على عشرة اللي هي بالساوية عندها سفر a لان تاني غير
+
+441
+00:33:12,390 --> 00:33:18,210
+عشر باي على عشرين زائد
+
+442
+00:33:18,210 --> 00:33:24,230
+بي و المرة التانية اللي عند ال باي على ستة اللي هي
+
+443
+00:33:24,230 --> 00:33:31,650
+الساوية خمسين ساوية a لان باي على ستة اتنين اللي
+
+444
+00:33:31,650 --> 00:33:32,290
+هي اتناشر
+
+445
+00:33:35,240 --> 00:33:42,280
+bye على معاشر زائدبنعمل معادلتين طبعا وجهينين بقدر
+
+446
+00:33:42,280 --> 00:33:46,680
+أعود و أستخدم ال calculator و أجيب الناتج تبعي هو
+
+447
+00:33:46,680 --> 00:33:50,620
+طبعا بيخليهم 6 2 6 1 عشان انه في النهاية انت بتقدر
+
+448
+00:33:50,620 --> 00:33:57,440
+تخلي الحل تبعك لأي زرع لأي 6 1 6 2 فاحنا لو خلناهم
+
+449
+00:33:57,440 --> 00:34:01,280
+دلت 6 1 6 2 مافيش اي مشكلة عندنا يعني بتطلعنا
+
+450
+00:34:01,280 --> 00:34:06,380
+solution اللي هي V بتسوء A لن مثلا الحالة الأولى
+
+451
+00:34:06,380 --> 00:34:10,960
+عند 6 equals 0 A بيش بتسوء minusهي الحالة اللي
+
+452
+00:34:10,960 --> 00:34:15,260
+بيبقى هذه بشكل عام لو بيخدنا الشكل العام اللي
+
+453
+00:34:15,260 --> 00:34:21,240
+بيبقى بي بيبقى بي
+
+454
+00:34:21,240 --> 00:34:26,460
+بيبقى
+
+455
+00:34:26,460 --> 00:34:27,620
+بي بيبقى بي بيبقى بي بيبقى بي بيبقى بي بيبقى بي
+
+456
+00:34:27,620 --> 00:34:27,620
+بيبقى بي بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى
+
+457
+00:34:27,620 --> 00:34:27,680
+بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى
+
+458
+00:34:27,680 --> 00:34:27,740
+بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى بيبقى
+
+459
+00:34:27,740 --> 00:34:38,060
+بيبقى بيبقى بيبقى ب
+
+460
+00:34:38,410 --> 00:34:47,590
+فتساوي خمسين او V0 مثلا V0 هتساوي A لان فتا تنين
+
+461
+00:34:47,590 --> 00:34:54,390
+على اثنين زائد B اليمين minus A لان فتا واحد على
+
+462
+00:34:54,390 --> 00:35:02,810
+اثنين فتساوي A لان فتا تنين على فتا واحد اذا ايه
+
+463
+00:35:02,810 --> 00:35:08,050
+ايش هتساوي V0 على لان
+
+464
+00:35:10,350 --> 00:35:15,090
+بعد ذلك احنا عرفنا ال B ابدلالة ال A وعرفنا ال A
+
+465
+00:35:15,090 --> 00:35:19,610
+بقدر ارجع وضع ال A اللى هى B لضع لانسى 2 على ساتة
+
+466
+00:35:19,610 --> 00:35:24,030
+واحد بقدر اذا اكتب ال potential بشكل عام ابدلالة
+
+467
+00:35:24,030 --> 00:35:29,310
+اللى هو ال A و ال B اللى هى B لضت لانسى 6 على 2
+
+468
+00:35:29,310 --> 00:35:33,130
+على تان ستة واحد على اتنين على لان ستة اتنين على
+
+469
+00:35:33,130 --> 00:35:37,930
+تان ستة اتنين على تان ستة واحد على اتنينانا ال 10
+
+470
+00:35:37,930 --> 00:35:44,250
+ضيعتها او انت كنت ساكتين لن تم تلتة واحدة على
+
+471
+00:35:44,250 --> 00:35:51,010
+اتنين انا لن ما ضيعتها لن تم تلتة واحدة على اتنين
+
+472
+00:35:51,010 --> 00:36:03,010
+فاول شيء ايه؟ من هنا انا جادي واضح لن تم دنيا ضاعة
+
+473
+00:36:03,010 --> 00:36:12,210
+على اتناش زي اتنينأحنا V0 يعني لن تان فتة تمين على
+
+474
+00:36:12,210 --> 00:36:21,810
+اتنين زي بي وقلنا بي من هي من هي minus A
+
+475
+00:36:21,810 --> 00:36:29,150
+لن تان فتة واحد على اتنين وبالتالي V0 ايش هتساوي
+
+476
+00:36:29,150 --> 00:36:34,570
+او A يعني بنقدر نقول انه A بيساوي V0 على فدولة تان
+
+477
+00:36:34,570 --> 00:36:41,390
+لن و لنالفئة الاسفة بينهم هتكون لن تان ثانية ثانية
+
+478
+00:36:41,390 --> 00:36:56,790
+اتنين على اتنين على اتن
+
+479
+00:36:56,790 --> 00:37:01,170
+بيتا واحدة اتن بيتا واحدة على اتن بيتا واحدة على
+
+480
+00:37:01,170 --> 00:37:04,430
+اتن بيتا
+
+481
+00:37:04,430 --> 00:37:11,700
+واحدة على اتن بيتا واحدة على اتنلن تان ثتا اتنين
+
+482
+00:37:11,700 --> 00:37:17,680
+على اتنين على تان ثتا واحد على اتنين وبالتالي بقى
+
+483
+00:37:17,680 --> 00:37:25,360
+درجة بيش بتسوي minus a equal هذا الكلام بيقلو تان
+
+484
+00:37:25,360 --> 00:37:29,580
+ثتا واحد على تان لن تان
+
+485
+00:37:38,160 --> 00:37:48,100
+طب V إيش بتساوي؟ A times theta 1 على 2 و أقدر أحسب
+
+486
+00:37:48,100 --> 00:37:52,380
+اللي هو قيمة ال potential بنعوض عنهم بيطلع معنا
+
+487
+00:37:52,380 --> 00:37:55,200
+المفترة اللي ماتش فيها بتعتمد على N times theta
+
+488
+00:37:55,200 --> 00:38:00,560
+بقى كله constants E إيش بتساوي؟ minus دلن ال V لإن
+
+489
+00:38:00,560 --> 00:38:04,640
+طبعا كل هذا بنرجح في النهاية بنعوض عن هنا عن Aنعوض
+
+490
+00:38:04,640 --> 00:38:08,100
+عن A و بنعوض عن B فبتظهر لنا ten theta على اتنين
+
+491
+00:38:08,100 --> 00:38:11,940
+قعدت بس ترتيب بسيط وصير معنا اللي هو المقدار الأهم
+
+492
+00:38:11,940 --> 00:38:15,100
+بي قلنا بيساومها ناس A لان ten theta واحد على
+
+493
+00:38:15,100 --> 00:38:18,860
+اتنين لو عوضنا عنه تطينا A لان ten theta على اتنين
+
+494
+00:38:18,860 --> 00:38:23,560
+على ten theta واحد على اتنين و هكذا واضح أه؟أذا V
+
+495
+00:38:23,560 --> 00:38:27,360
+سمنا عارفينها بنجيب E ليه minus دل ال V وطبعا
+
+496
+00:38:27,360 --> 00:38:31,420
+اعتمادية على ال theta هذا ال coordinate بأخد ال
+
+497
+00:38:31,420 --> 00:38:33,960
+theta component فال gradient بتعطينا theta hat
+
+498
+00:38:33,960 --> 00:38:39,060
+minus 1 على r dv by d theta لو أنا فضلت هذا
+
+499
+00:38:39,060 --> 00:38:42,400
+المقدار طبعا مين اللي بعتمد على كل ال theta بس هذه
+
+500
+00:38:42,400 --> 00:38:45,460
+اللي فوق فده كله بيكون len على len
+
+501
+00:38:58,950 --> 00:39:06,210
+الجزء التاني مستمر بالنسبة لي هذه عبارة عن
+
+502
+00:39:17,590 --> 00:39:25,190
+تان ثتا على اتنين minus نفس الكلام D0 على length
+
+503
+00:39:25,190 --> 00:39:29,330
+تان ثتا على اتنين على اتنين تان ثتا اتنين على
+
+504
+00:39:29,330 --> 00:39:34,490
+اتنين على تان ثتا واحد على اتنين مضروف في مين في
+
+505
+00:39:34,490 --> 00:39:38,910
+اللي هو length تان ثتا واحد حقرتها على اتنين هذا
+
+506
+00:39:38,910 --> 00:39:44,040
+كله constant من النقطة فتفاضوا بثوث زفرمين بيظل
+
+507
+00:39:44,040 --> 00:39:47,460
+هنا تفاضل هذا جزء اللي هو V0 على لن تنفذ 2 على 2
+
+508
+00:39:47,460 --> 00:39:56,940
+على تنفذ 1 على 2 لن اشتفظ له 1 DX على X اشتفظ له
+
+509
+00:39:56,940 --> 00:40:04,500
+DX يكان تربيه ثتا على 2 في نص على تنفذه طب اطلع
+
+510
+00:40:04,500 --> 00:40:06,380
+معناه اللي انت شايفينه
+
+511
+00:40:11,500 --> 00:40:15,840
+هتكون E بيتساوى minus A على R طبعا احنا بنقوله هذا
+
+512
+00:40:15,840 --> 00:40:18,420
+زى ما رسمتلكم ايه كده بقولكم ايه على الورق بقدر
+
+513
+00:40:18,420 --> 00:40:22,400
+كله افضله بيطلع معايا انه E بتساوى minus B ند على
+
+514
+00:40:22,400 --> 00:40:26,560
+R sin θ ل N tan θ اتنين على اتنين على تان ستة واحد
+
+515
+00:40:26,560 --> 00:40:28,540
+اتنين ستة hat واضح
+
+516
+00:40:32,850 --> 00:40:36,970
+طبعا ال secant تربيه اللى هى sin على cosine على ال
+
+517
+00:40:36,970 --> 00:40:40,470
+secant تربيه واحد على cosine تربيه اللى هى ال
+
+518
+00:40:40,470 --> 00:40:44,010
+trick اللى استخدمناها على التان ايش بيصير التان؟
+
+519
+00:40:44,010 --> 00:40:47,850
+sin على cosine فعشان هيك بيضلنا بس اللى هى ال
+
+520
+00:40:47,850 --> 00:40:50,670
+cosine اللى أمامنا هال DX على X زى ما اتفقنا
+
+521
+00:40:50,670 --> 00:40:54,590
+فبتعطينا اللى هى secant تربيه على التان وبالتالي
+
+522
+00:40:54,590 --> 00:41:00,480
+بيضلنا المفضل اللى أمامنابنعوض عن الأرقام لان طول
+
+523
+00:41:00,480 --> 00:41:04,620
+الوقت نستخدم V0 و θ1 و θ2 بيعطينا قيمة ال
+
+524
+00:41:04,620 --> 00:41:07,920
+potential اللى هو طالبه قيمة ال potential هو قيمة
+
+525
+00:41:07,920 --> 00:41:10,240
+ال electric field بعوض عن الأرقام الموجودة عندى و
+
+526
+00:41:10,240 --> 00:41:14,600
+مش بيعطينا قيمة R لان هو semi infiniteو .. او يعني
+
+527
+00:41:14,600 --> 00:41:17,280
+مش ايه لأ قداش ال radius تبع ال coin و قداش كلمة
+
+528
+00:41:17,280 --> 00:41:21,500
+ال .. طبعا هو function of θ و R ناتج ال electric
+
+529
+00:41:21,500 --> 00:41:25,840
+field زي ما انتش فيه بيطلع function of R و θ لو
+
+530
+00:41:25,840 --> 00:41:28,220
+بيعطينا نقطة محددة ايه يعني النقطة المحددة
+
+531
+00:41:28,220 --> 00:41:31,840
+بيجيبالك ان هو طبعا بدنا ال electric field فلاحظنا
+
+532
+00:41:31,840 --> 00:41:35,800
+بعد التفاضل اللي عملناه انه بيطلع ان ال E من وين
+
+533
+00:41:35,800 --> 00:41:39,360
+اشت ال R من اللي هي ال gradient بيطلع ال electric
+
+534
+00:41:39,360 --> 00:41:44,060
+field function of R و θ ال potentialفقط function
+
+535
+00:41:44,060 --> 00:41:49,700
+of θ لكن الectric field فهي function of two points
+
+536
+00:41:49,700 --> 00:41:54,480
+R وθ هذا اللي هو ال separation of variables اللي
+
+537
+00:41:54,480 --> 00:41:57,400
+هناخده اللي قادم ان شاء الله هنا عندنا زي ما انتوا
+
+538
+00:41:57,400 --> 00:42:02,540
+شايفين ان اللي هو المتوازن الاضلاع وعندنا ال
+
+539
+00:42:02,540 --> 00:42:07,820
+conditions على كل surface وبدنا نجيب ال potential
+
+540
+00:42:07,820 --> 00:42:11,600
+فواضح انه فينا potential بين اللي هو ال plate اللي
+
+541
+00:42:11,600 --> 00:42:11,960
+على ال
+
+542
+00:42:20,920 --> 00:42:29,930
+عن طريق الاسئلة الاسئلة الاسئلة هيبالتالي هذا
+
+543
+00:42:29,930 --> 00:42:33,710
+هنحتاج two variables x و y وبالتالي لازم نحل ال
+
+544
+00:42:33,710 --> 00:42:37,250
+potential في two dimensions و نعمل ان هي
+
+545
+00:42:37,250 --> 00:42:40,950
+separation of variables فخلي هذا للقاء القادم ان
+
+546
+00:42:40,950 --> 00:42:45,410
+شاء الله وبنخلص second chapter لقاء القادم
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/UItqMtiDJ-k.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/UItqMtiDJ-k.srt
new file mode 100644
index 0000000000000000000000000000000000000000..31db65c2cf7b111d9c0c7505c1ea07c962feb61f
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/UItqMtiDJ-k.srt
@@ -0,0 +1,1387 @@
+1
+00:00:20,450 --> 00:00:22,510
+بسم الله الرحمن الرحيم الحمد لله يا رب العالمين
+
+2
+00:00:22,510 --> 00:00:25,150
+والصلاة والسلام على رسول الله اللهم علمنا ما
+
+3
+00:00:25,150 --> 00:00:29,450
+ينفعنا وإنفعنا بما علمتنا وزدنا اللهم  اليوم
+
+4
+00:00:29,450 --> 00:00:33,390
+هنبدأ في chapter 4 هو إيش electrostatic طبعًا في
+
+5
+00:00:33,390 --> 00:00:37,770
+بداية الـ chapter هنتكلم عن إيش coulomb's law هنش-
+
+6
+00:00:37,770 --> 00:00:40,910
+بعرف ليه coulomb's law بحكي لها deals with the force a
+
+7
+00:00:40,910 --> 00:00:43,590
+point charge exerts on another point charge
+
+8
+00:00:43,590 --> 00:00:48,030
+بتعني بتعامل مع إيش point charges طبعًا بتعامل مع
+
+9
+00:00:48,030 --> 00:00:52,510
+إيش قوة بتأثر من point charge على point of 
+
+10
+00:00:52,510 --> 00:00:56,170
+charge ثاني فاهم بيحكيلي two polarities of charges
+
+11
+00:00:56,170 --> 00:00:59,370
+may be positive or negative فاهم بيحكيلي الشحنات
+
+12
+00:00:59,370 --> 00:01:05,010
+بيكون قطبيتها إما موجبة أو سالبة ثم بيحكيلي like 
+
+13
+00:01:05,010 --> 00:01:09,810
+charges repel and unlike charges attract فادي إيش 
+
+14
+00:01:09,810 --> 00:01:13,450
+معناه إن شحنات متشابهة تتنافر ف أنا عندي two
+
+15
+00:01:13,450 --> 00:01:16,990
+positive charges بيصير بينهم إيه تنافر أو two
+
+16
+00:01:16,990 --> 00:01:20,820
+negative charges برضه بيصير بينهم تنافر وبعدين الـ
+
+17
+00:01:20,820 --> 00:01:24,360
+unlike charges attract يعني الشحنات المختلفة الـ
+
+18
+00:01:24,360 --> 00:01:28,480
+مختلفة إيش بيصير بينها تجاذب attract فهنا على 
+
+19
+00:01:28,480 --> 00:01:31,320
+اليمين في عندي إيش شحنة موجبة positive في عندي
+
+20
+00:01:31,320 --> 00:01:36,140
+شحنة سالبة negative بيصير بينهم إيش attract تمام و
+
+21
+00:01:36,140 --> 00:01:39,700
+أنا بحكيلي charges measured in coulomb بحكيلي احنا 
+
+22
+00:01:39,700 --> 00:01:42,940
+إيش وحدة القياس اللي هي الشحنة عبارة عن إيش
+
+23
+00:01:42,940 --> 00:01:47,160
+coulomb و بحكيلي one coulomb بيكافئ ستة في عشر أو 
+
+24
+00:01:47,160 --> 00:01:51,460
+ستة و عشرين إيش electrons طبعًا أعتقد إن المفاهيم مرت
+
+25
+00:01:51,460 --> 00:01:55,780
+عليكم أعتقد في الفيزياء الفيزياء أو الفيزياء بقى طيب هذه
+
+26
+00:01:55,780 --> 00:01:59,160
+بيحكيلي شحنة الـ electron الـ E هذه عبارة عن شحنة الـ
+
+27
+00:01:59,160 --> 00:02:02,280
+electron كل واحد point ستة سفر اتنين عشرة أس سالب تسعتاش ايه؟ coulomb طبعًا وبعدين بيحكيلي الـ
+
+28
+00:02:02,280 --> 00:02:05,760
+protons has a charge of E وبعدين electron has a
+
+29
+00:02:05,760 --> 00:02:10,640
+charge of minus E طبعًا بنعرف إن الذرة بتكون فيها
+
+30
+00:02:10,640 --> 00:02:14,360
+protons وإيه؟ electrons طبعًا طبعًا شحنة الـ proton
+
+31
+00:02:14,360 --> 00:02:18,180
+بتكون موجبة وشحنة الـ electron إيش بتكون سالبة
+
+32
+00:02:18,180 --> 00:02:22,140
+فأنت بتحكيلي شحنة الـ proton هتكون positive E وشحنة الـ
+
+33
+00:02:22,140 --> 00:02:25,060
+electron هتكون negative E فهي قيمة الـ E
+
+34
+00:02:25,060 --> 00:02:28,460
+لها N كولوم طبعًا وأنا بتحكيلي إن atom اللي هي 
+
+35
+00:02:28,460 --> 00:02:32,780
+الذرة or group of atoms that has lost one or more
+
+36
+00:02:32,780 --> 00:02:37,140
+electrons gives a net positive charge هتكون عندي 
+
+37
+00:02:37,140 --> 00:02:40,840
+ذرة أو مجموعة ذرات لما تفقد one or more electrons
+
+38
+00:02:40,840 --> 00:02:45,800
+لما الذرة تفقد one or more electrons
+
+39
+00:02:45,800 --> 00:02:48,620
+لما الذرة تفقد electron إيش هيكون عند الشحنة
+
+40
+00:02:48,620 --> 00:02:53,640
+الكلية net positive charge لإنه لما الذرة تفقد
+
+41
+00:02:53,640 --> 00:02:57,220
+electron هيصير عدد الـ protons أكبر من عدد الـ
+
+42
+00:02:57,220 --> 00:03:00,820
+electrons وبالتالي بنحكي net positive charge طبعًا
+
+43
+00:03:00,820 --> 00:03:05,720
+العكس؟ العكس صحيح طبعًا هل يحكي لي إيه؟ if it
+
+44
+00:03:05,720 --> 00:03:08,520
+gained one or more electrons لو عند الـ atom الذرة 
+
+45
+00:03:08,520 --> 00:03:11,700
+اكتسبت electron وبالتالي هيصير عدد الـ electrons 
+
+46
+00:03:11,700 --> 00:03:16,200
+أكتر من عدد الـ protons وبالتالي it gives a net
+
+47
+00:03:16,200 --> 00:03:19,260
+negative charge هيكون عندي إيش negative charge، مش
+
+48
+00:03:19,260 --> 00:03:22,100
+كده احنا بنسميها حيانا positive ion وإيش negative
+
+49
+00:03:22,100 --> 00:03:27,780
+ion طيب
+
+50
+00:03:27,780 --> 00:03:31,760
+هم بيحكيلي coulomb's law it states that the force F
+
+51
+00:03:31,760 --> 00:03:37,580
+between two point charges Q1 و Q2 قوة عندنا two 
+
+52
+00:03:37,580 --> 00:03:42,780
+point charges هيكون بينهم إيش force بحكيلي الـ force
+
+53
+00:03:42,780 --> 00:03:45,600
+هي اللي بتكون along the line joining them إيش يعني
+
+54
+00:03:45,600 --> 00:03:48,720
+along the line joining them؟ الـ force عبارة عن 
+
+55
+00:03:48,720 --> 00:03:53,000
+إيش؟ فيكتور متجه يكون اتجاهه على نفس الـ line اللي 
+
+56
+00:03:53,000 --> 00:03:55,780
+بيجمع بين الـ points and charges، هاي أول شيء نقطة
+
+57
+00:03:55,780 --> 00:03:58,860
+ثانية، بيحكيلي directly proportional to the
+
+58
+00:03:58,860 --> 00:04:04,560
+product Q1 Q2 of charges، طبعًا؟ بيحكيلي متناسب 
+
+59
+00:04:04,560 --> 00:04:08,900
+طرديًا، متناسب طرديًا، شو احنا؟ احنا Q1 و Q2 وبالتالي
+
+60
+00:04:08,900 --> 00:04:12,930
+الـ force هذه هتتناسب طرديًا مع حاصل ضربه طبعًا الكلام
+
+61
+00:04:12,930 --> 00:04:17,070
+هذا هيكون واضح من خلال القانون بعدين بيحكي 
+
+62
+00:04:17,070 --> 00:04:20,030
+inversely proportional to the square of the
+
+63
+00:04:20,030 --> 00:04:25,010
+distance R between them وبالتالي بتناسب عكسيًا مع
+
+64
+00:04:25,010 --> 00:04:28,310
+مربع المسافة بين الـ two points each other طبعًا دي 
+
+65
+00:04:28,310 --> 00:04:33,050
+طالع القانون هاندي F إيش بيستخدم كي واحد كتنين على 
+
+66
+00:04:33,050 --> 00:04:36,430
+R تربيع طب هون K عبارة عن constant و بحكي الـ K
+
+67
+00:04:36,430 --> 00:04:40,150
+لاحظوا هنا الـ K شو بتساوي 1 على أربعة باي each
+
+68
+00:04:40,150 --> 00:04:43,970
+other فبتلاحظ يصير عندك قانون الـ force هتساوي Q1 و
+
+69
+00:04:43,970 --> 00:04:48,110
+Q2 على أربعة باي each other R² طب لاحظوا هنا
+
+70
+00:04:48,110 --> 00:04:50,870
+الـ force هاد عبارة عن إيش؟ هاد الـ magnitude إحنا
+
+71
+00:04:50,870 --> 00:04:53,390
+بنعرف إنه عبارة عن إيش vector الـ force في النهاية 
+
+72
+00:04:53,390 --> 00:04:56,210
+عبارة عن vector متجه في اتجاه معين ممكن تكون قوة
+
+73
+00:04:56,210 --> 00:04:58,510
+في هذا الاتجاه أو في هذا الاتجاه أو في اتجاه ثاني 
+
+74
+00:04:58,510 --> 00:05:01,570
+لكن هذا القانون اللي قبل ما نكتبنا عبارة عن إيش الـ
+
+75
+00:05:01,570 --> 00:05:06,120
+magnitude لإيش؟ للـ force هذا هنشوف الـ force as a
+
+76
+00:05:06,120 --> 00:05:10,420
+vector هنشوف هذا الـ K يسمى permittivity of free
+
+77
+00:05:10,420 --> 00:05:15,100
+space وطبعًا هذا الـ permittivity constant بيحكي 8.854×10⁻¹²
+
+78
+00:05:15,100 --> 00:05:20,240
+وهذا تقريبًا بيساوي 10⁻⁹ 36 بقى طبعًا هذه constant 
+
+79
+00:05:20,240 --> 00:05:23,840
+وعروفة وبعد الفيديو دي الـ K حكينا دلالة الـ Y
+
+80
+00:05:23,840 --> 00:05:31,680
+nought 1 على 4π ε naught 9×10⁹ تمام متر بفرقة واضح؟
+
+81
+00:05:35,690 --> 00:05:40,510
+طيب هاي في عندي الرسم هان بتوضح لي 
+
+82
+00:05:40,510 --> 00:05:44,470
+إن عندي point charge Q1 point charge Q2 طب
+
+83
+00:05:44,470 --> 00:05:48,290
+هان عندي إيش الـ origins عندي R1 هيكون position 
+
+84
+00:05:48,290 --> 00:05:52,050
+vector يعني وين عندي شحنة Q1 located وين موجودة 
+
+85
+00:05:52,050 --> 00:05:56,550
+فعندي position vector R وعندي Q2 ورحنا فين؟ R
+
+86
+00:05:56,550 --> 00:05:59,630
+2 position vector يعني الـ location لـ point of
+
+87
+00:05:59,630 --> 00:06:03,850
+charge Q2 طب حكينا هيكون بينهم forces هتلاحظوا 
+
+88
+00:06:03,850 --> 00:06:11,530
+عندي F12 طب إيش المقصود في F12 الـ force على Q2 الناتجة
+
+89
+00:06:11,530 --> 00:06:16,490
+من point charge Q1 برغم في الاندغال F21 هذه
+
+90
+00:06:16,490 --> 00:06:23,490
+معناها الـ force on Q1 due to point of charge Q2
+
+91
+00:06:23,490 --> 00:06:27,830
+واضح طيب بعدين القانون كتبناها مرة ثانية فبعدين في
+
+92
+00:06:27,830 --> 00:06:33,050
+the force F12 طبعًا الـ F12 حكيناها on Q2 due to Q1
+
+93
+00:06:34,780 --> 00:06:39,960
+فهنكتبنا الـ force as vector لحظة هون F12 عاملة هنا
+
+94
+00:06:39,960 --> 00:06:43,660
+سهلة يعني هذا عبارة عن إيش vector هساوى Q1 و Q2 على 
+
+95
+00:06:43,660 --> 00:06:49,140
+أربعة باي each other R12 هنشر هنا نسمي unit 
+
+96
+00:06:49,140 --> 00:06:56,020
+vector في اتجاه R12 هذا عبارة عن متجه وحدة a<sub>R12</sub>
+
+97
+00:06:56,020 --> 00:07:03,180
+متجه وحدة في اتجاه R12 طبعًا الـ R12 هي الرسم ماذا 
+
+98
+00:07:03,180 --> 00:07:08,960
+يسمى الـ vector R12؟ vector على line بين Q1 و Q2 
+
+99
+00:07:08,960 --> 00:07:12,180
+وبالتالي هنا متجهة وحدة طبعًا المتجهة الوحدة إحنا
+
+100
+00:07:12,180 --> 00:07:14,620
+بنعرف كيف بنجيب دايمًا أي متجهة وحدة لو عندنا أي
+
+101
+00:07:14,620 --> 00:07:19,040
+vector فنجيب unit vector متجهة وحدة ونقسم على الـ
+
+102
+00:07:19,040 --> 00:07:25,600
+magnitude تمام؟ وبالتالي هيصير عندي a<sub>R</sub> عن a<sub>R12</sub>
+
+103
+00:07:25,600 --> 00:07:32,040
+متجهة وحدة في اتجاه R12 هيسمى المتجهة R12 as a
+
+104
+00:07:32,040 --> 00:07:39,040
+vector على magnitude r12 طبعًا وهذا إيش هيساوي
+
+105
+00:07:39,040 --> 00:07:44,160
+لاحظوا r12 الـ vector r12 ممكن نديه بالدلالة الـ two 
+
+106
+00:07:44,160 --> 00:07:49,020
+vectors r1 و r2 هتلاحظوا إنه عبارة عن r2 minus r1
+
+107
+00:07:49,020 --> 00:07:55,420
+وإتالة هنعوضها هيصير عندي r2 minus r1 فاكرينها مرة 
+
+108
+00:07:55,420 --> 00:07:59,340
+إنكم في أول chapter أو ثاني chapter أو ثاني
+
+109
+00:07:59,340 --> 00:08:00,080
+chapter أو ثاني chapter أو ثاني chapter أو ثاني
+
+110
+00:08:00,080 --> 00:08:03,880
+chapter أو ثاني chapter المهم الـ magnitude R12
+
+111
+00:08:03,880 --> 00:08:08,660
+خدها في الكتاب واعملها بالشكل هذا بيعملها Italic
+
+112
+00:08:08,660 --> 00:08:12,800
+إيش هالـ Italic؟ Magnitude دايمًا في الكتاب إذا
+
+113
+00:08:12,800 --> 00:08:18,260
+عمل لي R Bold هتكون هذا عبارة عن إيش؟ R Bold هذه
+
+114
+00:08:18,260 --> 00:08:22,860
+عبارة عن Vector وبعدين هذه R Italic بالشكل هذا
+
+115
+00:08:22,860 --> 00:08:28,600
+هذه هتكون عبارة عن إيش؟ Magnitude طبعًا وأحيانًا في
+
+116
+00:08:28,600 --> 00:08:32,340
+بعض الكتب بيعملوا رسالة مع الـ vector بس هبطل مثلًا 
+
+117
+00:08:32,340 --> 00:08:34,840
+عشان أوضح إن هذا عبارة عن إيش مثلًا vector أو R12
+
+118
+00:08:34,840 --> 00:08:38,080
+عبارة عن إيش vector طيب والثاني هاي unit vector 
+
+119
+00:08:38,080 --> 00:08:45,100
+هيصير R2 - R1 على R تمام؟ والـ R هذه عبارة عن
+
+120
+00:08:45,100 --> 00:08:50,220
+magnitude لـ R12  وتالي هيصير عند القانون بس أو
+
+121
+00:08:50,220 --> 00:08:56,260
+اضبط الـ unit vector هيصير Q1 Q2 هنلاحظ و R2 - R1 على 
+
+122
+00:08:56,260 --> 00:09:02,370
+R2 - R1 تربيع قبل ما هو نجتني التربيع طبعًا شوفين هنا
+
+123
+00:09:02,370 --> 00:09:06,930
+R تربيع وفي عندي من Linear Vector في عندي برضه
+
+124
+00:09:06,930 --> 00:09:15,170
+إيش هذا برضه magnitude R2 - R1 طبعًا وبالتالي هندروب 
+
+125
+00:09:15,170 --> 00:09:17,950
+في بعض عندي R تربيع وبعدين مضروبة في magnitude R2 
+
+126
+00:09:17,950 --> 00:09:23,450
+- R1 فبعندي R2 - R1 في الـ coulomb بتاعي واضح؟ وبالتالي
+
+127
+00:09:23,450 --> 00:09:25,890
+هو القانون العام لإيش؟ دول الـ coulomb دي
+
+128
+00:09:32,800 --> 00:09:36,400
+هكذا كتبنا القانون مرة ثانية مرة بدلالة unit vector 
+
+129
+00:09:36,400 --> 00:09:41,360
+مرة بدلالة vectors R2 وR1 ملاحظات بحكي لي the force
+
+130
+00:09:41,360 --> 00:09:45,660
+F21 إحنا طبعًا شوفنا الـ force F12 إيش القوة؟ طبعًا 
+
+131
+00:09:45,660 --> 00:09:50,020
+شوفنا إيش القوة على Q2 الناجمة من إيه؟ Q1 لأنه إحنا
+
+132
+00:09:50,020 --> 00:09:56,720
+بدنا العكس لنشوف إيش القوة على Q1 الناجمة من Q2 فهو
+
+133
+00:09:56,720 --> 00:10:00,740
+بيحكي لي the force F2 on Q1 due to Q2 is هو على
+
+134
+00:10:00,740 --> 00:10:08,720
+F21 كذلك F12 magnitude a<sub>R21</sub> هتلاحظ إن الـ forces 
+
+135
+00:10:08,720 --> 00:10:12,040
+عبارة متساوية نفس الـ magnitude فهذا فكرة F21 
+
+136
+00:10:12,040 --> 00:10:17,960
+الـ magnitude تبعها نفس F12 تمام لما كانت تبقى تتشارج
+
+137
+00:10:17,960 --> 00:10:23,080
+بينهم force تمام هيكون نفس a في الـ magnitude هم بس 
+
+138
+00:10:23,080 --> 00:10:26,580
+بظل عندي الـ direction واضح إن الـ direction مختلف 
+
+139
+00:10:26,580 --> 00:10:32,340
+فهذا الـ direction F21 في اتجاه F21 في هذا الاتجاه،
+
+140
+00:10:32,340 --> 00:10:38,040
+تمام؟ وبالتالي هيصير إنّي a<sub>R21</sub> as unit vector minus
+
+141
+00:10:38,040 --> 00:10:46,120
+a<sub>R12</sub> لأنّ a<sub>R12</sub> في هذا الاتجاه وبالتالي a<sub>R21</sub> هيكون
+
+142
+00:10:46,120 --> 00:10:48,800
+في هذا الاتجاه، اتجاه مختلف عشان كده حكينا الـ
+
+143
+00:10:48,800 --> 00:10:51,860
+forces هيكون لنفس الـ magnitude بس الاتجاه مختلف 
+
+144
+00:10:51,860 --> 00:10:54,540
+واحدة في هذا الاتجاه وواحدة في اتجاه آخر لكن نفس
+
+145
+00:10:54,540 --> 00:10:59,560
+إيه الـ magnitude، تمام؟ هم بيحكيلي F21 هتساوى minus F12
+
+146
+00:10:59,690 --> 00:11:04,550
+بس إنه في اتجاه الـ opposite واضح؟ طيب وبعدين بيحكيلي 
+
+147
+00:11:04,550 --> 00:11:07,090
+the distance R اللي هي المسافة بين الـ two pointed
+
+148
+00:11:07,090 --> 00:11:11,690
+charges must be much larger than dimensions of 
+
+149
+00:11:11,690 --> 00:11:15,590
+charged bodies Q1 and Q2 طبعًا؟ وبعدين بيحكيلي الـ
+
+150
+00:11:15,590 --> 00:11:19,550
+مسافة R هتكون أكبر بكثير من الـ dimensions لإيش الـ
+
+151
+00:11:19,550 --> 00:11:24,790
+charged bodies اللي هي Q1 و Q2 وبعدين بيحكيلي Q1 
+
+152
+00:11:24,790 --> 00:11:27,850
+and Q2 must be static addressed
+
+153
+00:11:31,050 --> 00:11:35,910
+الشحنات هذه يجب أن تكون ثابتة تمام؟ وبعدين بفكر 
+
+154
+00:11:35,910 --> 00:11:40,430
+size of Q1 و Q2 must be taken into account لماذا
+
+155
+00:11:40,430 --> 00:11:46,530
+أعود هنا في قانون كولوم لازم أنا آخذ بالنسبة ليه 
+
+156
+00:11:46,530 --> 00:11:49,470
+الإشارة كأنّ الشحنات بتكون موجبة أو سالبة وبالتالي
+
+157
+00:11:49,470 --> 00:11:51,350
+بآخذ هذا الكلام بالنسبة ليه 
+
+158
+00:11:55,900 --> 00:11:58,280
+طب نقول لو كان عندي unpointed charges طب وإحنا
+
+159
+00:11:58,280 --> 00:12:00,640
+شوفنا لو كان عندنا بس two pointed charges ولو كان 
+
+160
+00:12:00,640 --> 00:12:05,640
+عندي unpointed charges Q1, Q2, Qn located at 
+
+161
+00:12:05,640 --> 00:12:09,560
+points with position vectors R1, R2, R<sub>N</sub> لأنّ عدة
+
+162
+00:12:09,560 --> 00:12:13,360
+pointed charges وهي position vector لكل واحد يعني 
+
+163
+00:12:13,360 --> 00:12:16,580
+معروف الـ location لكل point charge بتحكيلي the
+
+164
+00:12:16,580 --> 00:12:20,920
+resultant force of one charge Q located at point
+
+165
+00:12:21,440 --> 00:12:24,560
+والـ position vector R هو مجرد استخدام مصطلح 
+
+166
+00:12:24,560 --> 00:12:29,760
+superposition ماهو المقصود هنا؟ المقصود
+
+167
+00:12:29,760 --> 00:12:33,900
+superposition؟ يعني بشكل إنه ياخذ قوة بين اتجاهات 
+
+168
+00:12:33,900 --> 00:12:39,600
+تمام بجمع مع بعض superposition يعني بيعمل جمع لو 
+
+169
+00:12:39,600 --> 00:12:44,080
+أنا عندي عدة point charges خليني أوضحها هنا أكثر
+
+170
+00:12:44,080 --> 00:12:54,780
+خليني أقول Q1 بعدين Q2 بعدين مثلًا Q3 نفترض إنّ هنا
+
+171
+00:12:54,780 --> 00:12:58,440
+ثلاثة point charges إذا كان هنا الـ position
+
+172
+00:12:58,440 --> 00:13:01,500
+vector معروف يعني معروف الـ location لكل point charge
+
+
+201
+00:15:13,230 --> 00:15:17,420
+من بقية  Q طبعا الكلام اللي ممكن تبقى summation ده
+
+202
+00:15:17,420 --> 00:15:20,620
+بره summation  ح يصير عندي total four ال Q على أربع
+
+203
+00:15:20,620 --> 00:15:23,500
+بقى يابصوا نمرة اللي طالع برة مشتركة وضل عندي
+
+204
+00:15:23,500 --> 00:15:27,920
+summation ل QK R minus RK على R minus RK magnitude
+
+205
+00:15:27,920 --> 00:15:32,360
+تكملة و ال K من واحد لأ  نفك ال summation هدا هيتبع
+
+206
+00:15:32,360 --> 00:15:42,180
+عندي المواد اللي لإن موجودة طبعا الكلام ده طبعا
+
+207
+00:15:42,180 --> 00:15:47,660
+الآن هنعرف حيث ماقالش Electric Field Intensity طبعا
+
+208
+00:15:47,660 --> 00:15:52,540
+تعريف مهم جدا همّور علينا لغاية  كرمصية واحد اتنين
+
+209
+00:15:52,540 --> 00:15:56,080
+همّضلنا نحكي Electric Field بعدين طيب فهم بيحكيلي 
+
+210
+00:15:56,080 --> 00:15:58,500
+Electric Field Intensity or Electric Field
+
+211
+00:15:58,500 --> 00:16:02,760
+Strength E is the force per unit charge when
+
+212
+00:16:02,760 --> 00:16:06,840
+placed in an electric field فماشي المقصود في
+
+213
+00:16:06,840 --> 00:16:09,720
+الكلمة أول شي بيحكيلي ال E Electric Field
+
+214
+00:16:09,720 --> 00:16:16,360
+Intensity مقدرة عن force على pointed charge رشحنا F
+
+215
+00:16:16,360 --> 00:16:20,640
+على Q همّ يسمّيها Q test طب ايش المقصود في Q test
+
+216
+00:16:20,640 --> 00:16:27,480
+نفترض أنا عندي أول شي عندي pointed charge هنا طبعا و
+
+217
+00:16:27,480 --> 00:16:31,540
+ليه ال source Q ال pointed charge هذه بيكون ناتج
+
+218
+00:16:31,540 --> 00:16:34,040
+منها حيثما electric field ايش المقصود في electric
+
+219
+00:16:34,040 --> 00:16:38,060
+field مجال كهربي لو أنا بتحكي بالمجال الكهربي ناتج
+
+220
+00:16:38,060 --> 00:16:40,220
+عن ال source هذه أو ال pointed charge هذه النقطة
+
+221
+00:16:40,220 --> 00:16:43,860
+معينة نفترض النقطة هذه هنابتحسب ايش في الـ
+
+222
+00:16:43,860 --> 00:16:46,360
+electric field ايش قيمة المجال الكهربي النقطة
+
+223
+00:16:46,360 --> 00:16:48,480
+معينة لإني لدي point of charge هنا بتحسب المجال
+
+224
+00:16:48,480 --> 00:16:52,060
+الكهربي هنا أو هنا أو عند أي نقطة طبعا فإيش .. إيش
+
+225
+00:16:52,060 --> 00:16:55,380
+بنسوي؟ بيجي بنحط point of charge هنا بسمّيها إيش
+
+226
+00:16:55,380 --> 00:17:00,360
+test charge طبعا بتحسب أنا في electric field هنا
+
+227
+00:17:00,360 --> 00:17:04,580
+electric field إيش بيساوي؟ بروح و أحط هنا إيش
+
+228
+00:17:04,580 --> 00:17:08,920
+point of charge طبعا ال electric field عند النقطة
+
+229
+00:17:08,920 --> 00:17:12,180
+هذه هيساوي ال force مش عارف لما أحط هنا point of
+
+230
+00:17:12,180 --> 00:17:16,810
+charge هيكون عندي force عليها نتيجة وجود ال source
+
+231
+00:17:16,810 --> 00:17:19,750
+اللي هو Q طبعا فهيكون عند ال electric field هي
+
+232
+00:17:19,750 --> 00:17:25,810
+هيساوي F على Q test هاي ال definition لل electric
+
+233
+00:17:25,810 --> 00:17:29,370
+field هنا ال electric field هيساوي F على Q test
+
+234
+00:17:29,370 --> 00:17:33,150
+نجي الآن نعوض ال F ال force ايش ال force اللي جاية
+
+235
+00:17:33,150 --> 00:17:36,610
+على Q test نتيجة وجود ال source Q نحكي اللي F
+
+236
+00:17:36,610 --> 00:17:41,570
+هتساوي Q Q test هتكون point of charge ال Q source
+
+237
+00:17:41,570 --> 00:17:45,520
+و Q test ماذا يسمى ال force في هذه الجهة الأعلى؟
+
+238
+00:17:45,520 --> 00:17:51,080
+سيكون حاصل ضرب ل q test ثم r minus r prime لاحظوا
+
+239
+00:17:51,080 --> 00:17:52,760
+ماذا يسمى ال r و ال r prime؟ موجود في ال position
+
+240
+00:17:52,760 --> 00:17:56,360
+vector ال r prime موجود في ال position vector ل
+
+241
+00:17:56,360 --> 00:18:00,260
+source و ال r موجود في ال position vector ل q
+
+242
+00:18:00,260 --> 00:18:05,620
+test ثم ال r minus r prime على أربع أبعاد شرن نوت
+
+243
+00:18:05,620 --> 00:18:09,400
+مجموعة r minus r prime ثالث خطوة، دعونا نطبخها،
+
+244
+00:18:09,400 --> 00:18:13,920
+هذه كولومز نوت ل force على Q test لجهيد من Q لأن
+
+245
+00:18:13,920 --> 00:18:18,340
+هنحسب ال electric field قاعدة النقطة هذه بنتيجة
+
+246
+00:18:18,340 --> 00:18:21,960
+وجود source هذه اللي هو Q فبالتالي هنحسب على Q
+
+247
+00:18:21,960 --> 00:18:25,100
+test فبالتالي هيصير عندي ال electric field F على Q
+
+248
+00:18:25,100 --> 00:18:30,600
+test هيصيرش بتساوي Q R minus R prime على 4 minus 9
+
+249
+00:18:30,600 --> 00:18:34,060
+magnitude R minus R prime فبطل عندي في ال electric
+
+250
+00:18:34,060 --> 00:18:37,220
+field هنعنى عندي Q test صار عندي بس ال electric
+
+251
+00:18:37,220 --> 00:18:42,310
+field بس بعتمد على ال source point of charge طبعا
+
+252
+00:18:42,310 --> 00:18:46,890
+أنا بدي أحصر ال X الكفير لأن النقطة هذه مش
+
+253
+00:18:46,890 --> 00:18:49,930
+function في ال Q دي بس function هيكون في ال A في
+
+254
+00:18:49,930 --> 00:18:53,730
+source في ال Q و لتاني أحصر ال R اللي بتكفير ال Q
+
+255
+00:18:53,730 --> 00:18:58,090
+R minus R prime على D أربعة بايو سنون ممكن تشير و
+
+256
+00:18:58,090 --> 00:19:01,710
+تكفير واضح؟ و هذي نفسها ممكن تفترض دلالة A شدة
+
+257
+00:19:01,710 --> 00:19:05,450
+نفسها هذي نفسها تصير Q على أربعة بايو سنون و
+
+258
+00:19:05,450 --> 00:19:10,870
+همفردي واحد على R تكبير A R واضح؟ هذا عبارة عن
+
+259
+00:19:10,870 --> 00:19:13,990
+قانون ال electric field و لاحظوا واحدة قياسه
+
+260
+00:19:13,990 --> 00:19:20,210
+نيوتن per كولم تمام؟ نقول إن جانت واحدة القياس هذه
+
+261
+00:19:20,210 --> 00:19:23,030
+نيوتن per كولم طبعا أنتم على ايه؟ من ال
+
+262
+00:19:23,030 --> 00:19:26,670
+definition لل electric field F على Q واحدة قياس
+
+263
+00:19:26,670 --> 00:19:32,530
+الفرس نيوتن و Q شحنة كلها مفترة نيوتن per كولم
+
+264
+00:19:32,530 --> 00:19:36,170
+طبعا واحدة مستخدمة أكثر هنشوفها بعد ايه؟ اللي هي
+
+265
+00:19:36,170 --> 00:19:45,060
+عبارة عن ايه؟ volt per meter طبعا فهي هنشوفها بعد
+
+266
+00:19:45,060 --> 00:19:51,220
+هترين دي volt ساوا كام من E dot دقيقة طبعا بس عشان
+
+267
+00:19:51,220 --> 00:19:54,220
+نعرف وحدة القياسة الثانية من وين جاية فهتحكي واحدة
+
+268
+00:19:54,220 --> 00:19:57,360
+ال electric field هيكون عبارة عن إيش voltage K P
+
+269
+00:19:57,360 --> 00:20:05,060
+هشوفها دي بعد طبعا هتحكي
+
+270
+00:20:05,060 --> 00:20:09,700
+electric field intensity at point R due to a point
+
+271
+00:20:09,700 --> 00:20:15,100
+in charge Q هذي عبارة عن إيش انتقال كثير وعندي
+
+272
+00:20:15,100 --> 00:20:20,140
+ملاحظة، if we increase a Q test force F increases
+
+273
+00:20:20,140 --> 00:20:25,520
+by the same factor احنا لو زوّدنا ال Q test ها، ال
+
+274
+00:20:25,520 --> 00:20:29,380
+F مالها، هتزيد، لما عندي ال F عبارة عن ال Q في Q
+
+275
+00:20:29,380 --> 00:20:33,570
+test، لما زوّد أنا ال Q، ال F مالها، هتزيد وهذا بيحكي
+
+276
+00:20:33,570 --> 00:20:37,010
+أن hence E بيساوي F على Q is the same at the
+
+277
+00:20:37,010 --> 00:20:41,190
+location where A where E is to B فهو هل إيش معناه
+
+278
+00:20:41,190 --> 00:20:45,910
+أنه بغض النظر عن قيمة ال Q test ال electric field
+
+279
+00:20:45,910 --> 00:20:50,650
+هنا هيكون إيش ثابت طالما ال Q source خلاص قيمة
+
+280
+00:20:50,650 --> 00:20:54,150
+ثابتة ال electric field النقطة هذه هيكون ثابت بغض
+
+281
+00:20:54,150 --> 00:20:56,250
+النظر عن إيش ال Q test
+
+282
+00:21:02,990 --> 00:21:05,630
+طب احنا توا شفنا إيش ال electric field لو كان عندي
+
+283
+00:21:05,630 --> 00:21:08,690
+one pointed charge لو كان عندي unpointed charges
+
+284
+00:21:08,690 --> 00:21:12,510
+برضه هنعمل a superposition يعني هنشوف ال electric
+
+285
+00:21:12,510 --> 00:21:17,270
+field الجاي من ال Q الأولى زائد ال electric field
+
+286
+00:21:17,270 --> 00:21:20,330
+من الثانية و سواء لغاية ليه ال pointed charge قبل
+
+287
+00:21:20,330 --> 00:21:27,090
+فهذا تحكي
+
+288
+00:21:27,090 --> 00:21:31,490
+لي if there are unpointed charges Q1 Q2 لغاية QN
+
+289
+00:21:32,250 --> 00:21:36,290
+located at مدينة ال position vector R1 R2 Rn ال
+
+290
+00:21:36,290 --> 00:21:41,230
+electric field intensity and point R is ليه بتساوي
+
+291
+00:21:41,230 --> 00:21:47,690
+Q1 R-R1 على أربع وضعين سنة منه مدينة R-R1 لكل
+
+292
+00:21:47,690 --> 00:21:52,930
+تكعيب طب هذا عبارة عن إيش ال electric field due to
+
+293
+00:21:52,930 --> 00:21:59,230
+point of charge Q1 طبعا شو هي نفس الرسمة لها بفترض
+
+294
+00:21:59,230 --> 00:22:01,130
+أنك تحصر ال electric field هنا
+
+295
+00:22:03,730 --> 00:22:06,810
+بتحسب ال electric field عند النقطة هذه هيش بيساوي
+
+296
+00:22:06,810 --> 00:22:09,950
+هشوف ال electric field اللي جال من Q1 هدفه طبعا
+
+297
+00:22:09,950 --> 00:22:12,950
+soft طبعا في ندي point charge زي ما بيكون حوالها في
+
+298
+00:22:12,950 --> 00:22:15,890
+ال electric field فبتعرف ال electric field عند
+
+299
+00:22:15,890 --> 00:22:19,990
+النقطة هذه اللي هي ال position vector هيش R
+
+300
+00:22:19,990 --> 00:22:27,590
+ولبتالي هش هيساوي Q1R-R1 بعدين هلايهيش 4πH0 من
+
+301
+00:22:27,590 --> 00:22:33,090
+نيتيوتر 4R-R1 بعدين هشوف ال Electric field من
+
+302
+00:22:33,090 --> 00:22:37,790
+الثانية و سواء تغيرت أخر واضح؟ أول ممكن نقطة
+
+303
+00:22:37,790 --> 00:22:39,570
+القانون اللي بدأت ال summation يعني أحد أربعة بيض
+
+304
+00:22:39,570 --> 00:22:43,630
+من نوع تحيه اندي summation سارة اندي QK R-RK ممكن
+
+305
+00:22:43,630 --> 00:22:50,350
+تسيب تكعيب R-RK واضح؟ طبعا لاحظوا نفس القانون ال
+
+306
+00:22:50,350 --> 00:22:54,370
+electric field و ال force بس ايش الاختلاف؟ هناك
+
+307
+00:22:54,370 --> 00:22:57,870
+اندي Q1 و Q2 في ال force هنا في ال electric field
+
+308
+00:22:57,870 --> 00:23:01,470
+بس مش ريندي إلا Q1 تمام؟ ال Q1 ليه ال source لل
+
+309
+00:23:01,470 --> 00:23:02,190
+electric field؟
+
+310
+00:23:09,410 --> 00:23:12,170
+واضح؟ طب هاي الكلام اللي حكيناه لو عندنا ثلاث
+
+311
+00:23:12,170 --> 00:23:19,810
+شحنات مثلا Q1, Q2, Q3 و هنحط دي test charge Qt
+
+312
+00:23:19,810 --> 00:23:24,470
+هيكون عليها force F force F يعني هنجمّعها
+
+313
+00:23:24,470 --> 00:23:30,350
+superposition force من Q1 من 2 و من 3 وهنا في B
+
+314
+00:23:30,350 --> 00:23:32,870
+رسمة B برضه نفس الشيء هنا تلاتة pointy charges
+
+315
+00:23:32,870 --> 00:23:36,930
+فأنا بدي أحسب ال electric field من النقطة هذه وهنا
+
+316
+00:23:36,930 --> 00:23:41,150
+بيحكيلي هتساوي F اللي هي ال total force هنا و
+
+317
+00:23:41,150 --> 00:23:45,990
+كاريندي تست شار على ايش Q تست شار واضح؟ بس هذا
+
+318
+00:23:45,990 --> 00:23:53,010
+ملخص لكلام الحكيم طب ناخد مثال بيحكي لنا pointy
+
+319
+00:23:53,010 --> 00:23:56,710
+charges one milli column and minus اتنين milli
+
+320
+00:23:56,710 --> 00:24:01,000
+coin are located تلاتة اتنين مانس واحد and مانس
+
+321
+00:24:01,000 --> 00:24:05,120
+واحد مانس واحد اربع مديني two pointed charges Q
+
+322
+00:24:05,120 --> 00:24:19,740
+واحد و Q اتنين خلينا نسمّيها أنا Q واحد نفترض
+
+323
+00:24:19,740 --> 00:24:23,560
+Q واحد ايش متساوي واحد
+
+324
+00:24:31,390 --> 00:24:40,730
+ممكن نرسم برضه للتوضيح بس أنا عندي x, y, z ال
+
+325
+00:24:40,730 --> 00:24:43,810
+point charge يقول كيوة قرن تلاتة بس تقريب للرسم
+
+326
+00:24:43,810 --> 00:24:48,370
+تلاتة اتنين ماناس واحد خلينا نحكي هنا موجودة على
+
+327
+00:24:48,370 --> 00:24:51,950
+سبيل المثال هي كيوة واحد دي ال position إليها
+
+328
+00:24:51,950 --> 00:24:55,330
+تلاتة اتنين ماناس واحد
+
+329
+00:24:58,390 --> 00:25:02,950
+بعدين فينا point of charge ثانية سالب واحد سالب
+
+330
+00:25:02,950 --> 00:25:10,390
+واحد ال X minus وال Y minus وزي أربعة ثاني مثلا هي
+
+331
+00:25:10,390 --> 00:25:16,310
+Q2 موجودة من هنا minus اتنين ملي كولوم وهي
+
+332
+00:25:16,310 --> 00:25:21,290
+location كلها minus واحد minus واحد واش أربعة طبعا
+
+333
+00:25:21,290 --> 00:25:26,660
+فالآن احنا باش نحسب طلب من ال calculate Electric
+
+334
+00:25:26,660 --> 00:25:32,320
+force on 10 nano column of charge located 0 3 1
+
+335
+00:25:32,320 --> 00:25:37,520
+وبالتالي في عندنا point of charge 10 nano column
+
+336
+00:25:37,520 --> 00:25:45,360
+location X0 Y3 Z1 وبالتالي هي point of charge هنا
+
+337
+00:25:45,360 --> 00:25:50,840
+Q 10 nano column تبدأ حسين ال force عليها وبالتالي
+
+338
+00:25:50,840 --> 00:25:53,980
+ال force عليها هيكون في عندي force جاية من Q1
+
+339
+00:25:57,930 --> 00:26:06,230
+ال electric field عند النقطة هذه واضح؟ فهنا هيكون
+
+340
+00:26:06,230 --> 00:26:09,450
+عندي position vector هنا ده ماشي بنسمّيه عند النقطة
+
+341
+00:26:09,450 --> 00:26:11,410
+اللي بتحصل عندها ال force أو ال electric field
+
+342
+00:26:11,410 --> 00:26:16,330
+ماشي بنسمّيه position vector R اه بعدين هنا إذا هاد
+
+343
+00:26:16,330 --> 00:26:20,610
+Q واحد فهو position vector فهيعمل vector بين
+
+344
+00:26:20,610 --> 00:26:24,510
+النقطة و بين ال origin فبالتالي هاد إيش هيكون سمّيه
+
+345
+00:26:24,510 --> 00:26:32,650
+R واحد فار اتنين واضح؟ فبالتالي هيصير عندي ال force
+
+346
+00:26:32,650 --> 00:26:38,570
+ال force حمق كتاب من المفهوم الأول طبعا و هي q و
+
+347
+00:26:38,570 --> 00:26:41,170
+هي q واحد و q اتنين و هي ال position vector الأول
+
+348
+00:26:41,170 --> 00:26:44,630
+هو هسينا ال total force q على نهر واحد يبصن من نهر
+
+349
+00:26:44,630 --> 00:26:49,090
+بعدين عندي عشر أساليب تلاتة ليش متمثل؟ الأولى
+
+350
+00:26:49,090 --> 00:26:53,650
+المهم كيو كيو كثير هذه متمثلة كيو واحد بعدين صفر
+
+351
+00:26:53,650 --> 00:27:01,030
+تلاتة واحد R ناقص R واحدR-R1 وهذا يمثل لي position
+
+352
+00:27:01,030 --> 00:27:07,930
+vector 0 3 1 3 2-1 R-R1 على ال magnitude بعدين
+
+353
+00:27:07,930 --> 00:27:12,310
+minus ليش هنا minus؟ عشان الشحن أصلا، عشان الشحن
+
+354
+00:27:12,310 --> 00:27:20,090
+الثاني بالسالب، وبالتالي هذي يبقى Q2R-R2 على ال
+
+355
+00:27:20,090 --> 00:27:24,640
+magnitude الكلواضح؟ لأن صراحة أنا بستعود كتبنا
+
+356
+00:27:24,640 --> 00:27:33,100
+القانون و هاي ال total force بس عوضناها هسه
+
+357
+00:27:33,100 --> 00:27:36,840
+لإن دي هاي ال total force بالساعة و كلمة أربعة و
+
+358
+00:27:36,840 --> 00:27:40,900
+ماط هاي عبارة عن إبسلون نار و هنطرحنا ال vectors R
+
+359
+00:27:40,900 --> 00:27:44,440
+minus R واحد و R minus R اتنين و همّ يجيبني تلاتة ع
+
+360
+00:27:44,440 --> 00:27:48,220
+اتنين نرجّعها
+
+361
+00:27:52,400 --> 00:27:56,460
+هو ايش حصل طرح اللي هو 2 vector هدوء؟ ايش بيطلع
+
+362
+00:27:56,460 --> 00:28:08,520
+عندك؟ سالب ثلاثة واحد و اتنين طبعا ال magnitude ال
+
+363
+00:28:08,520 --> 00:28:11,480
+magnitude هذا الكلام عبارة عن vector هيصير جزر
+
+364
+00:28:11,480 --> 00:28:17,080
+التربيعي بتسعة زائد واحد زائد أربعة أربعة
+
+365
+00:28:21,000 --> 00:28:26,480
+و طب هدى كلها مفروض أس إيه؟ تلاتة هدى كلها أس
+
+366
+00:28:26,480 --> 00:28:33,640
+تلاتة عشان كده هتصبح أربع طاعش أس إيه؟ تلاتة على
+
+367
+00:28:33,640 --> 00:28:39,960
+تلاتة واضح؟ و هو نفس الشيء بالنسبة ل R minus R
+
+368
+00:28:39,960 --> 00:28:44,300
+اتنين من Q سكرت هنضغط و هنشرب ال force بتساوي
+
+369
+00:28:44,300 --> 00:28:47,480
+الكلام هو حكى ال force عبارة عن vector مُتشَكّ و هو
+
+370
+00:28:47,480 --> 00:28:52,800
+واضح إن هو مُتشَكّ بجه X بجه Y بجهزب و هنّ متني نيوت
+
+371
+00:28:52,800 --> 00:28:58,000
+هاي ال force لو نحسب ال electric field حسبنا ال F
+
+372
+00:28:58,000 --> 00:29:01,460
+عند النقطة هنحسب ال electric field هنا حسبنا ال F
+
+373
+00:29:01,460 --> 00:29:04,020
+هنحسب ال electric field هنقسم على .. إذا أنا عارف
+
+374
+00:29:04,020 --> 00:29:07,780
+ال force هنا لجانب ال Q1 و Q2 كده هس ال electric
+
+375
+00:29:07,780
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/UItqMtiDJ-k_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/UItqMtiDJ-k_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..5845f7cd97ea5325fa482b32ffa39676502a647c
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/UItqMtiDJ-k_raw.json
@@ -0,0 +1 @@
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{"start": 46.01, "end": 46.95, "word": " طبعا", "probability": 0.8814697265625}, {"start": 46.95, "end": 47.83, "word": " بتعامل", "probability": 0.948486328125}, {"start": 47.83, "end": 48.03, "word": " مع", "probability": 0.99658203125}, {"start": 48.03, "end": 48.29, "word": " إيش", "probability": 0.9759114583333334}, {"start": 48.29, "end": 48.89, "word": " قوة", "probability": 0.9083658854166666}], "temperature": 1.0}, {"id": 2, "seek": 7797, "start": 49.49, "end": 77.97, "text": "بتأثر من point of charge على point of charge تاني فاهم بيحكيلي two polarity of charges may be positive or negative فاهم بيحكيلي الشخنات بيكون قطبية اما مشابه او سالق ثم بيحكيلي like charges repel and unlike charges attract فادي ايش معناه ان شخنات متشابهة تتنافع فانا عندي two positive charges بيصير بينهم ايه تنافع او two negative charges", "tokens": [3555, 2655, 10721, 49115, 9154, 935, 295, 4602, 15844, 935, 295, 4602, 6055, 7649, 1829, 6156, 995, 16095, 4724, 1829, 5016, 4117, 1829, 20292, 732, 12367, 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"word": " ايش", "probability": 0.7947591145833334}, {"start": 69.81, "end": 70.23, "word": " معناه", "probability": 0.9459635416666666}, {"start": 70.23, "end": 70.57, "word": " ان", "probability": 0.324951171875}, {"start": 70.57, "end": 71.09, "word": " شخنات", "probability": 0.875244140625}, {"start": 71.09, "end": 72.09, "word": " متشابهة", "probability": 0.82578125}, {"start": 72.09, "end": 72.77, "word": " تتنافع", "probability": 0.674072265625}, {"start": 72.77, "end": 73.15, "word": " فانا", "probability": 0.35791015625}, {"start": 73.15, "end": 73.29, "word": " عندي", "probability": 0.74853515625}, {"start": 73.29, "end": 73.45, "word": " two", "probability": 0.826171875}, {"start": 73.45, "end": 73.85, "word": " positive", "probability": 0.94189453125}, {"start": 73.85, "end": 74.41, "word": " charges", "probability": 0.94580078125}, {"start": 74.41, "end": 74.95, "word": " بيصير", "probability": 0.631103515625}, {"start": 74.95, "end": 75.31, "word": " بينهم", "probability": 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92.92, "word": " بينهم", "probability": 0.982421875}, {"start": 92.92, "end": 93.32, "word": " ايش", "probability": 0.9147135416666666}, {"start": 93.32, "end": 93.98, "word": " attract", "probability": 0.62548828125}, {"start": 93.98, "end": 95.24, "word": " تمام", "probability": 0.74755859375}, {"start": 95.24, "end": 96.14, "word": " و", "probability": 0.466064453125}, {"start": 96.14, "end": 96.2, "word": " انا", "probability": 0.79638671875}, {"start": 96.2, "end": 96.5, "word": " بحكيلي", "probability": 0.7558349609375}, {"start": 96.5, "end": 97.12, "word": " charges", "probability": 0.7197265625}, {"start": 97.12, "end": 97.68, "word": " measured", "probability": 0.64990234375}, {"start": 97.68, "end": 98.02, "word": " in", "probability": 0.94482421875}, {"start": 98.02, "end": 98.7, "word": " columns", "probability": 0.92529296875}, {"start": 98.7, "end": 99.4, "word": " بحكيلي", "probability": 0.8712890625}, {"start": 99.4, "end": 99.7, "word": " احنا", "probability": 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"end": 104.24, "word": " one", "probability": 0.95263671875}, {"start": 104.24, "end": 104.9, "word": " column", "probability": 0.88623046875}, {"start": 104.9, "end": 106.08, "word": " بكافة", "probability": 0.9376220703125}, {"start": 106.08, "end": 106.7, "word": " ستة", "probability": 0.7841796875}, {"start": 106.7, "end": 106.82, "word": " في", "probability": 0.3427734375}, {"start": 106.82, "end": 107.04, "word": " عشر", "probability": 0.873779296875}, {"start": 107.04, "end": 107.16, "word": " او", "probability": 0.6488037109375}, {"start": 107.16, "end": 107.78, "word": " ستمانتاش", "probability": 0.634619140625}, {"start": 107.78, "end": 108.18, "word": " ايش", "probability": 0.8797200520833334}], "temperature": 1.0}, {"id": 4, "seek": 13668, "start": 108.22, "end": 136.68, "text": "Electrons طبعا اعتقد ان المفاهيم مرت عليكم اعتقد الفيزيا الفيزيا او الفيزيا بقى طيب هذي بيحكيلي شحنة ال Electron ال E هذي عبارة عن شحنة ال Electron كل واحد point ستة سفر اتنين عشرة أساليب تسعتاش ايه؟ Columns طبعا و بعدين بيحكيلي ال protons has a charge of E و بعدين Electron has a charge of minus E طبعا بنعرف انه زرع بيكون فيها protons و ايه؟ Electrons طبعا", "tokens": [36, 1809, 13270, 23032, 3555, 3615, 995, 1975, 34268, 28543, 16472, 9673, 5172, 40294, 32640, 3714, 43500, 25894, 24793, 1975, 34268, 28543, 27188, 1829, 11622, 25528, 27188, 1829, 11622, 25528, 1975, 2407, 27188, 1829, 11622, 25528, 4724, 4587, 7578, 23032, 1829, 3555, 8032, 8848, 1829, 4724, 1829, 5016, 4117, 1829, 20292, 13412, 5016, 1863, 3660, 2423, 12575, 2044, 2423, 462, 8032, 8848, 1829, 6225, 3555, 9640, 3660, 18871, 13412, 5016, 1863, 3660, 2423, 12575, 2044, 28242, 36764, 24401, 935, 8608, 2655, 3660, 8608, 5172, 2288, 1975, 2655, 1863, 9957, 6225, 8592, 25720, 5551, 3794, 6027, 1829, 3555, 6055, 3794, 34268, 33599, 1975, 1829, 3224, 22807, 4004, 449, 3695, 23032, 3555, 3615, 995, 4032, 39182, 9957, 4724, 1829, 5016, 4117, 1829, 20292, 2423, 40270, 575, 257, 4602, 295, 462, 4032, 39182, 9957, 12575, 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"end": 783.04, "word": " origin", "probability": 0.8515625}, {"start": 783.04, "end": 785.46, "word": " هنا", "probability": 0.128173828125}, {"start": 785.46, "end": 785.76, "word": " سيكون", "probability": 0.737060546875}, {"start": 785.76, "end": 785.96, "word": " عندي", "probability": 0.5823974609375}, {"start": 785.96, "end": 786.22, "word": " position", "probability": 0.9599609375}, {"start": 786.22, "end": 786.66, "word": " vector", "probability": 0.9814453125}, {"start": 786.66, "end": 787.52, "word": " السمالية", "probability": 0.45477294921875}, {"start": 787.52, "end": 789.68, "word": " R1", "probability": 0.675048828125}, {"start": 789.68, "end": 790.24, "word": " بعدين", "probability": 0.853515625}, {"start": 790.24, "end": 790.9, "word": " Q2", "probability": 0.98095703125}, {"start": 790.9, "end": 791.4, "word": " عندي", "probability": 0.3804931640625}, {"start": 791.4, "end": 791.64, "word": " position", "probability": 0.97509765625}, {"start": 791.64, "end": 791.98, "word": " vector", "probability": 0.986328125}, {"start": 791.98, "end": 792.32, "word": " هنا", "probability": 0.93310546875}, {"start": 792.32, "end": 793.46, "word": " R2", "probability": 0.978271484375}, {"start": 793.46, "end": 794.0, "word": " و", "probability": 0.576171875}, {"start": 794.0, "end": 794.56, "word": " Q3", "probability": 0.838134765625}, {"start": 794.56, "end": 795.12, "word": " position", "probability": 0.86376953125}, {"start": 795.12, "end": 795.66, "word": " vector", "probability": 0.98193359375}, {"start": 795.66, "end": 796.52, "word": " R3", "probability": 0.9638671875}], "temperature": 1.0}, {"id": 28, "seek": 82382, "start": 797.0, "end": 823.82, "text": "أفترض أنها بس لها point charge لكن الكلام هنا أنه unpointed charge طب بيحكي لو كان لدينا شحنة Q طبعا لها position vector R طب بيحكي لي إيش ال force إيش ال total force على Q طب ال total force على Q هيكون friendly force من Q1 على Q طبعا", "tokens": [10721, 5172, 2655, 43042, 14739, 11296, 4724, 3794, 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"probability": 0.77197265625}, {"start": 797.98, "end": 798.36, "word": " charge", "probability": 0.304931640625}, {"start": 798.36, "end": 798.64, "word": " لكن", "probability": 0.58740234375}, {"start": 798.64, "end": 799.06, "word": " الكلام", "probability": 0.9388020833333334}, {"start": 799.06, "end": 799.4, "word": " هنا", "probability": 0.92236328125}, {"start": 799.4, "end": 799.92, "word": " أنه", "probability": 0.671875}, {"start": 799.92, "end": 800.6, "word": " unpointed", "probability": 0.5623372395833334}, {"start": 800.6, "end": 800.9, "word": " charge", "probability": 0.9716796875}, {"start": 800.9, "end": 801.8, "word": " طب", "probability": 0.793701171875}, {"start": 801.8, "end": 802.12, "word": " بيحكي", "probability": 0.7904296875}, {"start": 802.12, "end": 802.28, "word": " لو", "probability": 0.6123046875}, {"start": 802.28, "end": 802.46, "word": " كان", "probability": 0.955078125}, {"start": 802.46, "end": 802.84, "word": " لدينا", "probability": 0.6131998697916666}, {"start": 802.84, "end": 803.46, "word": " شحنة", "probability": 0.8577880859375}, {"start": 803.46, "end": 803.8, "word": " Q", "probability": 0.7744140625}, {"start": 803.8, "end": 808.98, "word": " طبعا", "probability": 0.8421630859375}, {"start": 808.98, "end": 809.54, "word": " لها", "probability": 0.5078125}, {"start": 809.54, "end": 809.86, "word": " position", "probability": 0.97314453125}, {"start": 809.86, "end": 810.6, "word": " vector", "probability": 0.9619140625}, {"start": 810.6, "end": 811.66, "word": " R", "probability": 0.75830078125}, {"start": 811.66, "end": 812.96, "word": " طب", "probability": 0.89990234375}, {"start": 812.96, "end": 813.16, "word": " بيحكي", "probability": 0.97060546875}, {"start": 813.16, "end": 813.26, "word": " لي", "probability": 0.60693359375}, {"start": 813.26, "end": 813.4, "word": " إيش", "probability": 0.792236328125}, {"start": 813.4, "end": 813.56, "word": " ال", "probability": 0.94775390625}, {"start": 813.56, "end": 814.14, "word": " force", "probability": 0.93896484375}, {"start": 814.14, "end": 815.04, "word": " إيش", "probability": 0.9002278645833334}, {"start": 815.04, "end": 815.16, "word": " ال", "probability": 0.98388671875}, {"start": 815.16, "end": 815.36, "word": " total", "probability": 0.92236328125}, {"start": 815.36, "end": 816.0, "word": " force", "probability": 0.98291015625}, {"start": 816.0, "end": 816.3, "word": " على", "probability": 0.79052734375}, {"start": 816.3, "end": 816.64, "word": " Q", "probability": 0.90478515625}, {"start": 816.64, "end": 817.2, "word": " طب", "probability": 0.938720703125}, {"start": 817.2, "end": 817.32, "word": " ال", "probability": 0.413330078125}, {"start": 817.32, "end": 817.54, "word": " total", "probability": 0.90283203125}, {"start": 817.54, "end": 817.86, "word": " force", "probability": 0.986328125}, {"start": 817.86, "end": 818.0, "word": " على", "probability": 0.433349609375}, {"start": 818.0, "end": 818.2, "word": " Q", "probability": 0.9560546875}, {"start": 818.2, "end": 818.56, "word": " هيكون", "probability": 0.877685546875}, {"start": 818.56, "end": 818.86, "word": " friendly", "probability": 0.53369140625}, {"start": 818.86, "end": 819.64, "word": " force", "probability": 0.98388671875}, {"start": 819.64, "end": 820.44, "word": " من", "probability": 0.88427734375}, {"start": 820.44, "end": 821.56, "word": " Q1", "probability": 0.6083984375}, {"start": 821.56, "end": 822.54, "word": " على", "probability": 0.875}, {"start": 822.54, "end": 822.94, "word": " Q", "probability": 0.978515625}, {"start": 822.94, "end": 823.82, "word": " طبعا", "probability": 0.9580078125}], "temperature": 1.0}, {"id": 29, "seek": 85500, "start": 825.64, "end": 855.0, "text": "و بعدين هيكون عندى force من ال Q2 على Q و force من ال Q3 على Q عشان كده بنحكى ان ال total force هعمل superposition المقصود في superposition حاجة مع ال force إذا عندى ال force جاء من ال Q1 زاد ال force من ال Q2 زاد ال force من ال Q3 وبالتالي اللى 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"probability": 0.80126953125}, {"start": 1609.91, "end": 1610.35, "word": " كتير", "probability": 0.4728190104166667}, {"start": 1610.35, "end": 1610.83, "word": " هذه", "probability": 0.13720703125}, {"start": 1610.83, "end": 1611.45, "word": " متمثلة", "probability": 0.7962646484375}, {"start": 1611.45, "end": 1612.09, "word": " كيو", "probability": 0.9296875}, {"start": 1612.09, "end": 1612.63, "word": " واحد", "probability": 0.874755859375}, {"start": 1612.63, "end": 1613.37, "word": " بعدين", "probability": 0.898193359375}, {"start": 1613.37, "end": 1613.65, "word": " صفر", "probability": 0.8372395833333334}, {"start": 1613.65, "end": 1614.05, "word": " تلاتة", "probability": 0.9739990234375}, {"start": 1614.05, "end": 1614.61, "word": " واحد", "probability": 0.9775390625}, {"start": 1614.61, "end": 1614.91, "word": " R", "probability": 0.34521484375}, {"start": 1614.91, "end": 1615.29, "word": " ناقص", "probability": 0.80810546875}, {"start": 1615.29, "end": 1615.53, "word": " R", "probability": 0.34521484375}, {"start": 1615.53, "end": 1615.73, "word": " واحد", "probability": 0.880615234375}], "temperature": 1.0}, {"id": 56, "seek": 164101, "start": 1616.05, "end": 1641.01, "text": "R-R1 وهذا يمثل لي position vector 0 3 1 3 2-1 R-R1 على ال magnitude بعدين minus ليش هنا minus؟ عشان الشحن أصلا، عشان الشحن التاني بالساقر، وبالتالي هذي يبقى Q2R-R2 على ال magnitude الكل", "tokens": [49, 12, 49, 16, 37037, 15730, 7251, 2304, 12984, 1211, 32239, 2535, 8062, 1958, 805, 502, 805, 568, 12, 16, 497, 12, 49, 16, 15844, 2423, 15668, 39182, 9957, 3175, 32239, 8592, 34105, 3175, 22807, 6225, 8592, 7649, 25124, 5016, 1863, 5551, 9381, 15040, 12399, 6225, 8592, 7649, 25124, 5016, 1863, 16712, 7649, 1829, 20666, 3794, 995, 4587, 2288, 12399, 46599, 6027, 2655, 6027, 1829, 8032, 8848, 1829, 7251, 3555, 4587, 7578, 1249, 17, 49, 12, 49, 17, 15844, 2423, 15668, 2423, 28820], "avg_logprob": -0.48883929281007676, "compression_ratio": 1.4918032786885247, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 1616.05, "end": 1616.69, "word": "R", "probability": 0.057373046875}, {"start": 1616.69, "end": 1618.37, "word": "-R1", "probability": 0.5431722005208334}, {"start": 1618.37, "end": 1618.79, "word": " وهذا", "probability": 0.5650634765625}, {"start": 1618.79, "end": 1619.33, "word": " يمثل", "probability": 0.72509765625}, {"start": 1619.33, "end": 1619.63, "word": " لي", "probability": 0.2188720703125}, {"start": 1619.63, "end": 1621.03, "word": " position", "probability": 0.56103515625}, {"start": 1621.03, "end": 1621.71, "word": " vector", "probability": 0.81787109375}, {"start": 1621.71, "end": 1622.27, "word": " 0", "probability": 0.1800537109375}, {"start": 1622.27, "end": 1622.59, "word": " 3", "probability": 0.669921875}, {"start": 1622.59, "end": 1622.99, "word": " 1", "probability": 0.9833984375}, {"start": 1622.99, "end": 1624.05, "word": " 3", "probability": 0.367431640625}, {"start": 1624.05, "end": 1624.65, "word": " 2", "probability": 0.96875}, {"start": 1624.65, "end": 1625.37, "word": "-1", "probability": 0.49755859375}, {"start": 1625.37, "end": 1625.67, "word": " R", "probability": 0.4609375}, {"start": 1625.67, "end": 1626.39, "word": "-R1", "probability": 0.9611002604166666}, {"start": 1626.39, "end": 1626.59, "word": " على", "probability": 0.12744140625}, {"start": 1626.59, "end": 1626.77, "word": " ال", "probability": 0.3193359375}, {"start": 1626.77, "end": 1627.09, "word": " magnitude", "probability": 0.84619140625}, {"start": 1627.09, "end": 1627.93, "word": " بعدين", "probability": 0.60894775390625}, {"start": 1627.93, "end": 1628.57, "word": " minus", "probability": 0.6591796875}, {"start": 1628.57, "end": 1629.97, "word": " ليش", "probability": 0.60711669921875}, {"start": 1629.97, "end": 1630.13, "word": " هنا", "probability": 0.728515625}, {"start": 1630.13, "end": 1630.73, "word": " minus؟", "probability": 0.6177978515625}, {"start": 1630.73, "end": 1631.03, "word": " عشان", "probability": 0.9368489583333334}, {"start": 1631.03, "end": 1631.43, "word": " الشحن", "probability": 0.9825846354166666}, {"start": 1631.43, "end": 1631.79, "word": " أصلا،", "probability": 0.56121826171875}, {"start": 1631.79, "end": 1631.95, "word": " عشان", "probability": 0.8675130208333334}, {"start": 1631.95, "end": 1632.31, "word": " الشحن", "probability": 0.9912109375}, {"start": 1632.31, "end": 1632.81, "word": " التاني", "probability": 0.8865559895833334}, {"start": 1632.81, "end": 1633.65, "word": " بالساقر،", "probability": 0.6207275390625}, {"start": 1633.65, "end": 1633.99, "word": " وبالتالي", "probability": 0.7159912109375}, {"start": 1633.99, "end": 1634.21, "word": " هذي", "probability": 0.3812255859375}, {"start": 1634.21, "end": 1634.35, "word": " يبقى", "probability": 0.769805908203125}, {"start": 1634.35, "end": 1636.75, "word": " Q2R", "probability": 0.5272623697916666}, {"start": 1636.75, "end": 1639.27, "word": "-R2", "probability": 0.9694010416666666}, {"start": 1639.27, "end": 1639.61, "word": " على", "probability": 0.763671875}, {"start": 1639.61, "end": 1640.09, "word": " ال", "probability": 0.51953125}, {"start": 1640.09, "end": 1640.45, "word": " magnitude", "probability": 0.97802734375}, {"start": 1640.45, "end": 1641.01, "word": " الكل", "probability": 0.68896484375}], "temperature": 1.0}, {"id": 57, "seek": 166822, "start": 1642.56, "end": 1668.22, "text": "واضح؟ لان صراحة انا بستعود كتبنا القانون و هاي ال total force بس عوضناها هسي لاندي هاي ال total force بالساعة و كلمة أربعة و مات هاي عبارة عن إبسلون نار و هنطلحنا ال vectors R minus R واحد و R minus R اتنين و هم يجيبنى تلاتة ع اتنين نرجحها", "tokens": [2407, 46958, 5016, 22807, 5296, 7649, 20328, 23557, 5016, 3660, 1975, 8315, 4724, 14851, 3615, 23328, 9122, 2655, 3555, 8315, 25062, 7649, 11536, 4032, 8032, 47302, 2423, 3217, 3464, 4724, 3794, 6225, 2407, 11242, 8315, 11296, 8032, 3794, 1829, 5296, 7649, 16254, 8032, 47302, 2423, 3217, 3464, 20666, 3794, 995, 27884, 4032, 9122, 19528, 3660, 5551, 25513, 27884, 4032, 3714, 9307, 8032, 47302, 6225, 3555, 9640, 3660, 18871, 11933, 3555, 3794, 1211, 11536, 8717, 9640, 4032, 8032, 1863, 9566, 1211, 5016, 8315, 2423, 18875, 497, 3175, 497, 36764, 24401, 4032, 497, 3175, 497, 1975, 2655, 1863, 9957, 4032, 8032, 2304, 7251, 7435, 1829, 3555, 1863, 7578, 6055, 1211, 9307, 3660, 6225, 1975, 2655, 1863, 9957, 8717, 47341, 5016, 11296], "avg_logprob": -0.4111979161699613, "compression_ratio": 1.775229357798165, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1642.56, "end": 1643.2, "word": "واضح؟", "probability": 0.7493896484375}, {"start": 1643.2, "end": 1643.46, "word": " لان", "probability": 0.4893798828125}, {"start": 1643.46, "end": 1643.7, "word": " صراحة", "probability": 0.82666015625}, {"start": 1643.7, "end": 1643.74, "word": " انا", "probability": 0.54913330078125}, {"start": 1643.74, "end": 1644.2, "word": " بستعود", "probability": 0.81396484375}, {"start": 1644.2, "end": 1644.64, "word": " كتبنا", "probability": 0.9073486328125}, {"start": 1644.64, "end": 1645.14, "word": " القانون", "probability": 0.97216796875}, {"start": 1645.14, "end": 1645.5, "word": " و", "probability": 0.2484130859375}, {"start": 1645.5, "end": 1645.54, "word": " هاي", "probability": 0.4189453125}, {"start": 1645.54, "end": 1645.62, "word": " ال", "probability": 0.77392578125}, {"start": 1645.62, "end": 1645.84, "word": " total", "probability": 0.7890625}, {"start": 1645.84, "end": 1646.4, "word": " force", "probability": 0.89990234375}, {"start": 1646.4, "end": 1648.16, "word": " بس", "probability": 0.789794921875}, {"start": 1648.16, "end": 1648.98, "word": " عوضناها", "probability": 0.86328125}, {"start": 1648.98, "end": 1653.1, "word": " هسي", "probability": 0.5929361979166666}, {"start": 1653.1, "end": 1653.58, "word": " لاندي", "probability": 0.6143798828125}, {"start": 1653.58, "end": 1654.84, "word": " هاي", "probability": 0.67822265625}, {"start": 1654.84, "end": 1654.94, "word": " ال", "probability": 0.974609375}, {"start": 1654.94, "end": 1655.14, "word": " total", "probability": 0.8984375}, {"start": 1655.14, "end": 1655.56, "word": " force", "probability": 0.9765625}, {"start": 1655.56, "end": 1655.92, "word": " بالساعة", "probability": 0.625}, {"start": 1655.92, "end": 1656.06, "word": " و", "probability": 0.60107421875}, {"start": 1656.06, "end": 1656.22, "word": " كلمة", "probability": 0.5524088541666666}, {"start": 1656.22, "end": 1656.66, "word": " أربعة", "probability": 0.60986328125}, {"start": 1656.66, "end": 1656.84, "word": " و", "probability": 0.2344970703125}, {"start": 1656.84, "end": 1657.0, "word": " مات", "probability": 0.3458251953125}, {"start": 1657.0, "end": 1657.34, "word": " هاي", "probability": 0.3497314453125}, {"start": 1657.34, "end": 1657.56, "word": " عبارة", "probability": 0.951171875}, {"start": 1657.56, "end": 1657.7, "word": " عن", "probability": 0.98681640625}, {"start": 1657.7, "end": 1658.26, "word": " إبسلون", "probability": 0.692724609375}, {"start": 1658.26, "end": 1658.78, "word": " نار", "probability": 0.5211181640625}, {"start": 1658.78, "end": 1659.18, "word": " و", "probability": 0.57470703125}, {"start": 1659.18, "end": 1659.86, "word": " هنطلحنا", "probability": 0.7325032552083334}, {"start": 1659.86, "end": 1660.3, "word": " ال", "probability": 0.8896484375}, {"start": 1660.3, "end": 1660.62, "word": " vectors", "probability": 0.8837890625}, {"start": 1660.62, "end": 1660.9, "word": " R", "probability": 0.5029296875}, {"start": 1660.9, "end": 1661.2, "word": " minus", "probability": 0.266845703125}, {"start": 1661.2, "end": 1661.36, "word": " R", "probability": 0.97509765625}, {"start": 1661.36, "end": 1661.62, "word": " واحد", "probability": 0.954833984375}, {"start": 1661.62, "end": 1661.7, "word": " و", "probability": 0.96142578125}, {"start": 1661.7, "end": 1661.82, "word": " R", "probability": 0.70703125}, {"start": 1661.82, "end": 1662.08, "word": " minus", "probability": 0.97998046875}, {"start": 1662.08, "end": 1662.28, "word": " R", "probability": 0.9892578125}, {"start": 1662.28, "end": 1662.76, "word": " اتنين", "probability": 0.88232421875}, {"start": 1662.76, "end": 1663.3, "word": " و", "probability": 0.9345703125}, {"start": 1663.3, "end": 1663.48, "word": " هم", "probability": 0.794677734375}, {"start": 1663.48, "end": 1664.04, "word": " يجيبنى", "probability": 0.5651448567708334}, {"start": 1664.04, "end": 1664.34, "word": " تلاتة", "probability": 0.80712890625}, {"start": 1664.34, "end": 1664.44, "word": " ع", "probability": 0.66552734375}, {"start": 1664.44, "end": 1665.86, "word": " اتنين", "probability": 0.9166259765625}, {"start": 1665.86, "end": 1668.22, "word": " نرجحها", "probability": 0.7333984375}], "temperature": 1.0}, {"id": 58, "seek": 169708, "start": 1672.4, "end": 1697.08, "text": "هو ايش حصل طرح اللي هو 2 vector هدوء؟ ايش بطلع عندك؟ سارب ثلاثة واحد و اتنين طبعا ال magnitude ال magnitude هذا الكلام عبارة عن vector هيصير جزر الترميعي بتسعة زائد واحد زائد اربع اربعة", "tokens": [3224, 2407, 1975, 1829, 8592, 11331, 36520, 23032, 2288, 5016, 13672, 1829, 31439, 568, 8062, 8032, 3215, 2407, 38207, 22807, 1975, 1829, 8592, 4724, 9566, 1211, 3615, 43242, 4117, 22807, 8608, 9640, 3555, 38637, 1211, 5718, 104, 3660, 36764, 24401, 4032, 1975, 2655, 1863, 9957, 23032, 3555, 3615, 995, 2423, 15668, 2423, 15668, 23758, 2423, 28820, 10943, 6225, 3555, 9640, 3660, 18871, 8062, 8032, 1829, 9381, 13546, 10874, 11622, 2288, 16712, 2288, 2304, 1829, 3615, 1829, 39894, 3794, 27884, 30767, 16373, 3215, 36764, 24401, 30767, 16373, 3215, 1975, 25513, 3615, 1975, 25513, 27884], "avg_logprob": -0.3859707304137818, "compression_ratio": 1.6084656084656084, "no_speech_prob": 2.384185791015625e-07, "words": [{"start": 1672.4, "end": 1673.26, "word": "هو", "probability": 0.36553955078125}, {"start": 1673.26, "end": 1673.42, "word": " ايش", "probability": 0.55987548828125}, {"start": 1673.42, "end": 1674.24, "word": " حصل", "probability": 0.5858154296875}, {"start": 1674.24, "end": 1674.58, "word": " طرح", "probability": 0.6022135416666666}, {"start": 1674.58, "end": 1674.72, "word": " اللي", "probability": 0.6109619140625}, {"start": 1674.72, "end": 1674.8, "word": " هو", "probability": 0.68994140625}, {"start": 1674.8, "end": 1674.98, "word": " 2", "probability": 0.4580078125}, {"start": 1674.98, "end": 1675.3, "word": " vector", "probability": 0.411376953125}, {"start": 1675.3, "end": 1676.1, "word": " هدوء؟", "probability": 0.550927734375}, {"start": 1676.1, "end": 1676.18, "word": " ايش", "probability": 0.578857421875}, {"start": 1676.18, "end": 1676.46, "word": " بطلع", "probability": 0.8013916015625}, {"start": 1676.46, "end": 1679.32, "word": " عندك؟", "probability": 0.7537434895833334}, {"start": 1679.32, "end": 1679.62, "word": " سارب", "probability": 0.6315104166666666}, {"start": 1679.62, "end": 1681.76, "word": " ثلاثة", "probability": 0.8912109375}, {"start": 1681.76, "end": 1682.64, "word": " واحد", "probability": 0.76611328125}, {"start": 1682.64, "end": 1683.88, "word": " و", "probability": 0.70556640625}, {"start": 1683.88, "end": 1685.6, "word": " اتنين", "probability": 0.79913330078125}, {"start": 1685.6, "end": 1686.28, "word": " طبعا", "probability": 0.9798583984375}, {"start": 1686.28, "end": 1686.7, "word": " ال", "probability": 0.8876953125}, {"start": 1686.7, "end": 1687.04, "word": " magnitude", "probability": 0.97265625}, {"start": 1687.04, "end": 1688.52, "word": " ال", "probability": 0.318603515625}, {"start": 1688.52, "end": 1688.94, "word": " magnitude", "probability": 0.759765625}, {"start": 1688.94, "end": 1689.1, "word": " هذا", "probability": 0.2227783203125}, {"start": 1689.1, "end": 1689.42, "word": " الكلام", "probability": 0.9251302083333334}, {"start": 1689.42, "end": 1689.92, "word": " عبارة", "probability": 0.83447265625}, {"start": 1689.92, "end": 1690.04, "word": " عن", "probability": 0.99365234375}, {"start": 1690.04, "end": 1690.36, "word": " vector", "probability": 0.8779296875}, {"start": 1690.36, "end": 1691.18, "word": " هيصير", "probability": 0.79107666015625}, {"start": 1691.18, "end": 1691.48, "word": " جزر", "probability": 0.8361002604166666}, {"start": 1691.48, "end": 1692.3, "word": " الترميعي", "probability": 0.7858072916666666}, {"start": 1692.3, "end": 1692.82, "word": " بتسعة", "probability": 0.7406412760416666}, {"start": 1692.82, "end": 1693.16, "word": " زائد", "probability": 0.7703450520833334}, {"start": 1693.16, "end": 1693.66, "word": " واحد", "probability": 0.962646484375}, {"start": 1693.66, "end": 1694.22, "word": " زائد", "probability": 0.8269856770833334}, {"start": 1694.22, "end": 1694.94, "word": " اربع", "probability": 0.6809895833333334}, {"start": 1694.94, "end": 1697.08, "word": " اربعة", "probability": 0.6221516927083334}], "temperature": 1.0}, {"id": 59, "seek": 173044, "start": 1701.0, "end": 1730.44, "text": "و طب هدى كلها مفروض أُس إيه؟ تلاتة هدى كلها أُس تلاتة عشان كده هتصبح أربع طاعش أس إيه؟ تلاتة على تلاتة واضح؟ و هو نفس الشيء بالنسبة ل R minus R إتنين من Q سكريت هنضغط و هنشرب ال force بتساوي الكلام هو حكى ال force عبارة عن vector مُتشَك و هو واضح إن هو مُتشَك بجه X بجه Y بجه", "tokens": [2407, 23032, 3555, 8032, 3215, 7578, 28242, 11296, 3714, 5172, 32887, 11242, 5551, 10859, 3794, 11933, 1829, 3224, 22807, 6055, 1211, 9307, 3660, 8032, 3215, 7578, 28242, 11296, 5551, 10859, 3794, 6055, 1211, 9307, 3660, 6225, 8592, 7649, 9122, 3215, 3224, 8032, 2655, 9381, 49628, 5551, 25513, 3615, 23032, 995, 3615, 8592, 5551, 3794, 11933, 1829, 3224, 22807, 6055, 1211, 9307, 3660, 15844, 6055, 1211, 9307, 3660, 4032, 46958, 5016, 22807, 4032, 31439, 8717, 36178, 25124, 1829, 38207, 20666, 1863, 35457, 3660, 5296, 497, 3175, 497, 11933, 2655, 1863, 9957, 9154, 1249, 8608, 4117, 16572, 2655, 8032, 1863, 11242, 17082, 9566, 4032, 8032, 1863, 8592, 25513, 2423, 3464, 39894, 3794, 995, 45865, 2423, 28820, 10943, 31439, 11331, 4117, 7578, 2423, 3464, 6225, 3555, 9640, 3660, 18871, 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0.87939453125}, {"start": 1772.12, "end": 1772.24, "word": " و", "probability": 0.9736328125}, {"start": 1772.24, "end": 1772.64, "word": " منكمل", "probability": 0.7283121744791666}, {"start": 1772.64, "end": 1772.86, "word": " مرة", "probability": 0.9228515625}, {"start": 1772.86, "end": 1773.2, "word": " جاية", "probability": 0.896484375}, {"start": 1773.2, "end": 1773.6, "word": " بتدعم", "probability": 0.627685546875}, {"start": 1773.6, "end": 1774.04, "word": " المثال", "probability": 0.9020182291666666}, {"start": 1774.04, "end": 1774.34, "word": " H", "probability": 0.411865234375}, {"start": 1774.34, "end": 1774.84, "word": " اربعة", "probability": 0.739013671875}, {"start": 1774.84, "end": 1775.36, "word": " اتنان", "probability": 0.7945556640625}, {"start": 1775.36, "end": 1775.7, "word": " خلاص", "probability": 0.597412109375}, {"start": 1775.7, "end": 1776.04, "word": " تبقى", "probability": 0.423828125}, {"start": 1776.04, "end": 1776.36, "word": " العامة", "probability": 0.7970377604166666}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 1777.34825, "duration_after_vad": 1701.2418749999974}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/XWXuB9Lj7KU.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/XWXuB9Lj7KU.srt
new file mode 100644
index 0000000000000000000000000000000000000000..8cc31a0fd7f5298add4a23aea733cfabb6d06884
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/XWXuB9Lj7KU.srt
@@ -0,0 +1,2133 @@
+1
+00:00:20,270 --> 00:00:23,110
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,110 --> 00:00:25,950
+وبركاته احنا اليوم إن شاء الله هنكمل في ال vector
+
+3
+00:00:25,950 --> 00:00:28,790
+calculus وهناخد اللي هو divergence في الحدث
+
+4
+00:00:28,790 --> 00:00:32,030
+الماضي احنا شفنا ال gradient أنه بإعطاء ال magnitude
+
+5
+00:00:32,030 --> 00:00:37,770
+والاتجاه لـ maximum change لأي scalar field 
+
+6
+00:00:37,770 --> 00:00:42,600
+الـ divergence بيكون  مع الـ vector, Diverge a vector 
+
+7
+00:00:42,600 --> 00:00:47,560
+يعني دلّ Dot a vector field يعني في هذه الحالة أن
+
+8
+00:00:47,560 --> 00:00:52,180
+الـ a بتمثل vector field إذاً إن Dive a هو عبارة عن 
+
+9
+00:00:52,180 --> 00:00:58,610
+دلّ a أو diverge a يعني الـ del اللي هي الـ operator.a
+
+10
+00:00:58,610 --> 00:01:02,790
+is a divergence of a at a given point is a outward
+
+11
+00:01:02,790 --> 00:01:06,670
+flux per unit volume as volume shrinks above b
+
+12
+00:01:06,670 --> 00:01:10,850
+يعني بتمثل اللي الـ divergence a هو الـ output flux
+
+13
+00:01:10,850 --> 00:01:16,070
+يعني لو كان عندي field أما لو باخد surface عدّاش 
+
+14
+00:01:16,070 --> 00:01:20,590
+بطلع عندي flux عدّاش بطلع عندي field هو بنسميه flux
+
+15
+00:01:20,590 --> 00:01:25,250
+عدّاش بطلع من هذا الـ field per unit volume في أثناء
+
+16
+00:01:25,250 --> 00:01:30,770
+أن هذا الـ volume بيروح لـ 0 حيث أن دلتا V هو الـ volume
+
+17
+00:01:30,770 --> 00:01:33,650
+اللي بيسكره آسف لأن الـ surface بيكون محيط الـ
+
+18
+00:01:33,650 --> 00:01:38,950
+volume فإذا عندي volume عمال عندي فيه field بيمر فـ
+
+19
+00:01:38,950 --> 00:01:42,870
+الـ diverge هذا الـ field بتمثل لقدّاش من هذا الـ
+
+20
+00:01:42,870 --> 00:01:49,410
+field بيطلع من خلال هذا الـ volume احنا 
+
+21
+00:01:49,410 --> 00:01:51,530
+لو طلعنا طبعاً الـ diverge في حاجة مهمة في الـ
+
+22
+00:01:51,530 --> 00:01:54,510
+diverge الـ diverge دائماً بيقول لي إن فيه source الـ
+
+23
+00:01:54,510 --> 00:01:57,710
+diverge بيقول لي دائماً إن فيه source ايش معناه؟ إنه
+
+24
+00:01:57,710 --> 00:02:01,530
+بده يكون عندي حاجة يا بطلع منها الـ field يا بدخل 
+
+25
+00:02:01,530 --> 00:02:05,030
+منها الـ field عشان يصير أصلاً عندي field يخترق الـ
+
+26
+00:02:05,030 --> 00:02:08,810
+surface لازم يكون عندي source لهذا الـ field فالـ
+
+27
+00:02:08,810 --> 00:02:12,810
+diverge دائماً تعني ليه إنه في مكان بطلع منه الـ
+
+28
+00:02:12,810 --> 00:02:18,730
+field يعني مثلاً هذه النقطة بتمثل زي source وعمال 
+
+29
+00:02:18,730 --> 00:02:21,510
+بطلع منها الـ field يعني أنت تتذكروا الـ charge بصي
+
+30
+00:02:21,510 --> 00:02:24,270
+في الـ charge مش بصي في الـ charge بطلع منها الـ
+
+31
+00:02:24,270 --> 00:02:29,150
+field الـ electric field هذا ما نسميه إن عمالة الـ
+
+32
+00:02:29,150 --> 00:02:34,650
+field بيطلع من الـ point هنا ما نلاقي إن الـ field 
+
+33
+00:02:34,650 --> 00:02:38,670
+عمالة بدخل لـ الـ point فهنا ما نسميه sink يعني هنا 
+
+34
+00:02:38,670 --> 00:02:42,290
+بدخل وهنا ما له diverge يعني إنه بيطلع من النقطة
+
+35
+00:02:42,290 --> 00:02:46,490
+أو هنا ممكن يدخل على النقطة إذا هذا ما نسميه
+
+36
+00:02:46,490 --> 00:02:49,330
+positive divergence وهذا ما نسميه negative
+
+37
+00:02:49,330 --> 00:02:53,530
+divergence بينما هنا ما يوجد source يدخل من الـ
+
+38
+00:02:53,530 --> 00:02:57,260
+field فهذه zero كلمة مرة divergence معناه إن في
+
+39
+00:02:57,260 --> 00:03:01,780
+عندي source بالتمام زي أنتوا تخيلوا المغسلة وفي
+
+40
+00:03:01,780 --> 00:03:03,920
+عندي اللي هي الـ بلوة تحت المي ماشي بس اللي المياه
+
+41
+00:03:03,920 --> 00:03:07,360
+بتنزل يعني في عندي divergence بنسميه negative
+
+42
+00:03:07,360 --> 00:03:10,840
+divergence لازم يكون فيه source يعني تخيلوا اللي
+
+43
+00:03:10,840 --> 00:03:12,860
+هي النقطة اللي بدخل منها المياه كأنه هي الـ source
+
+44
+00:03:12,860 --> 00:03:16,680
+لو عكسنا الاتجاه هيكون positive divergence ما فيش 
+
+45
+00:03:16,680 --> 00:03:19,600
+عندي source بتطلع منها أو بدخل زي الحالة هذه اللي
+
+46
+00:03:19,600 --> 00:03:25,260
+هي البيتال الخطوط المتوازية هنا لا توجد divergence لا 
+
+47
+00:03:25,260 --> 00:03:27,560
+توجد عملية حرف تدخل أو تدخل أو تطور لا توجد
+
+48
+00:03:27,560 --> 00:03:30,900
+divergence فهنا تكون divergence بـ = 0 إذا كم 
+
+49
+00:03:30,900 --> 00:03:33,720
+أنا راح أتحكم positive divergence أو negative
+
+50
+00:03:33,720 --> 00:03:37,240
+divergence أو هنا لا يوجد positive ولا negative
+
+51
+00:03:37,240 --> 00:03:39,260
+divergence هنا zero divergence
+
+52
+00:03:42,660 --> 00:03:46,100
+لازم الـ divergence لازم أعرفه في الـ three spaces
+
+53
+00:03:46,100 --> 00:03:49,040
+زي ما شوفنا احنا في الـ gradient برضه divergence
+
+54
+00:03:49,040 --> 00:03:52,420
+طبعاً الـ divergence البساطة هو اقارنة عن الـ del اللي
+
+55
+00:03:52,420 --> 00:03:56,220
+بناخذه بـ Cartesian ايش حتة معناه الـ del احنا قمنا بقع
+
+56
+00:03:56,220 --> 00:04:03,840
+دي بي بي اكس اكسها ذَاْت دي بي بي وي ويها ذَاْت دي بي
+
+57
+00:04:03,840 --> 00:04:05,340
+بي دي زد زدها
+
+58
+00:04:12,060 --> 00:04:17,060
+زي الـ aY Y hat زي الـ aZ Z hat احنا الـ dot
+
+59
+00:04:17,060 --> 00:04:21,560
+البرودكت نعرف إن الـ X Dot X هي الـ 1 X hat Dot X
+
+60
+00:04:21,560 --> 00:04:25,320
+هي الـ 1 الـ Y hat Dot Y hat هي الـ 1 زي الـ Dot Y
+
+61
+00:04:25,320 --> 00:04:27,080
+hat Dot Y hat Dot Z hat Dot Y hat Dot Y hat Dot Z
+
+62
+00:04:27,080 --> 00:04:29,600
+hat Dot Y hat Dot Y hat Dot Z hat Dot Y hat Dot Z
+
+63
+00:04:29,600 --> 00:04:31,960
+hat Dot Y hat Dot Y hat Dot Y hat Dot Y hat Dot Y
+
+64
+00:04:31,960 --> 00:04:32,040
+hat Dot Y hat Dot Y hat Dot Y hat Dot Y hat Dot Y
+
+65
+00:04:32,040 --> 00:04:32,060
+hat Dot Y hat Dot Y hat Dot Y hat Dot Y hat Dot Y
+
+66
+00:04:32,060 --> 00:04:36,170
+hat Dot Y hat Dot Y hat Dot Y hat Dot Y ده ما نيش
+
+67
+00:04:36,170 --> 00:04:39,530
+بعمل الـ doting عن هاي مش بس إنه اللي بقى بتطلع الـ
+
+68
+00:04:39,530 --> 00:04:41,730
+X hat و X hat 1 كمان لأن هنا فيه
+
+69
+00:04:41,730 --> 00:04:47,910
+differentiation E X by E X التانية لأن الـ operator 
+
+70
+00:04:47,910 --> 00:04:55,950
+عمله بأسرع الـ field هيكون P A Y I P Y ذَاْت P A Z Y
+
+71
+00:04:55,950 --> 00:04:59,050
+P Z عن هاي تعملين الـ component X هاي component R
+
+72
+00:04:59,050 --> 00:05:01,010
+ممكن تكون كلهم function في X و Y و Z
+
+73
+00:05:05,890 --> 00:05:08,330
+ممكن تكون function بس في X، ممكن تكون function بس
+
+74
+00:05:08,330 --> 00:05:12,070
+في Y، وهذا بحدد مين الـ surviving differentiation،
+
+75
+00:05:12,070 --> 00:05:16,030
+ماضي؟ إذا نهجوا وعمّروا عن الـ divergence تبع الـ
+
+76
+00:05:16,030 --> 00:05:20,670
+field، تعرفت معناه أنه يا sinking يا بتخلق أو تخلق
+
+77
+00:05:20,670 --> 00:05:24,370
+أو تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو
+
+78
+00:05:24,370 --> 00:05:32,910
+تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو
+
+79
+00:05:32,910 --> 00:05:32,990
+تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو
+
+80
+00:05:32,990 --> 00:05:33,030
+تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو
+
+81
+00:05:33,030 --> 00:05:34,990
+تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو
+
+82
+00:05:34,990 --> 00:05:46,530
+تخلق أو تخلق أو تخلق أو تخلق أو تخلق أو
+
+83
+00:05:46,530 --> 00:05:48,880
+بينما بالـ spherical coordinate هيكون الـ
+
+84
+00:05:48,880 --> 00:05:54,520
+divergence 1 على r تربيع d by dr r تربيع ar زائد 1
+
+85
+00:05:54,520 --> 00:05:57,960
+على r sin theta d by d theta a theta sin theta
+
+86
+00:05:57,960 --> 00:06:03,560
+زائد 1 على r sin theta d a pi by d pi في آسف صلحت 
+
+87
+00:06:03,560 --> 00:06:06,560
+هنا إذا كل اللي عرفناه اليوم هو الـ divergence
+
+88
+00:06:06,560 --> 00:06:10,540
+قلنا divergence هو ببساطة الـ del dot مع الـ vector و
+
+89
+00:06:10,540 --> 00:06:12,680
+احنا عارفين الـ del سيبناه من المحاضرة الماضية في
+
+90
+00:06:12,680 --> 00:06:15,480
+الـ Cartesian وفي الـ Cylindrical والـ Cylindrical ما عليه
+
+91
+00:06:15,480 --> 00:06:20,120
+اللي عامله dot مع الـ vector تبعنا حلوة أحسن 
+
+92
+00:06:20,120 --> 00:06:24,940
+التالي في خصائص الـ divergence it produces a scalar
+
+93
+00:06:24,940 --> 00:06:28,540
+field احنا اتفقنا إن الناتج معاه
+
+94
+00:06:28,540 --> 00:06:35,280
+scalar أي ناتج ما فيش فيه أي vector أي dot لـ two 
+
+95
+00:06:35,280 --> 00:06:39,080
+vectors بيكون scalar فبالنسبة لـ الـ divergence
+
+96
+00:06:39,080 --> 00:06:42,360
+هيكون scalar فالـ gradient اللي ذاكرين كان vector كان 
+
+97
+00:06:42,360 --> 00:06:45,720
+له magnitude واتجاه بعبر له عن magnitude واتجاه
+
+98
+00:06:45,720 --> 00:06:49,200
+لـ it's a maximum change في الـ field الـ scalar 
+
+99
+00:06:49,200 --> 00:06:53,020
+field لكن في الـ divergence إنّه بيعطيني scalar أي
+
+100
+00:06:53,020 --> 00:06:56,820
+أول نقطة نقطة تانية الـ divergence of a scalar
+
+101
+00:06:56,820 --> 00:07:02,190
+field اللي هو del V makes no sense لأن لو أنا عندي
+
+102
+00:07:02,190 --> 00:07:06,330
+scalar field بدي أجيب الـ dot مع scalar field اللي
+
+103
+00:07:06,330 --> 00:07:11,570
+معناه الـ divergence between two vector fields لما
+
+104
+00:07:11,570 --> 00:07:15,210
+أقول بدي ايش الـ divergence بتاع scalar field ولا
+
+105
+00:07:15,210 --> 00:07:18,610
+شيء ما لهوش معنى has no sense ما هو أي معنى نقول 
+
+106
+00:07:18,610 --> 00:07:22,170
+في divergence of scalar field has no meaning has
+
+107
+00:07:22,170 --> 00:07:25,230
+no sense يعني فقط divergence لـ vector field أنا
+
+108
+00:07:25,230 --> 00:07:28,450
+قلت product بيه vector field زي الـ electric field 
+
+109
+00:07:28,450 --> 00:07:32,080
+مثلاً زي الـ magnetic field باخد الـ divergence لكن
+
+110
+00:07:32,080 --> 00:07:34,720
+scalar field زي الـ pi اللي هنشوفها في المحاورات
+
+111
+00:07:34,720 --> 00:07:37,920
+القادمة هيكون ما فيش أيضاً معنى أقول في divergence
+
+112
+00:07:37,920 --> 00:07:42,820
+أفضل في الـ gradient أفضل في الـ gradient أفضل في الـ
+
+113
+00:07:42,820 --> 00:07:48,220
+gradient الـ scalar هو دي vector كله كمان؟ كمان في
+
+114
+00:07:48,220 --> 00:07:52,560
+توزيعية distributed يعني diverge A زي B يعني لو
+
+115
+00:07:52,560 --> 00:07:56,580
+أنا أول جمعت الـ fields A مع B بعدين جبتهم الـ
+
+116
+00:07:56,580 --> 00:07:59,620
+divergence نفس الشيء لو جبت الـ divergence تبع الـ A
+
+117
+00:07:59,620 --> 00:08:03,740
+جمعته بالـ divergence تبع الـ B واضح؟ إذا أنا
+
+118
+00:08:03,740 --> 00:08:11,960
+بالنسبة لـ الـ divergence إذا
+
+119
+00:08:11,960 --> 00:08:16,700
+أنا عندي two vectors A و B أو two fields A و B وجمعت
+
+120
+00:08:16,700 --> 00:08:19,940
+هدول الـ two fields مع بعض أول وجبت الـ divergence
+
+121
+00:08:19,940 --> 00:08:23,900
+لازم بتاعه يساوي لو جبت أول الـ divergence تبع A و
+
+122
+00:08:23,900 --> 00:08:28,750
+بعدين divergence الآخر حاجة الـ divergence لـ scalar
+
+123
+00:08:28,750 --> 00:08:34,590
+مع vector هذا scalar وهذا vector هيصير high 
+
+124
+00:08:34,590 --> 00:08:38,770
+identity تقول إنه هتكون سوى V تطلع برة divergence
+
+125
+00:08:38,770 --> 00:08:44,710
+لأنها scalar diverse A زائد A dot grade V يعني الـ
+
+126
+00:08:44,710 --> 00:08:49,390
+dot grade V هيظلوا دائماً معين مع الـ vectors هي تشبه 
+
+127
+00:08:49,390 --> 00:08:52,390
+لي تفاضل الـ two quantities يعني الأول تتفاضل 
+
+128
+00:08:52,390 --> 00:08:56,430
+التاني زي التاني تتفاضل الأول بس هنا بمنع فيه الـ
+
+129
+00:08:56,430 --> 00:09:03,110
+dot و المنفعة يعني عندي الـ del V A V هو اللي بطلعها
+
+130
+00:09:03,110 --> 00:09:07,630
+هو الفاضل كأنه التاني اللي هو diverge الـ A يعني هي 
+
+131
+00:09:07,630 --> 00:09:13,150
+dA by dx زي dA by dy الـ term التاني أنا بطلع إن هو
+
+132
+00:09:13,150 --> 00:09:16,530
+الـ A لكن لما بقدرش فاش حاجة عندي اسمها اللي هي 
+
+133
+00:09:16,530 --> 00:09:21,910
+divergence دي، لكن عندي a dot gradient دي، مش
+
+134
+00:09:21,910 --> 00:09:24,370
+مطلوب من نسميتهم، بس هو احنا ممكن نسميهم هدول و
+
+135
+00:09:24,370 --> 00:09:27,730
+قاعدين بس، بس بدي أذكر .. يعني أنا بس بس أذكركم
+
+136
+00:09:27,730 --> 00:09:30,510
+فيه، يعني بطريقة أنا أذكرهم، إنّ divergence two
+
+137
+00:09:30,510 --> 00:09:33,610
+quantities واحد scalar واحد vector هيكون الـ scalar 
+
+138
+00:09:33,610 --> 00:09:37,550
+مضروب في divergence الـ vector زائد الـ vector
+
+139
+00:09:37,550 --> 00:09:39,910
+dotted مع gradient الـ scalar
+
+140
+00:09:43,320 --> 00:09:46,940
+فهي حاجة مهمة كتير احنا هنتعلمها وهي كتير اللي هيدور
+
+141
+00:09:46,940 --> 00:09:50,660
+في الـ electromagnetic وهنشوفها برضه لما ناخد عن
+
+142
+00:09:50,660 --> 00:09:53,700
+الـ fields اللي اسمها الـ divergence theorem الـ
+
+143
+00:09:53,700 --> 00:09:57,440
+divergence theorem بيتطبق لعلاقة بين surface field
+
+144
+00:09:57,440 --> 00:10:01,940
+integral مع volume integral الـ divergence theorem
+
+145
+00:10:01,940 --> 00:10:04,940
+أكيد هيكون فيها divergence من اسمها فالـ divergence 
+
+146
+00:10:04,940 --> 00:10:08,200
+ايش قلنا دلّ الـ vector لما أحكي عن الـ divergence 
+
+147
+00:10:08,200 --> 00:10:11,020
+theorem أكيد هيكون وأكيد هيكون دلّ الـ divergence
+
+148
+00:10:11,920 --> 00:10:15,460
+ماذا يعني بيبرقشوا؟ لو أنا اللي بعملها over closed
+
+149
+00:10:15,460 --> 00:10:19,880
+surface يعني عندي volume واعطيه حدود أو أحياء ده
+
+150
+00:10:19,880 --> 00:10:24,860
+هذا الـ volume حوالي الـ surface سياس هون الـ volume
+
+151
+00:10:24,860 --> 00:10:28,800
+هيكون with closed integral على الـ surface على
+
+152
+00:10:28,800 --> 00:10:32,740
+الشلب تبع الـ surface with closed integral يعني ايش
+
+153
+00:10:32,740 --> 00:10:38,360
+معناه؟ هيكون فاي هو من 0 لـ Y و ثيتا من 0 لـ Y
+
+154
+00:10:38,360 --> 00:10:45,000
+و R من 0 لـ infinity على كل الـ surface لما
+
+155
+00:10:45,000 --> 00:10:49,640
+أفضل أكمل closed surface integral لأي vector doted 
+
+156
+00:10:49,640 --> 00:10:52,820
+مع الـ surface واحنا اتفقنا أي surface أي surface
+
+157
+00:10:52,820 --> 00:10:58,920
+ايش إن الاتجاه تبعه هو الـ norm اللي عمودي على الـ
+
+158
+00:10:58,920 --> 00:11:02,400
+surface والطالع من الـ volume يعني هيكون هي اتجاه
+
+159
+00:11:02,400 --> 00:11:05,660
+مثلاً لو احنا قلنا هذه الاسفير هيكون اتجاه main 
+
+160
+00:11:05,660 --> 00:11:06,840
+earth هذا الـ norm
+
+161
+00:11:15,570 --> 00:11:23,070
+الحلقة التالية ستتخصص في DS إذا
+
+162
+00:11:23,070 --> 00:11:24,570
+نختار surface integral
+
+163
+00:11:28,680 --> 00:11:32,480
+إنها الـ vector a تبعنا ودي أصل هو الـ element تبع 
+
+164
+00:11:32,480 --> 00:11:34,580
+الـ surface واحنا أخدنا الـ element تبع الـ surface
+
+165
+00:11:34,580 --> 00:11:36,880
+في الـ Cartesian وفي الـ Cylinder Cylindrical
+
+166
+00:11:36,880 --> 00:11:40,820
+وعرفنا إن هو vector واتجاهه هو تمام عمودي على
+
+167
+00:11:40,820 --> 00:11:45,620
+اتجاه الـ surface هذا الـ clause integral يساوي تمام
+
+168
+00:11:45,620 --> 00:11:49,860
+integral over volume لـ diverge air
+
+169
+00:11:57,980 --> 00:12:01,580
+هذه هي الـ divergence يعني كتير نحتاجها احنا عشان
+
+170
+00:12:01,580 --> 00:12:05,840
+نوصل لبعض الحلول للتبسيط على الـ integrals واحنا
+
+171
+00:12:05,840 --> 00:12:08,440
+في الرياضيات كمان نستخدمها لما يكون أسهل عليا 
+
+172
+00:12:08,440 --> 00:12:12,240
+أكامل الـ volume أو الـ surface أنتقل من هذا لهذا الـ
+
+173
+00:12:12,240 --> 00:12:16,320
+surface ممكن فيها divergence اللي في الـ calculus 
+
+174
+00:12:16,320 --> 00:12:20,300
+يمكن تـ C أخذتوها vector انتوا وأنا أخذناها في الـ 
+
+175
+00:12:20,300 --> 00:12:22,840
+calculus نفس العظيم بس ما كناش بناخدها إنها fields
+
+176
+00:12:22,840 --> 00:12:27,200
+فأنا هدوسل شرد وسيلة إن إن أنت تساعدني على الحل
+
+177
+00:12:27,200 --> 00:12:30,620
+إن هو أسرع إن أحل على الـ surface ولا على الـ volume
+
+178
+00:12:30,620 --> 00:12:35,6
+
+201
+00:14:31,120 --> 00:14:35,640
+حفظها لنا هي بتكتبها على اللوح أو أنه عشان نتأكد
+
+202
+00:14:35,640 --> 00:14:43,000
+أن هي واحد على رو دي  by دي + 1 على رو دي فاي
+
+203
+00:14:43,000 --> 00:14:54,860
+فاي دي فاي ثيتا دي زي فاي دي سبعون تاسع رو،
+
+204
+00:14:54,860 --> 00:14:58,480
+إيش ال raw component لـ ال Q؟ طبعًا هنا خلينا بس
+
+205
+00:14:58,480 --> 00:15:03,380
+عشان نقول أنهم لـ Q حاطة، زبطيهم لـ Q رو Q فاي Q زي
+
+206
+00:15:05,090 --> 00:15:07,570
+عشان ما يكونش في هذا الطرف أنت Q و هذا الطرف
+
+207
+00:15:07,570 --> 00:15:13,370
+الثانية إذا
+
+208
+00:15:13,370 --> 00:15:18,270
+عندي اللي هي رو ساين الفاي هي ال رو component للـ Q
+
+209
+00:15:18,270 --> 00:15:25,530
+و الفاي component اللي هي رو تربيع زت و ال زت component 
+
+210
+00:15:25,530 --> 00:15:33,730
+اللي هي رو تربيع زت و فاي
+
+211
+00:15:33,730 --> 00:15:39,630
+زت وانا هتفضل رو تربيع ومنه هتكون اثنين رو ساين
+
+212
+00:15:39,630 --> 00:15:44,710
+باي وما فيش أي five هتطلع zero واخر term هيكون
+
+213
+00:15:44,710 --> 00:15:49,730
+cosine of five لنبسطها 
+
+214
+00:15:49,730 --> 00:15:53,030
+رو ساين باي لأ مفيش بس cancel الـ cancel يخليه
+
+215
+00:15:53,030 --> 00:15:55,430
+يُعطي answer ايه ايه ايه ايه ايه ايه ايه ايه ايه
+
+216
+00:15:55,430 --> 00:15:57,630
+ايه ايه ايه ايه ايه ايه ايه ايه
+
+217
+00:16:02,870 --> 00:16:06,250
+ببساطة هو بسبقى بجيب ال دل بـsymmetrical coordinate
+
+218
+00:16:06,250 --> 00:16:11,730
+وبأعوض على ال components بتاعة Q و بأفاضل و بأحسب على
+
+219
+00:16:11,730 --> 00:16:15,950
+N شكراً
+
+220
+00:16:15,950 --> 00:16:20,570
+يا رمضان
+
+221
+00:16:20,570 --> 00:16:26,710
+شوف كده
+
+222
+00:16:26,710 --> 00:16:31,070
+مثال هي أن جيب أربع ساعة مستحيلة ثانية صغيرة
+
+223
+00:16:45,280 --> 00:16:49,200
+مش طالب مني بده نجيب ال flux عندي أنا vector field
+
+224
+00:16:49,200 --> 00:16:55,040
+G of R اللي قيمته 10E to the minus 2Z زِد هات
+
+225
+00:16:55,040 --> 00:16:59,960
+زد هات و بدي مني أجيب ال flux G out of the entire
+
+226
+00:16:59,960 --> 00:17:04,420
+surface of a cylinder رو قيمتها واحد و Z بتروح من
+
+227
+00:17:04,420 --> 00:17:07,860
+Zero لواحد confirm the results using divergence
+
+228
+00:17:07,860 --> 00:17:10,740
+theorems يعني إيه؟ شو طالب مني أول طالب مني أول
+
+229
+00:17:10,740 --> 00:17:14,410
+أجيب ال total flux باستخدام ما هو ال closed
+
+230
+00:17:14,410 --> 00:17:19,310
+surface integral ال closed surface integral لـ g
+
+231
+00:17:19,310 --> 00:17:24,570
+dot ds فهي المطلوبة أول جزء من الإجابة الجزء اللي هو
+
+232
+00:17:24,570 --> 00:17:29,130
+ال flux و اتفقنا أن ال total flux تنبغي جزء من ال
+
+233
+00:17:29,130 --> 00:17:35,210
+flux بهذا الشكل بساوي ال closed integral ل g dot
+
+234
+00:17:35,210 --> 00:17:39,270
+ds أو خلينا نكتب بس ال flux
+
+235
+00:17:49,930 --> 00:17:54,590
+هي أول جزء، الجزء الثاني طالب مني أن أثبت أن جوايا
+
+236
+00:17:54,590 --> 00:17:59,030
+نفس الحاجة لو أنا أخدت Volume Integral لدالة الدرج
+
+237
+00:17:59,030 --> 00:18:05,160
+G، اللي هو ال divergence spherical عشان أول حاجة
+
+238
+00:18:05,160 --> 00:18:08,760
+بدي أحل بالاستعانة بتعريف ال flux اللي هو ال raw
+
+239
+00:18:08,760 --> 00:18:12,560
+surface integral د جيجو دي اسك وأثبت أن النتيجة
+
+240
+00:18:12,560 --> 00:18:16,780
+لا تختلف لو أخدت أنا ال integral على الوضع نبدأ
+
+241
+00:18:16,780 --> 00:18:21,060
+بالجزء الأول لكي نشوف الرسمة طبعًا هو جزء من ال
+
+242
+00:18:21,060 --> 00:18:23,780
+surface أو ال surface اللي عطينا إياه هو raw
+
+243
+00:18:23,780 --> 00:18:29,460
+بتساوي واحد وزد قيمتها من Zero لواحد وطالب منها
+
+244
+00:18:29,460 --> 00:18:34,220
+اللي هو ال total flux اللي هو إبسايدT Psi S Psi P
+
+245
+00:18:34,220 --> 00:18:42,780
+Psi Top Psi Bottom Psi S Psi
+
+246
+00:18:42,780 --> 00:18:52,860
+Psi
+
+247
+00:18:52,860 --> 00:18:57,440
+Psi Top Psi Bottom Psi S Psi Psi Psi Psi Psi
+
+248
+00:18:57,440 --> 00:18:57,480
+Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi
+
+249
+00:18:57,480 --> 00:18:57,560
+Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi
+
+250
+00:18:57,560 --> 00:18:57,600
+Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi
+
+251
+00:18:57,600 --> 00:18:57,620
+Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi
+
+252
+00:18:57,620 --> 00:19:00,000
+Psi Psi Psi Psi Psi Psi Psi P طبعًا ال Psi لكل
+
+253
+00:19:00,000 --> 00:19:02,900
+واحدة ليست closed integral هي Psi على ال surface
+
+254
+00:19:02,900 --> 00:19:05,820
+المعين تبعها المجموعة الموجودة بال closed integral
+
+255
+00:19:05,820 --> 00:19:13,180
+نبدأ بالواقع ال Top Psi Top احنا قلنا طول ال Z بيروح
+
+256
+00:19:13,180 --> 00:19:17,640
+من Zero لواحد رو بتساوي واحد هذا ال surface
+
+257
+00:19:17,640 --> 00:19:21,660
+الغطاء قشط بتغير قيمة Z كريم هو عبارة عن رو دي رو
+
+258
+00:19:21,660 --> 00:19:25,920
+دي فاي رو دي رو دي فاي Z ثابتة Z قيمتها واحد
+
+259
+00:19:27,540 --> 00:19:30,760
+واتجاهها ال surface ال normal عليها واللي ماله
+
+260
+00:19:30,760 --> 00:19:34,920
+outward ال Volume اتفقنا دائماً ال mod تبع ال
+
+261
+00:19:34,920 --> 00:19:42,980
+surface and the top هو يكون هذه الدائرة هيكون عمود
+
+262
+00:19:42,980 --> 00:19:45,700
+عليها وبره ال Volume ليه هتكون في هذه الحالة ال
+
+263
+00:19:45,700 --> 00:19:51,940
+plus زدها إذا دي ال aspect of هتكون اللي هو ال
+
+264
+00:19:51,940 --> 00:19:56,180
+element من هذه الدائرة اللي هو بيساوي
+
+265
+00:20:16,640 --> 00:20:23,220
+الكامل الجزء الأولاني اللي هو ال integral ل G dot
+
+266
+00:20:23,220 --> 00:20:27,840
+DSاللي هي على ال top surface رو اللي بتروح من وين
+
+267
+00:20:27,840 --> 00:20:30,880
+من Zero لواحد أقصى قيمة لرو إيه لنا واحد السلين
+
+268
+00:20:30,880 --> 00:20:36,080
+ده ال radius تبعها واحد و إيه الفاي هتروح من Zero ل
+
+269
+00:20:36,080 --> 00:20:38,920
+two pi عشان تطير الدائرة هاخد ال dot product
+
+270
+00:20:38,920 --> 00:20:43,500
+بالجي و ال DS و الاتجاهها في ال z hat إذا انعدمت
+
+271
+00:20:43,500 --> 00:20:46,100
+هيتبقى عندنا ال z hat component أنا عندي two
+
+272
+00:20:46,100 --> 00:20:49,740
+components واحد اتجاه ال رو هات واحد اتجاه ال DS
+
+273
+00:20:49,740 --> 00:20:55,130
+هات بس احنا عاملنا نوع ال dot product g dot dsفهذا
+
+274
+00:20:55,130 --> 00:20:58,910
+ال term هيكون Zero وهتوقع عندي إيه هو Z هذا هيدلع
+
+275
+00:20:58,910 --> 00:21:06,130
+عندي عشرة e to the minus اثنين z هي اللي هو dz ال
+
+276
+00:21:06,130 --> 00:21:11,290
+zهات تساوي مع ال z هات واحد رو زي رو بخاطر وطبعًا
+
+277
+00:21:11,290 --> 00:21:15,850
+عرضنا هو عن اللي هي ال z قيمتها واحد لإن عند هذا
+
+278
+00:21:15,850 --> 00:21:21,510
+ال surface ال surface z تساوي واحد
+
+279
+00:21:31,110 --> 00:21:34,950
+بعد ذلك التكامل عادي العشرة تطلع برا ال Integral
+
+280
+00:21:34,950 --> 00:21:38,830
+ال raw تكاملها رو تربيع وال H ثمانيه ثمانيه تطلع
+
+281
+00:21:38,830 --> 00:21:42,150
+برا ال Integral ال constants دول رو دي رو بتصير
+
+282
+00:21:42,150 --> 00:21:46,690
+رو تربيع على اثنين من Zero لواحد و دي five بتصير
+
+283
+00:21:46,690 --> 00:21:48,270
+five من Zero ل two pi
+
+284
+00:21:52,780 --> 00:21:59,060
+10E⁻² بروفر B على 2 من 0 و 1 و دي فايف تقيمة فايف
+
+285
+00:21:59,060 --> 00:22:06,180
+من 0 تقيمة فايف A هتساوي 10 ع 2 أو 10 ع 2 مضروبة 2
+
+286
+00:22:06,180 --> 00:22:14,280
+P هو 2 Pi على 8 فايف 1 نص و فايف تقيمة فايف 2 ع 2
+
+287
+00:22:14,280 --> 00:22:20,470
+هتقيم ع 10 بروفر B على 2 من 0 و 1ال Flux أو ال
+
+288
+00:22:20,470 --> 00:22:29,870
+Flux اللي طالع من ال top surface واضح
+
+289
+00:22:29,870 --> 00:22:35,570
+فيها إيه؟ السؤال اللي حددناه نجي لـ ال bottom
+
+290
+00:22:35,570 --> 00:22:43,270
+surface عند ال bottom surface عند
+
+291
+00:22:43,270 --> 00:22:47,370
+ال bottom surface عند هذه الدائرة
+
+292
+00:23:05,370 --> 00:23:10,090
+باتجاه أين بيكون normal اللي على ال surface وبره ال
+
+293
+00:23:10,090 --> 00:23:14,950
+volume طالع برة ال Volume
+
+294
+00:23:17,670 --> 00:23:24,250
+ن تاب بي تساوي ماينص تاب وأقل كمراه ده ناخد ال normal
+
+295
+00:23:24,250 --> 00:23:27,270
+على ال surface اللي عمودي عليه وبره ال Volume
+
+296
+00:23:27,270 --> 00:23:32,470
+فإذا عندي slender زي هذا القلم مثلًا وهي أنا عندي
+
+297
+00:23:33,900 --> 00:23:37,980
+العمودي عليه بأخده اللي جواه اتجاهه طالع برة حقيقة
+
+298
+00:23:37,980 --> 00:23:41,180
+محتوى السلندر بيكون طالع لبرا ال Volume مش داخل
+
+299
+00:23:41,180 --> 00:23:45,340
+فقلب ال Volume هذا ال top هيكون برا طالع ال norm
+
+300
+00:23:45,340 --> 00:23:48,660
+عمودي عليه وخارج ال Volume مش داخل ال Volume
+
+301
+00:23:48,660 --> 00:23:53,780
+تمام؟ إذا عندي ال bottom هيكون ماينص زدها و ال
+
+302
+00:23:53,780 --> 00:23:57,840
+integral بتاعه مش بهذا ال Integral لأنه هيكون دي
+
+303
+00:23:57,840 --> 00:24:03,700
+أسرع فرق بدل زدها ماينص زدها إذا بس هيظل عندي زدها
+
+304
+00:24:03,700 --> 00:24:08,320
+component بس الفرق إنه قدامه في minus فكوة
+
+305
+00:24:08,320 --> 00:24:11,880
+عامة هيكون في أي تغيرات هيكون نفس الجواب بس قدامه
+
+306
+00:24:11,880 --> 00:24:15,820
+minus يعني
+
+307
+00:24:15,820 --> 00:24:23,140
+هذا بالنسبة لل bottom z
+
+308
+00:24:23,140 --> 00:24:26,880
+قبلتها Zero فهنا بس فينا z هنا if I apply E to the
+
+309
+00:24:26,880 --> 00:24:31,760
+2z أنت قلت لي بقى هنا إن جي قولنا فيها a to the
+
+310
+00:24:31,760 --> 00:24:35,520
+minus 2z هنا بتفرق بس هذا ال term اللي هو a to the
+
+311
+00:24:35,520 --> 00:24:39,540
+minus 2 بيصير a to the zero لإن زت Zero فبيصير عشر
+
+312
+00:24:39,540 --> 00:24:44,180
+أبعاد و بالسالب في إشارة سالب بس ال Integral اللي
+
+313
+00:24:44,180 --> 00:24:47,320
+هو محتوى للقلب ال Integral مش هيخلق لكن هيخلق فيه
+
+314
+00:24:47,320 --> 00:24:51,300
+ال exponential و السالب إذا الناتج هو عشر أبعاد
+
+315
+00:24:51,300 --> 00:24:56,400
+إذا نصرنا عارفين قيمة ال flux على ال top surface و
+
+316
+00:24:56,400 --> 00:24:58,900
+ال flux على ال bottom surface بطل عليها ال flux
+
+317
+00:24:58,900 --> 00:25:04,020
+اللي على المحيط تبع السلندر المساحة الجانبية
+
+318
+00:25:04,020 --> 00:25:09,360
+لسلندر كأن ورا المساحة الجانبية لسلندر قلنا هذا
+
+319
+00:25:09,360 --> 00:25:12,020
+ال surface اللي هو زي هذا ال surface تبع القلم
+
+320
+00:25:12,020 --> 00:25:16,220
+إنهم إيش ماله هيكون برة ال Volume يعني هيكون اتجاه و
+
+321
+00:25:16,220 --> 00:25:20,160
+اتجاهه مي رو هات هذا الاتجاه هيكون اتجاه رو هات
+
+322
+00:25:23,320 --> 00:25:26,560
+هنا ال surface إيش اللي بيتغير؟ ال z بتتغير من Zero
+
+323
+00:25:26,560 --> 00:25:29,660
+لواحد من اللي ثابت رو رو ده يعني عنده قيمة واحد
+
+324
+00:25:29,660 --> 00:25:32,620
+على هذا ال surface على هذا ال surface المحيط
+
+325
+00:25:32,620 --> 00:25:38,500
+الخارجي ثابت ال رو واحد ما بتتغيرش وهيكون التغير ال z
+
+326
+00:25:38,500 --> 00:25:42,280
+من Zero لواحد وفي ال five بتروح من Zero ل two في
+
+327
+00:25:42,280 --> 00:25:48,840
+إذا دي أسفة الحالة هي عبارة عن دي z في اللي هو رو
+
+328
+00:25:48,840 --> 00:25:53,720
+دي five عند five هتروح أو اللي هيكون في عند ال element
+
+329
+00:25:53,720 --> 00:25:59,400
+بهذا الشكل dz وهذا القاص dz والقاص اللي هيكون رو
+
+330
+00:25:59,400 --> 00:26:03,060
+D five صحيح بتذكرينه هذا اللي حكى لو أخدت شقه من
+
+331
+00:26:03,060 --> 00:26:07,200
+هنا هيكون dz وهذا اللي هو إقفال الزاوية D five هيكون
+
+332
+00:26:07,200 --> 00:26:13,740
+رو D five رو قيمتها واحد و z بتتغير من Zero لواحد و
+
+333
+00:26:13,740 --> 00:26:19,900
+five من Zero ل two pi واتجاهه قلنا مين؟ رو هات فنرجع
+
+334
+00:26:19,900 --> 00:26:23,160
+لها ال G ونشوف أن هو ال term اللي بدي أضمه عندي
+
+335
+00:26:23,160 --> 00:26:25,460
+اتجاه ال رو هات هذا ال term اللي بيضم وهذا هيكون
+
+336
+00:26:25,460 --> 00:26:29,540
+Zero لازم يضم ال term الأولاني اللي هو عشرة رو
+
+337
+00:26:29,540 --> 00:26:30,740
+يتوازن مع ناس اثنين z
+
+338
+00:26:34,850 --> 00:26:38,470
+عند رو تساوي واحد و دي اس اللي هي رو دي زد دي فاي
+
+339
+00:26:38,470 --> 00:26:43,290
+فرو هات فهاخد التكامل يقولنا هتظل ال term الأولاني
+
+340
+00:26:43,290 --> 00:26:45,930
+اللي هو عشرة رو eight ومانص من زد وفيهم دي رو
+
+341
+00:26:45,930 --> 00:26:49,930
+فبتصير رو تربيع من ال DS فدي زد دي فاي و ال z
+
+342
+00:26:49,930 --> 00:26:54,790
+بتروح من Zero لواحد و five من Zero ل two five إذا
+
+343
+00:26:54,790 --> 00:26:58,430
+عند مين ال constant اللي هو ال raw into واحد بأعوض
+
+344
+00:26:58,430 --> 00:26:59,150
+عنه واحد
+
+345
+00:27:01,780 --> 00:27:04,680
+هيخرج العشرة برة ال Integral بيصير أن ال Integral ال
+
+346
+00:27:04,680 --> 00:27:09,580
+E زو ماينص اثنين زد Zero لواحد و دي five من Zero
+
+347
+00:27:09,580 --> 00:27:12,840
+to Pi five أكملها حتين اثنين Pi وال E زو ماينص
+
+348
+00:27:12,840 --> 00:27:15,440
+اثنين زد مش هتكون E زو ماينص اثنين زد على ماينص
+
+349
+00:27:15,440 --> 00:27:19,400
+اثنين Zero لواحد تابعين اللي هنتقلها إن احنا
+
+350
+00:27:19,400 --> 00:27:24,820
+بنشرح هذا ال rotor B هيطلع
+
+351
+00:27:24,820 --> 00:27:30,050
+عند العشرة ويقلع الفوضى على برا ويتكامل على Z من 0
+
+352
+00:27:30,050 --> 00:27:37,110
+ل 1 E to the minus 2Z EZ ويتكامل من 0 ل 2π E5 هي
+
+353
+00:27:37,110 --> 00:27:41,410
+تقيمتها 2π فهي تكاملها ل E to the minus 2Z على minus
+
+354
+00:27:41,410 --> 00:27:46,590
+2 وفدي أكملها .. ففدي يأخذ التقيم من 1 ل 0 عند ال 1
+
+355
+00:27:46,590 --> 00:27:51,590
+إيش هتعطيني؟ E to the minus 2 وعند ال 0 هتعطيني 1
+
+356
+00:27:51,590 --> 00:27:59,510
+يعني هتكون 10 E to the πفى E طبعًا على ماينص اثنين
+
+357
+00:27:59,510 --> 00:28:05,310
+E دوز ماينص اثنين ماينص واحد هتزيد واحد هتحيطني E
+
+358
+00:28:05,310 --> 00:28:09,130
+دوز ماينص اثنين وعندي ال Zero قيمتها واحد اثنين مع
+
+359
+00:28:09,130 --> 00:28:16,230
+اثنين هتصير عشرة by فى E دوز ماينص اثنين ناقص
+
+360
+00:28:24,930 --> 00:28:29,010
+إذا احنا جبنا ال surface اللي على ال top كما قلت
+
+361
+00:28:29,010 --> 00:28:35,350
+هو إشارة أصلاً عشرة into minus 2pi و ال surface و
+
+362
+00:28:35,350 --> 00:28:41,150
+ال flux على ال photon هو minus 10pi و ال flux على
+
+363
+00:28:41,150 --> 00:28:49,070
+سوا ال surface هو minus 10pi into minus 2 minus 1
+
+364
+00:28:49,070 --> 00:28:52,930
+لو أنا جبتهم كلهم جمعتهم مع بعض عشان أجيب ال total
+
+365
+00:28:52,930 --> 00:28:59,230
+ال fluxماذا نفعل به؟ ال total of blocks يمكن أن
+
+366
+00:28:59,230 --> 00:29:03,010
+يكون plus 10x أو minus 2pi أو minus 10pi أو minus
+
+367
+00:29:03,010 --> 00:29:07,150
+2 بيروحوا مع بعض عند minus 10pi أو plus 10pi يكون
+
+368
+00:29:07,150 --> 00:29:10,210
+ال total of blocks بيساوي 0
+
+369
+00:29:15,140 --> 00:29:19,180
+مفروض أن إذا استخدمت ال divergence سورين احنا قلنا
+
+370
+00:29:19,180 --> 00:29:23,280
+ال clause service integra ل G.DS لازم يساوي ال
+
+371
+00:29:23,280 --> 00:29:27,020
+volume integra ال divergence GDV فلو استخدمت ال
+
+372
+00:29:27,020 --> 00:29:30,500
+divergence سورين المفروض يعطي نفس الجواب نشوف إيش
+
+373
+00:29:30,500 --> 00:29:33,740
+هو ال divergence احنا عندنا ال vector بيسمى ذلك ال
+
+374
+00:29:33,740 --> 00:29:34,100
+coordinate
+
+375
+00:29:36,850 --> 00:29:40,270
+ال vector كانت cylindrical coordinates فبعمل ال دل
+
+376
+00:29:40
+
+401
+00:32:26,280 --> 00:32:29,940
+يعني أكثر منها أو أحلى أصلاً كونستان أنا مش مستغلة
+
+402
+00:32:29,940 --> 00:32:35,450
+يعني واحد على روههي عشرة أكثر من أكثر من أكثر من
+
+403
+00:32:35,450 --> 00:32:36,310
+أكثر من أكثر من أكثر من أكثر من أكثر من أكثر من
+
+404
+00:32:36,310 --> 00:32:40,730
+أكثر من أكثر من أكثر من أكثر من أكثر من أكثر من
+
+405
+00:32:40,730 --> 00:32:46,830
+أكثر من أكثر من أكثر من أكثر من أكثر من أكثر من
+
+406
+00:32:46,830 --> 00:32:46,850
+أكثر من أكثر من أكثر من أكثر من أكثر من أكثر من
+
+407
+00:32:46,850 --> 00:32:47,590
+أكثر من أكثر من أكثر من أكثر من أكثر من أكثر من
+
+408
+00:32:47,590 --> 00:32:49,930
+أكثر من أكثر من أكثر من أكثر من أكثر
+
+409
+00:32:54,320 --> 00:32:57,840
+الخطوة واحدة يعني أن الواحد يلاقي أنه أسهل بكثير
+
+410
+00:32:57,840 --> 00:33:00,440
+في ال divergence من اللي هي ال volume integral من
+
+411
+00:33:00,440 --> 00:33:02,900
+ال surface لأن ال surface بتأخذ اللي فوق واللي
+
+412
+00:33:02,900 --> 00:33:06,760
+تحت واللي حواليها لما أخذت ال divergence وبس عملت
+
+413
+00:33:06,760 --> 00:33:10,340
+عملت ال divergence وحتى لسه قبل ما أعمل ال volume
+
+414
+00:33:10,340 --> 00:33:12,740
+integral وحصل اللي ال divergence هو اللي زي
+
+415
+00:33:17,210 --> 00:33:20,550
+أنتوا متذكرين إيش حكينا؟ احنا قلنا ال divergence
+
+416
+00:33:20,550 --> 00:33:23,610
+يا داخل يا طالع إذا طلعنا احنا على ال field اللي
+
+417
+00:33:23,610 --> 00:33:28,710
+قدامنا فيه عمودي اللي هو field طالع من ال raw اتجاه
+
+418
+00:33:28,710 --> 00:33:32,270
+ال raw وواحد اتجاه ال z الشكل تبعه هذا هو هاي ال
+
+419
+00:33:32,270 --> 00:33:35,650
+components تبعه واحدة اتجاه ال raw واحدة اتجاه ال
+
+420
+00:33:35,650 --> 00:33:39,330
+z احنا قلنا ال divergence إيش ماله يا داخل على نقطة
+
+421
+00:33:39,330 --> 00:33:43,550
+يا طالع من النقطة فهنا أكيد ال divergence zero
+
+422
+00:33:48,420 --> 00:33:51,440
+إذن احنا أثبتنا أنه سواء باستخدام ال volume
+
+423
+00:33:51,440 --> 00:33:53,940
+integral اللي هو ال integral of volume divergence
+
+424
+00:33:53,940 --> 00:33:57,700
+EDV أو ال surface integral closed closed معناها بدي
+
+425
+00:33:57,700 --> 00:34:00,200
+أغطي كل ال surface يعني أطلع لو أنا سفيرة على كل
+
+426
+00:34:00,200 --> 00:34:04,880
+الأجزاء على السفير سلندر وحتى لو مكعب بدي أطلع على
+
+427
+00:34:04,880 --> 00:34:06,880
+كل ال surface عشان هاي ال closed surface
+
+428
+00:34:11,270 --> 00:34:14,470
+الثانية اللي هي Stokes theorem برضه من أهم النظريات
+
+429
+00:34:14,470 --> 00:34:18,210
+اللي هستخدمها هي ال electromagnetic وStokes theorem
+
+430
+00:34:18,210 --> 00:34:22,570
+بتقول إيه؟ أولًا خليني أحكي عن ال curl وبعدين برجع ل
+
+431
+00:34:22,570 --> 00:34:26,730
+Stokes theorem نجعل ال curl إيش معناه ال curl برضه 
+
+432
+00:34:26,730 --> 00:34:31,210
+ال curl هو vector vector constant
+
+433
+00:34:33,920 --> 00:34:37,740
+هو هو curl بس هو del across a بس ما حدش بيقول del
+
+434
+00:34:37,740 --> 00:34:41,120
+across a مش بيقول بروح ال curl a ال curl a معناه 
+
+435
+00:34:41,120 --> 00:34:43,380
+أنه ال del across معاك تتقبل
+
+436
+00:34:46,370 --> 00:34:49,770
+هو is an axial or rotational يعني بيعبر لي عن حاجة 
+
+437
+00:34:49,770 --> 00:34:52,510
+rotation يعني احنا ال divergence قلنا يا حاجة 
+
+438
+00:34:52,510 --> 00:34:55,990
+بتدخل يا بتطلع sinking or outward يعني زي قلنا لو
+
+439
+00:34:55,990 --> 00:34:59,210
+في عندي charge هذا بيمثل لي مصدر يعني ده ال
+
+440
+00:34:59,210 --> 00:35:02,730
+divergence إنك تكون عندي مصدر مصدر زي ال charge
+
+441
+00:35:02,730 --> 00:35:06,470
+إيش بتسوي لك electric field طالع لو كانت موجبة أو
+
+442
+00:35:06,470 --> 00:35:11,410
+داخل لو كانت سالبة تمام هذا مين ال divergence ال
+
+443
+00:35:11,410 --> 00:35:15,370
+curl بيمثل لي rotation يعني حاجة بتلف حوالين حاجة
+
+444
+00:35:16,020 --> 00:35:21,080
+مش محتاجة ال source، ماشي bluff، rotation whose
+
+445
+00:35:21,080 --> 00:35:24,600
+magnitude is the maximum circulation of every unit
+
+446
+00:35:24,600 --> 00:35:28,300
+area as the area tends to zero and whose direction
+
+447
+00:35:28,300 --> 00:35:33,140
+is the normal direction of the area when the area
+
+448
+00:35:33,140 --> 00:35:36,280
+is oriented so as to make the circulation maximum
+
+449
+00:35:36,730 --> 00:35:40,730
+يعني اتجاهه اتجاه اللي هو ال maximum direction ل
+
+450
+00:35:40,730 --> 00:35:45,290
+اللي هو ال area ببساطة هذا هو التعبير الرياضي لل
+
+451
+00:35:45,290 --> 00:35:48,710
+curl اللي هو line integral ل a dot dl اللي هو
+
+452
+00:35:48,710 --> 00:35:50,710
+اللي حكيته هنا ال circulation اللي هو ال
+
+453
+00:35:50,710 --> 00:35:53,950
+integration على اللي هو ال surface per unit area
+
+454
+00:35:53,950 --> 00:35:57,890
+as ال area بتروح ل zero واتجاهه اللي هو ال maximum
+
+455
+00:35:57,890 --> 00:36:02,010
+اتجاه اللي بيعطينا ال maximum circulation فذا ال
+
+456
+00:36:02,010 --> 00:36:04,930
+curl A هو ببساطة ال del cross A
+
+457
+00:36:07,610 --> 00:36:09,690
+ال curl في ال Cartesian coordinate أو في ال
+
+458
+00:36:09,690 --> 00:36:11,770
+cylindrical أو في ال spherical هو determinant
+
+459
+00:36:11,770 --> 00:36:17,370
+يعني ممكن أنا أحله manually أقول curl الدم مثلا 
+
+460
+00:36:17,370 --> 00:36:22,810
+في ال Cartesian الدم بسوء dy dx وهذا الحق كل
+
+461
+00:36:22,810 --> 00:36:30,490
+ال curl ذئب ال dy درجة ويها ذئب ال dy بزدها وال curl
+
+462
+00:36:30,490 --> 00:36:39,190
+تبعين بسوء Ax أسها ذئب Ay بيهازائد Az زرها احنا
+
+463
+00:36:39,190 --> 00:36:45,370
+أخدنا اللي هو a cross b صح أخدنا ال a cross b
+
+464
+00:36:45,370 --> 00:36:48,350
+وقلنا برضه التامة بس كله ده مقدر أقصى بحلو فيه
+
+465
+00:36:48,350 --> 00:36:52,270
+الحال يعني أول أخد cross مع cross هذا zero هذا مع
+
+466
+00:36:52,270 --> 00:36:56,290
+هذا minus component هذا مع هذا minus y هذا مع هذا
+
+467
+00:36:56,290 --> 00:37:04,600
+بيعطينا y x minus zY X Y Zero و Y X Xها وهكذا لكن
+
+468
+00:37:04,600 --> 00:37:09,360
+هذه ممكن أضيع فيها إشارات وأضيع فيها دمية فكله
+
+469
+00:37:09,360 --> 00:37:13,380
+اختصارًا هنا ال curl إنه بعمل ال determinant الصفر
+
+470
+00:37:13,380 --> 00:37:18,400
+الأول اللي هو unit vectors Xها و Yها وال vector
+
+471
+00:37:18,400 --> 00:37:21,760
+الأولاني يكون الصفر الأول الثاني وال unit vector
+
+472
+00:37:21,760 --> 00:37:26,560
+الثاني الثاني يكون Y صفر الثاني فأنا بس أفرغ ال A
+
+473
+00:37:26,560 --> 00:37:35,910
+X B صار  del cross A الصف الثاني ل del
+
+474
+00:37:35,910 --> 00:37:40,430
+والصف الثالث ل del Cartesian
+
+475
+00:37:40,430 --> 00:37:57,650
+XYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYY
+
+476
+00:37:58,170 --> 00:38:02,510
+D by D rho, D by D pi, D by D z, A rho, rho, A pi,
+
+477
+00:38:02,610 --> 00:38:09,310
+A z وفي ال cylindrical coordinate, curl ال A هيكون
+
+478
+00:38:09,310 --> 00:38:13,070
+واحدة على آرتر بيها sin θ ال determinant لارها
+
+479
+00:38:13,070 --> 00:38:15,210
+آرتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+480
+00:38:15,210 --> 00:38:16,190
+الارتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+481
+00:38:16,190 --> 00:38:17,110
+الارتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+482
+00:38:17,110 --> 00:38:18,650
+الارتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+483
+00:38:18,650 --> 00:38:19,150
+الارتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+484
+00:38:19,150 --> 00:38:22,210
+الارتر بيها الارتر بيها الارتر بيها الارتر
+
+485
+00:38:22,310 --> 00:38:25,670
+الكمبونات الثانية R في A ثتا R مضروبة في الكمبونات
+
+486
+00:38:25,670 --> 00:38:30,590
+في A ثتا R ثانية ثتا مضروبة في A فعلا ثانية ثانية
+
+487
+00:38:30,590 --> 00:38:33,510
+ثانية ثانية ثانية ثانية ثانية ثانية ثانية ثانية
+
+488
+00:38:33,510 --> 00:38:33,970
+ثانية ثانية ثانية ثانية ثانية ثانية ثانية ثانية
+
+489
+00:38:33,970 --> 00:38:37,670
+ثانية ثانية ثانية ثانية ثانية ثانية ثانية ثانية
+
+490
+00:38:37,670 --> 00:38:37,870
+ثانية ثانية ثانية ثانية ثانية ثانية ثانية ثانية
+
+491
+00:38:37,870 --> 00:38:38,390
+ثانية ثانية ثانية ثانية ثانية ثانية ثانية ثانية
+
+492
+00:38:38,390 --> 00:38:38,410
+ثانية ثانية ثانية ثانية ثانية ثانية ثانية ثانية
+
+493
+00:38:38,410 --> 00:38:48,110
+ثانية ثانية ثانية ثانية ثانية ثانية ثانية ثانية
+
+494
+00:38:48,110 --> 00:38:50,130
+تان
+
+495
+00:38:51,680 --> 00:38:56,380
+cross product دائمًا بيعطيني vector quantity curl
+
+496
+00:38:56,380 --> 00:38:59,640
+scalar زي divergence ل scalar يعني ما أقدر أقول curl 
+
+497
+00:38:59,640 --> 00:39:05,880
+scalar عن scalar لأ دي مالهاش أي معنى ال cross
+
+498
+00:39:05,880 --> 00:39:09,820
+product بين two vectors فإذا بقول a cross scalar
+
+499
+00:39:09,820 --> 00:39:12,980
+مالهاش معنى برضه del a cross scalar مالهاش معنى
+
+500
+00:39:15,730 --> 00:39:19,490
+curl A زي B يعني لو أنا جمعت ال two fields ال
+
+501
+00:39:19,490 --> 00:39:22,810
+field الأول مع الثاني وجبت لهم ال curl نفس الشيء
+
+502
+00:39:22,810 --> 00:39:26,010
+لو جبت ال curl الأول وال curl الثاني وجمعتهم مع 
+
+503
+00:39:26,010 --> 00:39:31,670
+بعض curl A cross B ليس بسيطًا لأنه يوجد هناك
+
+504
+00:39:31,670 --> 00:39:35,290
+differentiation ال del هي دي فقط تفاضل بيعبر عنها
+
+505
+00:39:35,290 --> 00:39:37,830
+بال identity high و high مهمة كثير في ال
+
+506
+00:39:37,830 --> 00:39:42,630
+electromagnetic high curl A cross B هي عبارة عن
+
+507
+00:39:54,670 --> 00:39:57,330
+ال del بتأثر أولًا على ال B وبعدين ناخده ضد ال
+
+508
+00:39:57,330 --> 00:40:01,470
+product واضح؟ يعني هاي تفاضل ال del تفاضل بيها في
+
+509
+00:40:01,470 --> 00:40:05,270
+A cross del across ال A cross B تعبر عنها في هاي
+
+510
+00:40:05,270 --> 00:40:11,560
+الآية scalar مع vector بتعمل لأن مثلًا احنا بتشبه
+
+511
+00:40:11,560 --> 00:40:17,120
+ده تفاضل two terms بس هنا Divergence كنا بس محددين
+
+512
+00:40:17,120 --> 00:40:23,360
+هنا بس scalar يعني عندي v k لل a زائد gradient ال v
+
+513
+00:40:23,360 --> 00:40:27,800
+cross a يعني del هيعمل application على ال scalar
+
+514
+00:40:27,800 --> 00:40:31,000
+وعلى ال vector يعني هيفضل ال scalar وال vector بس
+
+515
+00:40:31,000 --> 00:40:34,020
+لما ييجي على ال vector هيكون cross product وعلى ال
+
+516
+00:40:34,020 --> 00:40:36,340
+scalar هيكون ال gradient تبع ال scalar
+
+517
+00:40:39,450 --> 00:40:43,310
+ال divergence of a curl هيكون دائمًا zero ال
+
+518
+00:40:43,310 --> 00:40:46,230
+divergence of a curl of a vector فانش يعني ال
+
+519
+00:40:46,230 --> 00:40:49,750
+divergence of curl A بتساوي zero ال divergence
+
+520
+00:40:49,750 --> 00:40:56,650
+ل curl A بتساوي zero كمان ال cross أو ال curl ل del أو
+
+521
+00:40:56,650 --> 00:40:59,970
+لل gradient بتساوي zero هدول ال properties مهمين كثير
+
+522
+00:40:59,970 --> 00:41:03,050
+برضه اللي هي ال vector identities أو خصائص ال vector identities
+
+523
+00:41:03,050 --> 00:41:07,230
+لما تبقوا علينا أي divergence لل curl
+
+524
+00:41:25,110 --> 00:41:29,470
+بس احنا عاملين كامل إيه؟ إيش ما بيمثلن؟ Circulation
+
+525
+00:41:29,470 --> 00:41:34,710
+ما بيمثلن divergence curl ال A بس دي circulation
+
+526
+00:41:34,710 --> 00:41:37,350
+بحيث ال divergence عشان ما يكونش بساوي صفر لازم
+
+527
+00:41:37,350 --> 00:41:40,370
+يكون عند source يا طالع يا داخل ف divergence
+
+528
+00:41:40,370 --> 00:41:43,950
+ال curl أكيد zero نفس الشيء لل gradient ما بيمثلنيش 
+
+529
+00:41:43,950 --> 00:41:47,130
+حاجة سواء طالع أو داخل لو تقصدي شيء ناتج أنه في
+
+530
+00:41:47,130 --> 00:41:53,950
+source داخل أو طالع ف curl ال gradient بساوي zero لو
+
+531
+00:41:53,950 --> 00:41:56,510
+طلعتها أكثر في علم أكثر من هيك موجودين في ال
+
+532
+00:41:56,510 --> 00:42:00,330
+appendix A في الكتاب عن خصائص أن هو ال curl
+
+533
+00:42:05,360 --> 00:42:08,860
+هذا هو شكل ال curling هي اللي أنا بحكيها أنه ال
+
+534
+00:42:08,860 --> 00:42:12,720
+curling حاجة بتلف يعني بمثل ال curl دوران
+
+535
+00:42:12,720 --> 00:42:17,460
+circulation هذا المثال اللي في a بيعمل لي أن ال
+
+536
+00:42:17,460 --> 00:42:21,500
+curl ال vector هيكون لا يساوي zero بينما في المثال
+
+537
+00:42:21,500 --> 00:42:25,660
+هذا ال curl بيساوي zero يعني لو أنا قلت لك أن ال
+
+538
+00:42:25,660 --> 00:42:31,240
+field تبع a بيساوي خمسة z hat خمسة z ولا خمسة rho
+
+539
+00:42:31,240 --> 00:42:33,380
+z hat اتجاه واتجاه z hat
+
+540
+00:42:36,110 --> 00:42:39,390
+لأ أنا مش شايفه أنه circulation لكن لو قلت أنه
+
+541
+00:42:39,390 --> 00:42:44,430
+اتجاهه مثلًا ال raw hat الفاي hat الفاي hat اتجاه
+
+542
+00:42:44,430 --> 00:42:50,390
+ال circulation فبيكون ال curl هاي
+
+543
+00:42:50,390 --> 00:42:52,390
+Stokes theorem، Stokes theorem برضه زي ال divergence
+
+544
+00:42:52,390 --> 00:42:56,530
+theorem من اللي هم نظريات مهمة جدًا في الدراسة
+
+545
+00:42:56,530 --> 00:43:01,100
+النظرية وStokes theorem مش كله ال closed line
+
+546
+00:43:01,100 --> 00:43:04,120
+integral هد أخذناها شهدتها ال circulation
+
+547
+00:43:04,120 --> 00:43:07,240
+بتذكري؟ ال circulation قلنا ال closed path
+
+548
+00:43:07,240 --> 00:43:10,020
+integral ل A و DL وحلينا أمثلة عليه في الحضرة الماضية
+
+549
+00:43:10,020 --> 00:43:13,100
+سميناها ال circulation ال circulation قلنا ال
+
+550
+00:43:13,100 --> 00:43:18,260
+closed line integral ل A و DL هد ال circulation
+
+551
+00:43:18,260 --> 00:43:24,480
+بنسرّني أو بقتلها بساوي ال surface integral ل curl
+
+552
+00:43:24,480 --> 00:43:29,200
+لل A و DL إذا ال circulation اللي هو ال closed path
+
+553
+00:43:30,460 --> 00:43:35,720
+لل vector.dl بساوي ال surface integral ل curl A
+
+554
+00:43:35,720 --> 00:43:42,680
+dot DS المثال اللي قدامنا احنا فيه باص اسمه
+
+555
+00:43:42,680 --> 00:43:46,160
+L محيط في ال surface الأزرق هو ال surface يعني مثل
+
+556
+00:43:46,160 --> 00:43:52,900
+الطاولة وهي محيط الطاولة لو أنا أخذت ال line
+
+557
+00:43:52,900 --> 00:43:58,480
+integral لل vector A حول ال line لازم يساوي ال
+
+558
+00:43:58,480 --> 00:44:02,140
+surface integral لمن؟ ل cross product تبع ال
+
+559
+00:44:02,140 --> 00:44:06,780
+vector plotted مع ال DS طبعًا
+
+560
+00:44:06,780 --> 00:44:10,860
+لو احنا قسمنا هذه ال circulation يعني قسمنا ال
+
+561
+00:44:10,860 --> 00:44:13,140
+surface لأجزاء صغيرة كثير كثير وأخدت ال
+
+562
+00:44:13,140 --> 00:44:16,580
+circulation مثلًا لهذا ال surface وبعدين أخذت ال
+
+563
+00:44:16,580 --> 00:44:19,360
+circulation لهذا ال surface إيش بلاحظ؟ بلاحظ عند
+
+564
+00:44:19,360 --> 00:44:23,060
+ال boundaries دائمًا في حاجة بتعاكس البعض مثلًا هذا
+
+565
+00:44:23,060 --> 00:44:24,460
+اللي قسمت ال surfaces
+
+566
+00:44:30,640 --> 00:44:36,580
+أجرى هذا ال surface هاي ال circulation دلوقت
+
+567
+00:44:36,580 --> 00:44:41,500
+الدورة الثانية هيت cancel معاها يعني جوا ال
+
+568
+00:44:41,500 --> 00:44:45,400
+circulation عشان نفسر ليش أنه ال surface integral
+
+569
+00:44:45,400 --> 00:44:50,240
+بالأخر بيستور الله integral احنا قلنا ال curl هو ال
+
+570
+00:44:50,240 --> 00:44:53,020
+circulation ولو أنا قسمت ال surface لمجموعة
+
+571
+00:44:53,020 --> 00:44:56,740
+surfaces بأحط هاي كمان هنا مثلًا هاي ال surface هذا
+
+572
+00:44:56,740 --> 00:45:02,670
+هاي ال circulation فهذا برضه سيظهر من هذا فبالنهاية
+
+573
+00:45:02,670 --> 00:45:06,430
+هلاحظ أن هو جزء ال curl بالتمام بيساوي ال line
+
+574
+00:45:06,430 --> 00:45:12,470
+integral curl A ضد S أو أنا عملته على أجزاء ملاحظ
+
+575
+00:45:12,470 --> 00:45:16,210
+أن ال boundaries كله جواها بتتقانصل بعض كله
+
+576
+00:45:16,210 --> 00:45:20,190
+هيتقانصل هذا بس هيدوم عندي البرامج فهذا بتدرّبنا
+
+577
+00:45:20,190 --> 00:45:25,010
+ليش أن ال surface integral ل curl A ضد S بيساوي
+
+578
+00:45:25,010 --> 00:45:27,570
+بالتمام ال circulation اللي هو ال line integral
+
+579
+00:45:31,740 --> 00:45:37,620
+هذه تمثيل ل Stokes Theorem ل ال vector.dl أنا
+
+580
+00:45:37,620 --> 00:45:41,920
+في اللقاء القادم هنشوف
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/XWXuB9Lj7KU_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/XWXuB9Lj7KU_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..e6d2b5b578d88adda77ee8225cd0c323d5e54877
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/XWXuB9Lj7KU_postprocess.srt
@@ -0,0 +1,2348 @@
+1
+00:00:20,270 --> 00:00:23,110
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,110 --> 00:00:25,950
+وبركاته احنا اليوم ان شاء الله هنكمل في ال vector
+
+3
+00:00:25,950 --> 00:00:28,790
+calculus و هناخد اللي هو divergence في الحدث
+
+4
+00:00:28,790 --> 00:00:32,030
+الماضي احنا شفنا ال gradient انه بإيس ال magnitude
+
+5
+00:00:32,030 --> 00:00:37,770
+والاتجاه ل ال maximum change لأي scalar field ال
+
+6
+00:00:37,770 --> 00:00:42,600
+divergence بكونش اللي مع vectorDiverge a vector
+
+7
+00:00:42,600 --> 00:00:47,560
+يعني دل دُت a vector field يعني في هذه الحالة أن
+
+8
+00:00:47,560 --> 00:00:52,180
+ال a بتمثل vector field اذا ان dive a هو عبارة عن
+
+9
+00:00:52,180 --> 00:00:58,610
+دل a او diverge a يعني الدلة اللي هي ال operator.a
+
+10
+00:00:58,610 --> 00:01:02,790
+is a divergence of a at a given point is a outward
+
+11
+00:01:02,790 --> 00:01:06,670
+flux per unit volume as volume shrinks above b
+
+12
+00:01:06,670 --> 00:01:10,850
+يعني بتمثل اللي ال divergence a هو ال output flux
+
+13
+00:01:10,850 --> 00:01:16,070
+يعني لو كان عندي field اما لو باخد surface عداش
+
+14
+00:01:16,070 --> 00:01:20,590
+بطلع عندي flux عداش بطلع عندي field هو بنسميه flux
+
+15
+00:01:20,590 --> 00:01:25,250
+عداش بطلع من هذا ال field per unit volume في أثناء
+
+16
+00:01:25,250 --> 00:01:30,770
+ان هذا ال volume بروح ل0حيث ان دلتا V هو ال volume
+
+17
+00:01:30,770 --> 00:01:33,650
+اللى بيسكروه اسف لان ال surface بيكون محيط ال
+
+18
+00:01:33,650 --> 00:01:38,950
+volume فإذا عندي volume عمال عندى فيه field بيمر ف
+
+19
+00:01:38,950 --> 00:01:42,870
+ال diverse هذا ال field بتمثل لقداش من هذا ال
+
+20
+00:01:42,870 --> 00:01:49,410
+field بيطلع من خلال هذا ال volume احنا
+
+21
+00:01:49,410 --> 00:01:51,530
+لو طلعنا طبعا ال diverse في حاجة مهمة في ال
+
+22
+00:01:51,530 --> 00:01:54,510
+diverse ال diverse دائما بيقوللي ان فيه source ال
+
+23
+00:01:54,510 --> 00:01:57,710
+diverse بقوللي دائما ان فيه source ايش معناه؟إنه
+
+24
+00:01:57,710 --> 00:02:01,530
+بده يكون عندى حاجة يا بطلع منها ال field يا بدخل
+
+25
+00:02:01,530 --> 00:02:05,030
+منها ال field عشان يصير اصلا عندى field يخترق ال
+
+26
+00:02:05,030 --> 00:02:08,810
+surface لازم يكون عندى source لهذا ال field فال
+
+27
+00:02:08,810 --> 00:02:12,810
+diverge دايما تعني ليه انه في مكان بطلع منه ال
+
+28
+00:02:12,810 --> 00:02:18,730
+field يعني مثلا هذا النقطة بتمثل زى source و عمال
+
+29
+00:02:18,730 --> 00:02:21,510
+بطلع منها ال field يعني انت تتذكروا ال charge بصي
+
+30
+00:02:21,510 --> 00:02:24,270
+في ال charge مش بصي في ال charge بطلع منها ال
+
+31
+00:02:24,270 --> 00:02:29,150
+field ال electric fieldهذا ما نسميه ان عماله ال
+
+32
+00:02:29,150 --> 00:02:34,650
+field بيطلع من ال point هنا ما نلاقي ان ال field
+
+33
+00:02:34,650 --> 00:02:38,670
+عماله بدخل ل ال point فهنا ما نسميه sink يعني هنا
+
+34
+00:02:38,670 --> 00:02:42,290
+بدخل و هنا ماله diverge يعني انه بيطلع من النقطة
+
+35
+00:02:42,290 --> 00:02:46,490
+او هنا ممكن يدخل على النقطة اذا هذا ما نسميه
+
+36
+00:02:46,490 --> 00:02:49,330
+positive divergence وهذا ما نسميه negative
+
+37
+00:02:49,330 --> 00:02:53,530
+divergence بينما هنا مايوجد source يدخل من ال
+
+38
+00:02:53,530 --> 00:02:57,260
+fieldفهذه zero كلمة مرة divergence معناه ان في
+
+39
+00:02:57,260 --> 00:03:01,780
+عندى source بالتمام زى انتوا تخيلوا المغصلة وفي
+
+40
+00:03:01,780 --> 00:03:03,920
+عندى اللى هي البلوة تحت المياشي بس اللى المياه
+
+41
+00:03:03,920 --> 00:03:07,360
+بتنزل يعني في عندى divergence بسمعه negative
+
+42
+00:03:07,360 --> 00:03:10,840
+divergence لازم يكون فيه source يعني تخيلوا اللى
+
+43
+00:03:10,840 --> 00:03:12,860
+هي النقطة اللى بدخل منها المياه كأنه هي ال source
+
+44
+00:03:12,860 --> 00:03:16,680
+لو عكسنا الاتجاه هيكون positive divergence مافيش
+
+45
+00:03:16,680 --> 00:03:19,600
+عندى source بتطلع منه او بدخل زى الحالة هذه اللى
+
+46
+00:03:19,600 --> 00:03:25,260
+هي البيتالخطوط المتوازية هنا لا توجد divergence لا
+
+47
+00:03:25,260 --> 00:03:27,560
+توجد عملية حرف تدخل أو تدخل أو تطور لا توجد
+
+48
+00:03:27,560 --> 00:03:30,900
+divergence فهنا تكون divergence بالساوة 0 اذا كم
+
+49
+00:03:30,900 --> 00:03:33,720
+انا راح اتحكم positive divergence او negative
+
+50
+00:03:33,720 --> 00:03:37,240
+divergence او هنا لا يوجد positive ولا negative
+
+51
+00:03:37,240 --> 00:03:39,260
+divergence هنا zero divergence
+
+52
+00:03:42,660 --> 00:03:46,100
+لازم ال divergence لازم اعرفه في ال three spaces
+
+53
+00:03:46,100 --> 00:03:49,040
+زي ما شوفنا احنا في ال gradient برضه divergence
+
+54
+00:03:49,040 --> 00:03:52,420
+طبعا ال divergence البساطة هو اقارة عن الدل اللي
+
+55
+00:03:52,420 --> 00:03:56,220
+بخدناه ب Cartesian اش حتة معناه الدل احنا قمنا بقع
+
+56
+00:03:56,220 --> 00:04:03,840
+دي بي بي اكس اكسها ذات دي بي بي وي ويها ذات دي بي
+
+57
+00:04:03,840 --> 00:04:05,340
+بي دي زد زدها
+
+58
+00:04:12,060 --> 00:04:17,060
+زي الـ aY Y hat زي الـ aZ Z hat احنا الـ dot
+
+59
+00:04:17,060 --> 00:04:21,560
+البرودكت نعرف ان ال X Dot X هي الواحد X hat Dot X
+
+60
+00:04:21,560 --> 00:04:25,320
+هي الواحد ال Y hat Dot Y hat هي الواحد زي ال dot Y
+
+61
+00:04:25,320 --> 00:04:27,080
+hat Dot Y hat Dot Z hat Dot Y hat Dot Y hat Dot Z
+
+62
+00:04:27,080 --> 00:04:29,600
+hat Dot Y hat Dot Y hat Dot Z hat Dot Y hat Dot Z
+
+63
+00:04:29,600 --> 00:04:31,960
+hat Dot Y hat Dot Y hat Dot Y hat Dot Y hat Dot Y
+
+64
+00:04:31,960 --> 00:04:32,040
+hat Dot Y hat Dot Y hat Dot Y hat Dot Y hat Dot Y
+
+65
+00:04:32,040 --> 00:04:32,060
+hat Dot Y hat Dot Y hat Dot Y hat Dot Y hat Dot Y
+
+66
+00:04:32,060 --> 00:04:36,170
+hat Dot Y hat Dot Y hat Dot Y hat Dot Yده مانيش
+
+67
+00:04:36,170 --> 00:04:39,530
+يعمل ال-doting عن هاي مش بس انه اللي بقى بتطلع ال
+
+68
+00:04:39,530 --> 00:04:41,730
+X hat و X hat واحد كمان لإن هنا فيه
+
+69
+00:04:41,730 --> 00:04:47,910
+differentiation E X by E X التانية لإن ال operator
+
+70
+00:04:47,910 --> 00:04:55,950
+عمله بأسرع ال field هيكون P A Y I P Y ذات P A Z Y
+
+71
+00:04:55,950 --> 00:04:59,050
+P Z عن هاي تعملين ال component X هاي component R
+
+72
+00:04:59,050 --> 00:05:01,010
+ممكن تكون كلهم function في X و Y و Z
+
+73
+00:05:05,890 --> 00:05:08,330
+ممكن تكون function بس في X، ممكن تكون function بس
+
+74
+00:05:08,330 --> 00:05:12,070
+في Y، وهذا بحدد مين ال surviving differentiation،
+
+75
+00:05:12,070 --> 00:05:16,030
+ماضي؟ إذا نهجوا و عماروا عن ال divergence تبع ال
+
+76
+00:05:16,030 --> 00:05:20,670
+field، تعرفت معناه أنه يا sinking يابتخلق او تخلق
+
+77
+00:05:20,670 --> 00:05:24,370
+او تخلق او تخلق او تخلق او تخلق او تخلق او تخلق او
+
+78
+00:05:24,370 --> 00:05:32,910
+تخلق او تخلق او تخلق او تخلق او تخلق او تخلق او
+
+79
+00:05:32,910 --> 00:05:32,990
+تخلق او تخلق او تخلق او تخلق او تخلق او تخلق او
+
+80
+00:05:32,990 --> 00:05:33,030
+تخلق او تخلق او تخلق او تخلق او تخلق او تخلق او
+
+81
+00:05:33,030 --> 00:05:34,990
+تخلق او تخلق او تخلق او تخلق او تخلق او تخلق او
+
+82
+00:05:34,990 --> 00:05:46,530
+تخلق او تخلق او تخلق او تخلق او تخلق او
+
+83
+00:05:46,530 --> 00:05:48,880
+تبينما بالـ spherical coordinate هيكون ال
+
+84
+00:05:48,880 --> 00:05:54,520
+divergence 1 على r تربيع d by dr r تربيع ar زائد 1
+
+85
+00:05:54,520 --> 00:05:57,960
+على r sin theta d by d theta a theta sin theta
+
+86
+00:05:57,960 --> 00:06:03,560
+زائد 1 على r sin theta d a pi by d piفي أسف صلحت
+
+87
+00:06:03,560 --> 00:06:06,560
+هنا اذا كل اللي عرفناه اليوم هو ال divergence
+
+88
+00:06:06,560 --> 00:06:10,540
+قولنا divergence هو ببساطة الدل dot مع ال vector و
+
+89
+00:06:10,540 --> 00:06:12,680
+احنا عارفين الدل سيبناه من المحاضرة الماضية في
+
+90
+00:06:12,680 --> 00:06:15,480
+الcartesian و في الcyclical و الcyclical ماعليه
+
+91
+00:06:15,480 --> 00:06:20,120
+اللي عاملها dot مع ال vector تبعنا حلوة أحسن
+
+92
+00:06:20,120 --> 00:06:24,940
+التالي في خصائص ال divergence it produces a scalar
+
+93
+00:06:24,940 --> 00:06:28,540
+field احنا اتفقنا ان الفتبر ده بتاعة النتج معله
+
+94
+00:06:28,540 --> 00:06:35,280
+scalar اي نتجمافيش فيه اي vector اي dot ل two
+
+95
+00:06:35,280 --> 00:06:39,080
+vectors بكون scalar فبالنسبة لأ ال divergence
+
+96
+00:06:39,080 --> 00:06:42,360
+هيكون scalar فال gradient الذاكرين كان vector كان
+
+97
+00:06:42,360 --> 00:06:45,720
+له magnitude و اتجاه بعبّرله عن magnitude و اتجاه
+
+98
+00:06:45,720 --> 00:06:49,200
+لأ it's a maximum change في ال field ال scalar
+
+99
+00:06:49,200 --> 00:06:53,020
+field لكن في ال divergence انها تجمع له scalar اي
+
+100
+00:06:53,020 --> 00:06:56,820
+اول نقطة نقطة تانية ال divergence of a scalar
+
+101
+00:06:56,820 --> 00:07:02,190
+field اللي هو del V makes no senseلأن لو انا عندي
+
+102
+00:07:02,190 --> 00:07:06,330
+scalar field بدي اجيب ال dot مع scalar field اللي
+
+103
+00:07:06,330 --> 00:07:11,570
+معناه ال divergence between two vector fields لما
+
+104
+00:07:11,570 --> 00:07:15,210
+اقول بدي ايش ال divergence بتاع scalar field ولا
+
+105
+00:07:15,210 --> 00:07:18,610
+اشي مالهوش معناه has no sense ماهوش اي معنى نقول
+
+106
+00:07:18,610 --> 00:07:22,170
+في divergence of scalar field has no meaning has
+
+107
+00:07:22,170 --> 00:07:25,230
+no sense يعني فقط divergence ل vector field انا
+
+108
+00:07:25,230 --> 00:07:28,450
+قلت product بيه vector field زي ال electric field
+
+109
+00:07:28,450 --> 00:07:32,080
+مثلازي الـ negative field باخد ال divergence لكن
+
+110
+00:07:32,080 --> 00:07:34,720
+scalar field زي الـ pi اللى هنشوفها في المحاورات
+
+111
+00:07:34,720 --> 00:07:37,920
+القاعدة هيكون مفيش ايضا معناه اقول في divergence
+
+112
+00:07:37,920 --> 00:07:42,820
+افضل في ال gradient افضل في ال gradient افضل في ال
+
+113
+00:07:42,820 --> 00:07:48,220
+gradient ال scalar هو دي vector كله كمان؟ كمان في
+
+114
+00:07:48,220 --> 00:07:52,560
+توزيعية distributed يعني diverge A زي B يعني لو
+
+115
+00:07:52,560 --> 00:07:56,580
+انا اول جمعت ال fields A مع Bبعدين جبتهم ال
+
+116
+00:07:56,580 --> 00:07:59,620
+divergence نفس الشيء لو جبت ال divergence تبع ال A
+
+117
+00:07:59,620 --> 00:08:03,740
+جمعته بال divergence تبع ال B واضح؟ اذا انا
+
+118
+00:08:03,740 --> 00:08:11,960
+بالنسبة لدى divergence اذا
+
+119
+00:08:11,960 --> 00:08:16,700
+انا عندى two vectors A وB او two fields A وB وجمعت
+
+120
+00:08:16,700 --> 00:08:19,940
+هدولة ال two fields مع بعض اول وجبت ال divergence
+
+121
+00:08:19,940 --> 00:08:23,900
+لازم بتاعه يساوي لو جبت اول ال divergence تبع A و
+
+122
+00:08:23,900 --> 00:08:28,750
+بعدين divergenceالاخر حاجة ال divergence ل scalar
+
+123
+00:08:28,750 --> 00:08:34,590
+مع vector هذا scalar وهذا vector هيصير high
+
+124
+00:08:34,590 --> 00:08:38,770
+identity تقول إنه هتكون سوى V تطلع برا divergence
+
+125
+00:08:38,770 --> 00:08:44,710
+لأنها scalar diverse A زائد A dot grade V يعني ال
+
+126
+00:08:44,710 --> 00:08:49,390
+dot grade V هيظلوا دائما معين مع ال vectorsهي تشبه
+
+127
+00:08:49,390 --> 00:08:52,390
+لي تفاضل ال two quantities يعني الأول تتفاضل
+
+128
+00:08:52,390 --> 00:08:56,430
+التاني زي التاني تتفاضل الأول بس هنا بمانعت بيه ال
+
+129
+00:08:56,430 --> 00:09:03,110
+dot و المنفعة يعني عندي الدل V A V هو اللي بطلعها
+
+130
+00:09:03,110 --> 00:09:07,630
+هو الفاضل كأنه التاني اللي هو diverge ال A يعني هي
+
+131
+00:09:07,630 --> 00:09:13,150
+dA by dx زي dA by dy ال term التاني أنا بطلع أن هو
+
+132
+00:09:13,150 --> 00:09:16,530
+ال Aلكن لما بقدرش فاش حاجة عندي اسمها اللي هي
+
+133
+00:09:16,530 --> 00:09:21,910
+divergence دي، لكن عندي a dot gradient دي، مش
+
+134
+00:09:21,910 --> 00:09:24,370
+مطلوب من نسمتهم، بس هو احنا ممكن نسمتهم هدولة و
+
+135
+00:09:24,370 --> 00:09:27,730
+قاعدين بس، بس بدي اذاكر .. يعني انا بس بس اذاكركم
+
+136
+00:09:27,730 --> 00:09:30,510
+فيه، يعني بطريقة انا اذاكرهم، انه divergence two
+
+137
+00:09:30,510 --> 00:09:33,610
+quantities واحد scalar واحد vector هيكون ال scalar
+
+138
+00:09:33,610 --> 00:09:37,550
+مضروف في divergence ال vector زائد ال vector
+
+139
+00:09:37,550 --> 00:09:39,910
+dotted مع gradient ال scalar
+
+140
+00:09:43,320 --> 00:09:46,940
+فهي حاجة مهمة كتير احنا هتعلمها وهي كتير اللي هدور
+
+141
+00:09:46,940 --> 00:09:50,660
+في ال electromagnetic و هنشوفها برضه لما ناخد عن
+
+142
+00:09:50,660 --> 00:09:53,700
+ال fields اللي اسمها ال divergence theorem ال
+
+143
+00:09:53,700 --> 00:09:57,440
+divergence theorem يتطبق لعلاقة بين surface field
+
+144
+00:09:57,440 --> 00:10:01,940
+integral مع volume integral ال divergence theorem
+
+145
+00:10:01,940 --> 00:10:04,940
+أكيد هيكون فيها divergence من اسمها فال divergence
+
+146
+00:10:04,940 --> 00:10:08,200
+اش قلنا دل ال vector لما أحكي عن ال divergence
+
+147
+00:10:08,200 --> 00:10:11,020
+theorem أكيد هيكون و أكيد هيكون دل ال divergence
+
+148
+00:10:11,920 --> 00:10:15,460
+ماذا يعني بيبرجشون؟ لو أنا اللي بتعمل over closed
+
+149
+00:10:15,460 --> 00:10:19,880
+surface يعني عندي volume و اعطيه خاول الاحياء ده
+
+150
+00:10:19,880 --> 00:10:24,860
+هذا ال volume حوالي ال surface سياس هون ال volume
+
+151
+00:10:24,860 --> 00:10:28,800
+هيكون with closed integral على ال surface على
+
+152
+00:10:28,800 --> 00:10:32,740
+الشلب تبع ال surface with closed integral يعني ايش
+
+153
+00:10:32,740 --> 00:10:38,360
+معناه؟ هيكون فاي هو من zero ل Y و ثتا من zero ل Y
+
+154
+00:10:38,360 --> 00:10:45,000
+و R من zero ل infinityعلى كل ال surface لما
+
+155
+00:10:45,000 --> 00:10:49,640
+أفضل أكمل closed surface integral لأي vector doted
+
+156
+00:10:49,640 --> 00:10:52,820
+مع ال surface واحنا اتفقنا اي surface اي surface
+
+157
+00:10:52,820 --> 00:10:58,920
+ايش ان الاتجاه تبعه هو ال norm اللي عمودي على ال
+
+158
+00:10:58,920 --> 00:11:02,400
+surface و الطالع من ال volume يعني هيكون هي اتجاه
+
+159
+00:11:02,400 --> 00:11:05,660
+مثلا لو احنا قيلنا هذه الاسفير هيكون اتجاه main
+
+160
+00:11:05,660 --> 00:11:06,840
+earth هذا ال norm
+
+161
+00:11:15,570 --> 00:11:23,070
+الحلقة التالية ستتخص في DS إذا
+
+162
+00:11:23,070 --> 00:11:24,570
+نختار surface integral
+
+163
+00:11:28,680 --> 00:11:32,480
+انها ال vector a تبعنا و دي أصل هو ال element تبع
+
+164
+00:11:32,480 --> 00:11:34,580
+ال surface و احنا أخدنا ال element تبع ال surface
+
+165
+00:11:34,580 --> 00:11:36,880
+في ال Cartesian وفي ال Cylinder Calcificrical
+
+166
+00:11:36,880 --> 00:11:40,820
+وعرفنا ان هو vector واتجاهه هو تمام عمودي على
+
+167
+00:11:40,820 --> 00:11:45,620
+اتجاه ال surface هذا ال clause integral يساوي تمام
+
+168
+00:11:45,620 --> 00:11:49,860
+integral over volume ل diverge air
+
+169
+00:11:57,980 --> 00:12:01,580
+هذه هي ال divergence يعني كتير نحتاجها احنا عشان
+
+170
+00:12:01,580 --> 00:12:05,840
+نوصل لبعض الحلول للتبسيط على ال integrals و احنا
+
+171
+00:12:05,840 --> 00:12:08,440
+في الرياضيات كمان نستخدمها لما يكون أسهل عليا
+
+172
+00:12:08,440 --> 00:12:12,240
+أكامل ال volume أو ال surface أنتقل من هذا لهذا ال
+
+173
+00:12:12,240 --> 00:12:16,320
+surface ممكن فيها divergenceاللي فى ال calculus
+
+174
+00:12:16,320 --> 00:12:20,300
+يمكن تـC أخدتوا vector انتوا و انا أخدناها فى ال
+
+175
+00:12:20,300 --> 00:12:22,840
+calculus نفس العظيم بس ماكناش ناخدها انها fields
+
+176
+00:12:22,840 --> 00:12:27,200
+فانا هدوسل شرّد وسيلة انه ان انت تساعدني على الحل
+
+177
+00:12:27,200 --> 00:12:30,620
+ان هو أسرع ان أحل على ال surface ولا على ال volume
+
+178
+00:12:30,620 --> 00:12:35,660
+اذا ايش بتقولنا ال divergence يعني ان كل flux ها
+
+179
+00:12:35,660 --> 00:12:41,000
+دى بتمثلى ده فلكس تتذكرها ده يعني closed surface
+
+180
+00:12:41,000 --> 00:12:47,040
+integral لأى fieldهو الـ total flux عشان الـ
+
+181
+00:12:47,040 --> 00:12:50,020
+closed integral يعني بيقول قداش كل flux اللي
+
+182
+00:12:50,020 --> 00:12:54,920
+بيطالع من ال surface ال divergence هو كل ال total
+
+183
+00:12:54,920 --> 00:12:58,660
+outward flux of a vector A through closed surface
+
+184
+00:12:58,660 --> 00:13:02,520
+S is the same as ال volume integral ال divergence
+
+185
+00:13:02,520 --> 00:13:08,080
+لهذا الهيلد، واضح؟
+
+186
+00:13:08,080 --> 00:13:11,560
+لأ، اسبعتها
+
+187
+00:13:14,640 --> 00:13:17,340
+أذا انا انهدى كمان مرة مثلا لو كان سليندر الـ
+
+188
+00:13:17,340 --> 00:13:20,000
+closed surface ايش هيكون؟ اللي هو الـ shell تبع
+
+189
+00:13:20,000 --> 00:13:24,100
+السليندر لكن ال volume اللي في قلبها اللي محتوى في
+
+190
+00:13:24,100 --> 00:13:31,740
+قلب السليندر نشوف مثال، بدنا لو نشوف ال divergence
+
+191
+00:13:31,740 --> 00:13:38,080
+لهدولة ال vectors ناخد مثال واحد من هون ناخد ال
+
+192
+00:13:38,080 --> 00:13:40,540
+cylindrical و ال spherical اللي هي لل Cartesian
+
+193
+00:13:40,540 --> 00:13:45,770
+أصل إشي تبدو Cartesian كل فضولةالواحد من اتين
+
+194
+00:13:45,770 --> 00:13:54,230
+هدوله طب يالا تصلي على ميز؟ يالا تعال كيف لقاليه؟
+
+195
+00:13:54,230 --> 00:13:56,550
+عشان ماحللتوش المراعي دي، المراعي دي كل اللي حللوه
+
+196
+00:13:56,550 --> 00:14:01,030
+ما سنة تالتة و
+
+197
+00:14:01,030 --> 00:14:08,090
+لما دايما تطبع لسه
+
+198
+00:14:08,090 --> 00:14:09,870
+الجميع قالت انا بدي ..
+
+199
+00:14:21,540 --> 00:14:26,600
+الطبيعة QQ هو vector من الـ cylindrical coordinate
+
+200
+00:14:26,600 --> 00:14:31,120
+اذا
+
+201
+00:14:31,120 --> 00:14:35,640
+حفظها لنا هي بتكتبها على اللوح او انه عشان نتاكد
+
+202
+00:14:35,640 --> 00:14:43,000
+ان هي واحد على رو دي by ديPlus 1 على رو دي اي فاي
+
+203
+00:14:43,000 --> 00:14:54,860
+فاي دي فاي ثائق دي اي زي فاي دي سبعون تاسع رو،
+
+204
+00:14:54,860 --> 00:14:58,480
+ايش ال raw component ل ال Q؟ طبعا هنا خلينا بس
+
+205
+00:14:58,480 --> 00:15:03,380
+عشان نقول انهم ل Q حاطة، زبطيهم ل Q رو Q فاي Q زي
+
+206
+00:15:05,090 --> 00:15:07,570
+عشان مايكونش في هذه الطرف انت Q و هذه الطرف
+
+207
+00:15:07,570 --> 00:15:13,370
+التانية اذا
+
+208
+00:15:13,370 --> 00:15:18,270
+عندي اللي هي رو ساين الفاي هي ال رو component لل Q
+
+209
+00:15:18,270 --> 00:15:25,530
+و الفاي component اللي هي رو تربيه زت و ال زتو
+
+210
+00:15:25,530 --> 00:15:33,730
+component اللي هي رو تربيه زت و فاي
+
+211
+00:15:33,730 --> 00:15:39,630
+زتووانا هتفضل رو تربيه ومنه هتكون اتنين رو بصينت
+
+212
+00:15:39,630 --> 00:15:44,710
+باي ومافيش اي five هتطلع zero واخر term هيكون
+
+213
+00:15:44,710 --> 00:15:49,730
+cosine of five لنبسطها
+
+214
+00:15:49,730 --> 00:15:53,030
+رو بصينت باي لأ مفيشه بس cancel ال cancel يخليه
+
+215
+00:15:53,030 --> 00:15:55,430
+يتوفر answer ايه ايه ايه ايه ايه ايه ايه ايه ايه
+
+216
+00:15:55,430 --> 00:15:57,630
+ايه ايه ايه ايه ايه ايه ايه ايه
+
+217
+00:16:02,870 --> 00:16:06,250
+بساطة هو بسبقى بجيب الدل بـsymmetrical coordinate
+
+218
+00:16:06,250 --> 00:16:11,730
+وبعوض على ال components بتاعة Q و بفاضر و بحسب على
+
+219
+00:16:11,730 --> 00:16:15,950
+N شكرا
+
+220
+00:16:15,950 --> 00:16:20,570
+يا رمضان
+
+221
+00:16:20,570 --> 00:16:26,710
+شوف كده
+
+222
+00:16:26,710 --> 00:16:31,070
+مثال هي أن جيب أربع ساعة مستحيلة تانية صغيرة
+
+223
+00:16:45,280 --> 00:16:49,200
+مش طالب مني بده نجيب ال flux عندي أنا vector field
+
+224
+00:16:49,200 --> 00:16:55,040
+G of R اللي قيمته 10E to the minus 2Z روره هات زاد
+
+225
+00:16:55,040 --> 00:16:59,960
+زد هات و بدي مني اجيب ال flux G out of the entire
+
+226
+00:16:59,960 --> 00:17:04,420
+surface of a cylinder رو قيمتها واحد و Z بتروح من
+
+227
+00:17:04,420 --> 00:17:07,860
+Zero لواحد confirm the results using divergence
+
+228
+00:17:07,860 --> 00:17:10,740
+theorems يعني ايه شو طالب مني اول طالب مني اول
+
+229
+00:17:10,740 --> 00:17:14,410
+اجيبالـ total flux باستخدام ما هو الـ closed
+
+230
+00:17:14,410 --> 00:17:19,310
+surface integral الـ closed surface integral لـ g
+
+231
+00:17:19,310 --> 00:17:24,570
+dot ds فهي المطوبة أول جزء من الأجيب الجزء اللي هو
+
+232
+00:17:24,570 --> 00:17:29,130
+ال flux و اتفقنا أن الـ total flux تنبغي جزء من ال
+
+233
+00:17:29,130 --> 00:17:35,210
+flux بهذا الشكل بساوي ال closed integral ل g dot
+
+234
+00:17:35,210 --> 00:17:39,270
+ds أو خلينا نكتب بس ال flux
+
+235
+00:17:49,930 --> 00:17:54,590
+هي أول جزء، الجزء التاني طالب مني أن أثبت أن جوايا
+
+236
+00:17:54,590 --> 00:17:59,030
+نفس الحاجة لو أنا أخدت Volume Integra لدعي الدرج
+
+237
+00:17:59,030 --> 00:18:05,160
+G، اللي هو ال divergence sphericalعشان أول حاجة
+
+238
+00:18:05,160 --> 00:18:08,760
+بدي أحل بالاستعانة بتعريف ال flux اللي هو ال raw
+
+239
+00:18:08,760 --> 00:18:12,560
+surface integral د جيجو دي اسك و أثبت إن النتيجة
+
+240
+00:18:12,560 --> 00:18:16,780
+لا تختلف لو أخدت انا ال integral على الوضع نبدأ
+
+241
+00:18:16,780 --> 00:18:21,060
+بالجزء الأول لكي نشوف الرسمة طبعا هو جزء من ال
+
+242
+00:18:21,060 --> 00:18:23,780
+surface أو ال surface اللي ماتينا إياه هو raw
+
+243
+00:18:23,780 --> 00:18:29,460
+بتسوا واحد وزد قيمتها من zero لواحد وطالب منها
+
+244
+00:18:29,460 --> 00:18:34,220
+اللي هو ال total flux اللي هو إبسايدT Psi S Psi P
+
+245
+00:18:34,220 --> 00:18:42,780
+Psi Top Psi Bottom Psi S Psi
+
+246
+00:18:42,780 --> 00:18:52,860
+Psi
+
+247
+00:18:52,860 --> 00:18:57,440
+Psi Top Psi Bottom Psi S Psi Psi Psi Psi Psi Psi
+
+248
+00:18:57,440 --> 00:18:57,480
+Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi
+
+249
+00:18:57,480 --> 00:18:57,560
+Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi
+
+250
+00:18:57,560 --> 00:18:57,600
+Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi
+
+251
+00:18:57,600 --> 00:18:57,620
+Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi Psi
+
+252
+00:18:57,620 --> 00:19:00,000
+Psi Psi Psi Psi Psi Psi Psi Pطبعا الـ Psi لكل
+
+253
+00:19:00,000 --> 00:19:02,900
+واحدة ليست closed integral هي Psi على ال surface
+
+254
+00:19:02,900 --> 00:19:05,820
+المعين تبعها المجموعة الموجودة بال closed integral
+
+255
+00:19:05,820 --> 00:19:13,180
+نبدأ بالواقع التوب Psi توب احنا قلنا طول ال Z بروح
+
+256
+00:19:13,180 --> 00:19:17,640
+من Zero لواحد روه بتسوا واحد هذا ال surface
+
+257
+00:19:17,640 --> 00:19:21,660
+الفغاني قشط بتغير قيمة زكريم هو عبارة عن رو دي رو
+
+258
+00:19:21,660 --> 00:19:25,920
+دي فاي رو دي رو دي فاي Z ثابتة Z قيمتها واحد
+
+259
+00:19:27,540 --> 00:19:30,760
+واتجاهها ال surface ال normal عليها و اللي ماله
+
+260
+00:19:30,760 --> 00:19:34,920
+outward ال volume اتفقنا دائما ال mod تبع ال
+
+261
+00:19:34,920 --> 00:19:42,980
+surface and the top هو يكون هذه الدائرة هيكون عمود
+
+262
+00:19:42,980 --> 00:19:45,700
+عليها و برا ال volume ليه هتكون في هذه الحالة ال
+
+263
+00:19:45,700 --> 00:19:51,940
+plus زدها اذا دي ال aspect of هتكون اللي هو ال
+
+264
+00:19:51,940 --> 00:19:56,180
+element من هذه الدائرة اللي هو بيساوي
+
+265
+00:20:16,640 --> 00:20:23,220
+الكامل الجزء الأولاني اللي هو ال integral ل G dot
+
+266
+00:20:23,220 --> 00:20:27,840
+DSاللي هي على ال top surface رو اللي بتروح من وين
+
+267
+00:20:27,840 --> 00:20:30,880
+من zero ل واحد اقصى قيمة لرو ايه لنا واحد السلين
+
+268
+00:20:30,880 --> 00:20:36,080
+ده ال radius تبعها واحد ويه الفاي هتروح من zero ل
+
+269
+00:20:36,080 --> 00:20:38,920
+two pi عشان تطيير الدائرة هاخد ال dot product
+
+270
+00:20:38,920 --> 00:20:43,500
+بالجي و ال DS و الاتجارها في ال z hat اذا انفقدت
+
+271
+00:20:43,500 --> 00:20:46,100
+هيتبقى عندنا ال z hat component انا عندى two
+
+272
+00:20:46,100 --> 00:20:49,740
+components واحد اتجار ال رو هات واحد اتجار ال دس
+
+273
+00:20:49,740 --> 00:20:55,130
+هات بس احنا عاملنا نوع ال dot product g dot dsفهذا
+
+274
+00:20:55,130 --> 00:20:58,910
+ال term هيكون zero و هتوقع عندي إيه هو z هذا هيدلع
+
+275
+00:20:58,910 --> 00:21:06,130
+اندي عشرة e to the minus اتنين z هي اللي هو d z ال
+
+276
+00:21:06,130 --> 00:21:11,290
+zهات سوات مع ال z هات واحد رو زي رو بي خاطر و طبعا
+
+277
+00:21:11,290 --> 00:21:15,850
+عرضنا هو عن اللي هي ال z قيمتها واحد لإن عند هذا
+
+278
+00:21:15,850 --> 00:21:21,510
+ال surface ال surface z تساوي واحد
+
+279
+00:21:31,110 --> 00:21:34,950
+بعد ذلك التكامل عادي العشرة تطلع برا ال Integral
+
+280
+00:21:34,950 --> 00:21:38,830
+ال raw تكملها رو تر بطبعه و ال H ثمانه ثامه تطلع
+
+281
+00:21:38,830 --> 00:21:42,150
+برا ال Integral ال constants دولة رو دي روه بتصير
+
+282
+00:21:42,150 --> 00:21:46,690
+رو تر بي على اتنين من Zero لواحد و دي five بتصير
+
+283
+00:21:46,690 --> 00:21:48,270
+five من Zero ل two pi
+
+284
+00:21:52,780 --> 00:21:59,060
+10E⁻² بروفر B على 2 من 0 و 1 و دي فايفة تقيمة فايف
+
+285
+00:21:59,060 --> 00:22:06,180
+من 0 تقيمة فايف A هتزاوى 10 ع 2 او 10 ع 2 مانصر 2
+
+286
+00:22:06,180 --> 00:22:14,280
+P هو 2 Pi على 8 فايف 1 نص و فايفة تقيمة فايف 2 ع 2
+
+287
+00:22:14,280 --> 00:22:20,470
+هتقيم ع 10 بروفر B على 2 من 0 و 1الـ Flux أو الـ
+
+288
+00:22:20,470 --> 00:22:29,870
+Flux اللى طالع من ال top surface واضح
+
+289
+00:22:29,870 --> 00:22:35,570
+فيها ايه السؤال اللى حديناه نجي ل ال bottom
+
+290
+00:22:35,570 --> 00:22:43,270
+surface عند ال bottom surface عند
+
+291
+00:22:43,270 --> 00:22:47,370
+ال bottom surface عند هذه الدائرة
+
+292
+00:23:05,370 --> 00:23:10,090
+بتجاه اين بيكون نام اللى على ال surface و برا ال
+
+293
+00:23:10,090 --> 00:23:14,950
+volume طالع برا ال volume
+
+294
+00:23:17,670 --> 00:23:24,250
+ن تاب بي تساوي ماينص تاب واقل كمراه ده ناخد النقم
+
+295
+00:23:24,250 --> 00:23:27,270
+على ال surface اللي عمودي عليه و برا ال volume
+
+296
+00:23:27,270 --> 00:23:32,470
+فإذا عندي slender زي هذا القلم مثلا وهي انا عندي
+
+297
+00:23:33,900 --> 00:23:37,980
+العمودي عليه باخدش اللى جوا تجهه طالع برا حقيقة
+
+298
+00:23:37,980 --> 00:23:41,180
+محتوى السلندر بيكون طالع لبرا ال volume مش داخل
+
+299
+00:23:41,180 --> 00:23:45,340
+فقلب ال volume هذا ال top هيكون برا طالع ال norm
+
+300
+00:23:45,340 --> 00:23:48,660
+عمودي عليه و خارج ال volume مش داخل ال volume
+
+301
+00:23:48,660 --> 00:23:53,780
+تمام؟ إذا عندي ال bottom هيكون ما نزلها و ال
+
+302
+00:23:53,780 --> 00:23:57,840
+integral بتاع مش بهذا ال integral لأنه هيكون دي
+
+303
+00:23:57,840 --> 00:24:03,700
+أسر فرقية بدل زدها ما نزلهاإذا بس هيظل عندي إزدها
+
+304
+00:24:03,700 --> 00:24:08,320
+component بس الفرقية إنه قدامها في minus فكوفة
+
+305
+00:24:08,320 --> 00:24:11,880
+عامة هيكون في أي تغيرات هيكون نفس الجواب بس قدامه
+
+306
+00:24:11,880 --> 00:24:15,820
+minus يعني
+
+307
+00:24:15,820 --> 00:24:23,140
+هذا بالنسبة للبطم z
+
+308
+00:24:23,140 --> 00:24:26,880
+قبلتها zero فهنا بس فينا z هنا if I apply E to the
+
+309
+00:24:26,880 --> 00:24:31,760
+2z أنت قولتلي بقى هناان جي قولنا فيها a to the
+
+310
+00:24:31,760 --> 00:24:35,520
+minus 2z هنا بتفرق بس هذا ال term اللي هو a to the
+
+311
+00:24:35,520 --> 00:24:39,540
+minus 2 بيصير a to the zero لإن زت zero فبصير عشر
+
+312
+00:24:39,540 --> 00:24:44,180
+أبعاد و بالسالق في إشارة سالق بس ال Integra اللي
+
+313
+00:24:44,180 --> 00:24:47,320
+هو محتوى للقلب ال Integra مش هيخلق لكن هيخلق فيه
+
+314
+00:24:47,320 --> 00:24:51,300
+ال exponential و السالق إذا الناتج هو عشر أبعاد
+
+315
+00:24:51,300 --> 00:24:56,400
+إذا نصرنا عارفين قيمة ال flux على ال top surface و
+
+316
+00:24:56,400 --> 00:24:58,900
+ال flux على ال bottom surface بطل عليها ال flux
+
+317
+00:24:58,900 --> 00:25:04,020
+اللي علىالمحيط تبع السليندر المساحة الجانبية
+
+318
+00:25:04,020 --> 00:25:09,360
+لسليندر كأن ورّا المساحة الجانبية لسليندر قلنا هذا
+
+319
+00:25:09,360 --> 00:25:12,020
+ال surface اللي هو زي هذا ال surface تبع القلم
+
+320
+00:25:12,020 --> 00:25:16,220
+انهم اشماله هيكون برا ال volume يعني هيكون اتجاه و
+
+321
+00:25:16,220 --> 00:25:20,160
+اتجاه مي رو هات هذا الاتجاه هيكون اتجاه رو هات
+
+322
+00:25:23,320 --> 00:25:26,560
+هنا ال surface ايش اللي بتغير؟ ال z بتغير من zero
+
+323
+00:25:26,560 --> 00:25:29,660
+ل واحد من اللي ثابت رو رو ده يعني عنده قيمة واحد
+
+324
+00:25:29,660 --> 00:25:32,620
+على هذا ال surface على هذا ال surface المحيط
+
+325
+00:25:32,620 --> 00:25:38,500
+الخارجي ثابت ال رو واحد بتغيرش و هيكون التغير ال z
+
+326
+00:25:38,500 --> 00:25:42,280
+من zero ل واحد و في اللي بتروح من zero ل two في
+
+327
+00:25:42,280 --> 00:25:48,840
+اذا دي اسفة الحالة هي عبارة عن دي z في اللي هو رو
+
+328
+00:25:48,840 --> 00:25:53,720
+دي فيعند فاى هتروح او اللى هيكون في عند ال element
+
+329
+00:25:53,720 --> 00:25:59,400
+بهذا الشكل DZ و هذا القاص DZ و القاص اللى هيكون رو
+
+330
+00:25:59,400 --> 00:26:03,060
+D فاى صحيح بتذكرينه هذا اللى حكى لو أخدت شقه من
+
+331
+00:26:03,060 --> 00:26:07,200
+هنا هيكون DZ و هذا اللى هو اقفال الزاوية D5 هيكون
+
+332
+00:26:07,200 --> 00:26:13,740
+رو D5 رو قنقتها واحد و Z بتتغير من zero لواحد و
+
+333
+00:26:13,740 --> 00:26:19,900
+فاى من zero ل two piواتجاهه قلنا مين؟ روهات فنرجع
+
+334
+00:26:19,900 --> 00:26:23,160
+لها ال G ونشوف ان هو ال term اللي بدي ضم عندي
+
+335
+00:26:23,160 --> 00:26:25,460
+اتجاه ال روهات هذا ال term اللي هيضم وهذا هيكون
+
+336
+00:26:25,460 --> 00:26:29,540
+Zero لازم هيضم ال term الأولاني اللي هو عشرة روه
+
+337
+00:26:29,540 --> 00:26:30,740
+يتوزن مع ناس اتنين زي
+
+338
+00:26:34,850 --> 00:26:38,470
+عند رو ستة واحد و دي اس اللي هي رو دي زد دي فاي
+
+339
+00:26:38,470 --> 00:26:43,290
+فرو هات فهاخد التبردر تقولنا هتظل ال term الأولاني
+
+340
+00:26:43,290 --> 00:26:45,930
+اللي هو عشرة رو eight ومانس من زد و فيهم دي رو
+
+341
+00:26:45,930 --> 00:26:49,930
+فبتصير رو تربية من ال DS فدي زد دي فاي و ال z
+
+342
+00:26:49,930 --> 00:26:54,790
+بتروح من zero لواحد و five من zero ل two five اذا
+
+343
+00:26:54,790 --> 00:26:58,430
+عند مين ال constant اللي هو ال raw into واحد بعوض
+
+344
+00:26:58,430 --> 00:26:59,150
+عنه واحد
+
+345
+00:27:01,780 --> 00:27:04,680
+هيطلع العشرة برا الانتيجرا بيصير ان الانتيجرا الا
+
+346
+00:27:04,680 --> 00:27:09,580
+E زو ماينوس اثنين زد Zero ل واحد و دي فاية من Zero
+
+347
+00:27:09,580 --> 00:27:12,840
+to Pi فاية اكملها حتين اتنين Pi و الا E زو ماينوس
+
+348
+00:27:12,840 --> 00:27:15,440
+اثنين زد مش هتكون E زو ماينوس اثنين زد على ماينوس
+
+349
+00:27:15,440 --> 00:27:19,400
+اثنين Zero ل واحد تابعين اللي هنتقلها ان احنا
+
+350
+00:27:19,400 --> 00:27:24,820
+بتفسر هذا ال rotor B هيطلع
+
+351
+00:27:24,820 --> 00:27:30,050
+عند العشرةويقلع الفوضى على برا ويتكامل على Z من 0
+
+352
+00:27:30,050 --> 00:27:37,110
+ل 1 E to the minus 2Z EZ ويتكامل من 0 ل 2π E5 هي
+
+353
+00:27:37,110 --> 00:27:41,410
+تقيمة 2π فهي تكملها ل E to the minus 2Z على minus
+
+354
+00:27:41,410 --> 00:27:46,590
+2 وفدي أكملها .. ففدي أخد التقيم من 1 ل 0 عند ال 1
+
+355
+00:27:46,590 --> 00:27:51,590
+إيش هتعطيني E to the minus 2 وعند ال 0 هتعطيني 1
+
+356
+00:27:51,590 --> 00:27:59,510
+يعني هتكون 10 E to the πفى E طبعا على ماينوس سنين
+
+357
+00:27:59,510 --> 00:28:05,310
+E دوز ماينوس سنين ماينوس واحد هزد واحد هحيطني E
+
+358
+00:28:05,310 --> 00:28:09,130
+دوز ماينوس سنين وعندي ال zero كافية واحد اثنين مع
+
+359
+00:28:09,130 --> 00:28:16,230
+اثنين هتصير عشرة by فى E دوز ماينوس سنين ناقص
+
+360
+00:28:24,930 --> 00:28:29,010
+أذا إحنا جيبنا ال surface اللي على ال top كما قلته
+
+361
+00:28:29,010 --> 00:28:35,350
+هو أضارة أصلا عشرة into minus 2pi و ال surface و
+
+362
+00:28:35,350 --> 00:28:41,150
+ال flux على ال photon هو minus 10pi و ال flux على
+
+363
+00:28:41,150 --> 00:28:49,070
+سوا ال surface هو minus 10pi into minus 2 minus 1
+
+364
+00:28:49,070 --> 00:28:52,930
+لو أنا جيبتهم كلهم جمعتهم مع بعض عشان أجيبوا طفل
+
+365
+00:28:52,930 --> 00:28:59,230
+ال fluxماذا نفعن عنه؟ ال total of blocks يمكن أن
+
+366
+00:28:59,230 --> 00:29:03,010
+يكون plus 10x أو minus 2pi أو minus 10pi أو minus
+
+367
+00:29:03,010 --> 00:29:07,150
+2 بيروحوا مع بعض عند minus 10pi أو plus 10pi يكون
+
+368
+00:29:07,150 --> 00:29:10,210
+ال total of blocks بيساوي 0
+
+369
+00:29:15,140 --> 00:29:19,180
+مفروض ان اذا استخدمت ال divergence سورين احنا قلنا
+
+370
+00:29:19,180 --> 00:29:23,280
+ال clause service-integra ل G.DS لازم يساوي ال
+
+371
+00:29:23,280 --> 00:29:27,020
+volume-integra ال divergence GDV فلو استخدمت ال
+
+372
+00:29:27,020 --> 00:29:30,500
+divergence سورين المفروض يعطي نفس الجواب انشوف ايش
+
+373
+00:29:30,500 --> 00:29:33,740
+هو ال divergence احنا عندنا ال vector بيسم ذلك ال
+
+374
+00:29:33,740 --> 00:29:34,100
+coordinate
+
+375
+00:29:36,850 --> 00:29:40,270
+الـ vector كانت سيلينريكال كواردينات فبعمل الدل
+
+376
+00:29:40,270 --> 00:29:43,970
+بسيلينريكال كواردينات يعني واحد على رو D رو D by D
+
+377
+00:29:43,970 --> 00:29:48,710
+رو رو في جيه رو زي واحد على رو D by D فاي جيه فاي
+
+378
+00:29:48,710 --> 00:29:53,190
+زي D by D زي جيه زيك بس قدرت قليل لما سمعت منيا
+
+379
+00:29:53,190 --> 00:29:57,470
+بسمع عليه بعوض على ال components احنا مفيش يمنا
+
+380
+00:29:57,470 --> 00:30:01,090
+جيه فاي في جينه احنا بسمنا رو component وفاي
+
+381
+00:30:01,090 --> 00:30:08,380
+component فبعوض عنه جيه رو بيبعدرو تر بيه فيه طبعا
+
+382
+00:30:08,380 --> 00:30:10,860
+من الرو رو في الرو رو تر بيه في عشرة E to the
+
+383
+00:30:10,860 --> 00:30:16,040
+minus اتنين زد ويه
+
+384
+00:30:16,040 --> 00:30:22,880
+ال five with z component اللي يبقى E by BZ الجزد
+
+385
+00:30:22,880 --> 00:30:27,320
+هي E to the minus عشرة E to the minus اتنين زد على
+
+386
+00:30:27,320 --> 00:30:32,640
+طول هنا الفضلها هي عشرة E to the minus اتنين زد
+
+387
+00:30:37,310 --> 00:30:45,710
+عشرة و ال j زد زد بيه عشرة مفزوقة نصفين زد زد ثلاث
+
+388
+00:30:45,710 --> 00:30:56,510
+و ال j رو عبارة عن عشرة مفزوقة نصفين زد رو أحد
+
+389
+00:31:13,750 --> 00:31:18,250
+الجهة Z هي جهة Z component فيها اندعش رقيته بمعنى
+
+390
+00:31:18,250 --> 00:31:20,190
+Z رو
+
+391
+00:31:38,100 --> 00:31:42,080
+هنا في روح الـ z و لا في روح الـ z أسفل هاي ال z
+
+392
+00:31:42,080 --> 00:31:50,160
+component فضلوا تقولوا اللي بتطلع على التحت إذا
+
+393
+00:31:50,160 --> 00:31:55,160
+ال z component ببساطة d by dz طب فاضل بالنسبة ل z
+
+394
+00:31:55,160 --> 00:31:59,080
+إيش هتعطيلي minus 2z هتبتسي minus 2x minus 2z هذا
+
+395
+00:31:59,080 --> 00:32:02,680
+هو الرفع الينيجي اقول فضلنا ال z component فminus
+
+396
+00:32:02,680 --> 00:32:09,500
+2x minus 2z بالنسبة لل rhoRaw تصبح روه تربيه عشرة
+
+397
+00:32:09,500 --> 00:32:14,600
+ايته ضمه على اثنين زيت فاكتر قبلها ال ايته ضمه على
+
+398
+00:32:14,600 --> 00:32:17,140
+اثنين زيت كونستان بالنسبالي روه والعشرة كونستان
+
+399
+00:32:17,140 --> 00:32:20,800
+بتطلع وفضلي واحد على روه دي روه تربيه بالنسبالي
+
+400
+00:32:20,800 --> 00:32:26,280
+روه دي هتكون اتنين روه فالراوه بتروح مع الراوه
+
+401
+00:32:26,280 --> 00:32:29,940
+يعني اكتر منها او احلى اصلا كونستان انا مش مستغلة
+
+402
+00:32:29,940 --> 00:32:35,450
+يعني واحد على روههي عشرة اكتر من اكتر من اكتر من
+
+403
+00:32:35,450 --> 00:32:36,310
+اكتر من اكتر من اكتر من اكتر من اكتر من اكتر من
+
+404
+00:32:36,310 --> 00:32:40,730
+اكتر من اكتر من اكتر من اكتر من اكتر من اكتر من
+
+405
+00:32:40,730 --> 00:32:46,830
+اكتر من اكتر من اكتر من اكتر من اكتر من اكتر من
+
+406
+00:32:46,830 --> 00:32:46,850
+اكتر من اكتر من اكتر من اكتر من اكتر من اكتر من
+
+407
+00:32:46,850 --> 00:32:47,590
+اكتر من اكتر من اكتر من اكتر من اكتر من اكتر من
+
+408
+00:32:47,590 --> 00:32:49,930
+اكتر من اكتر من اكتر من اكتر من اكتر
+
+409
+00:32:54,320 --> 00:32:57,840
+الخطوة واحدة يعني ان الواحد بلاقى انه أسهل بكتير
+
+410
+00:32:57,840 --> 00:33:00,440
+في ال divergence من اللى هى ال volume integral من
+
+411
+00:33:00,440 --> 00:33:02,900
+ال surface لإن ال surface بتاخد اللى فوق و اللى
+
+412
+00:33:02,900 --> 00:33:06,760
+تحت و اللى حوالها لما أخدت ال divergence و بس عملت
+
+413
+00:33:06,760 --> 00:33:10,340
+عملت ال divergence و حتى لسه قبل ما أعمل ال volume
+
+414
+00:33:10,340 --> 00:33:12,740
+integral و حصل اللى ال divergence هو اللى زى
+
+415
+00:33:17,210 --> 00:33:20,550
+انتوا متذكرين ايش حكينا؟ احنا قولنا ال divergence
+
+416
+00:33:20,550 --> 00:33:23,610
+يا داخل يا طالع اذا طلعنا احنا على ال field اللي
+
+417
+00:33:23,610 --> 00:33:28,710
+قدامنا فيه عمدي اللي هو field طالع من ال raw اتجاه
+
+418
+00:33:28,710 --> 00:33:32,270
+ال raw و واحد اتجاه ال z الشكل تبعه هذا هو هاي ال
+
+419
+00:33:32,270 --> 00:33:35,650
+components تاومة واحدة اتجاه ال raw واحدة اتجاه ال
+
+420
+00:33:35,650 --> 00:33:39,330
+z احنا قولنا ال divergence اشماله يا داخل على نقطة
+
+421
+00:33:39,330 --> 00:33:43,550
+يا طالع من النقطة فهنا اكيد ال divergence zero
+
+422
+00:33:48,420 --> 00:33:51,440
+أذن احنا أثبتنا أنه سواء استخدام ال volume
+
+423
+00:33:51,440 --> 00:33:53,940
+integral اللي هو ال integral of volume divergence
+
+424
+00:33:53,940 --> 00:33:57,700
+EDV أو ال surface integral closed closed معناه بدي
+
+425
+00:33:57,700 --> 00:34:00,200
+أغطي كل ال surface يعني أطلع لو أنا سفيرة على كل
+
+426
+00:34:00,200 --> 00:34:04,880
+الأجزات على السفير سلندر وحتى لو مكعب بدي أطلع على
+
+427
+00:34:04,880 --> 00:34:06,880
+كل ال surface عشان هاي ال closed surface
+
+428
+00:34:11,270 --> 00:34:14,470
+التانية اللى هى Stokes serum برضه من أهم النظريات
+
+429
+00:34:14,470 --> 00:34:18,210
+اللى هستخدمها هى ال electromagnetic و Stokes serum
+
+430
+00:34:18,210 --> 00:34:22,570
+بتقول ليه أول خليني أحكي ع ال curl و بعدين برجع ل
+
+431
+00:34:22,570 --> 00:34:26,730
+Stokes serum نجعل ال curl ايش معناه ال curl برضه
+
+432
+00:34:26,730 --> 00:34:31,210
+ال curl هو vector vector constant
+
+433
+00:34:33,920 --> 00:34:37,740
+هو هو carol بس هو del across a بس ماحدش بقول del
+
+434
+00:34:37,740 --> 00:34:41,120
+across a مش بقول بروح ال carol a ال carol a معناه
+
+435
+00:34:41,120 --> 00:34:43,380
+انه ال del across معاك تتقبل
+
+436
+00:34:46,370 --> 00:34:49,770
+هو is an axial or rotational يعني بعبّرلى عن حاجة
+
+437
+00:34:49,770 --> 00:34:52,510
+rotation يعني احنا ال divergence قلنا يا حاجة
+
+438
+00:34:52,510 --> 00:34:55,990
+بتدخل يا بتطلع sinking or outward يعني زي قلنا لو
+
+439
+00:34:55,990 --> 00:34:59,210
+في عندى charge هذا يتمثللى مصدر يعني ده ال
+
+440
+00:34:59,210 --> 00:35:02,730
+divergence انك تكون عندى مصدر مصدر زى ال charge
+
+441
+00:35:02,730 --> 00:35:06,470
+إيش بتسوي لك electric field طالع لو كانت موجبة أو
+
+442
+00:35:06,470 --> 00:35:11,410
+داخل لو كانت سالبة تمام هذا مين ال divergence ال
+
+443
+00:35:11,410 --> 00:35:15,370
+curve تمثللى rotation يعني حاجة بتلوف حوالين حاجة
+
+444
+00:35:16,020 --> 00:35:21,080
+مش محتاجة ال source، ماشي bluff، rotation whose
+
+445
+00:35:21,080 --> 00:35:24,600
+magnitude is the maximum circulation of every unit
+
+446
+00:35:24,600 --> 00:35:28,300
+area as the area tends to zero and whose direction
+
+447
+00:35:28,300 --> 00:35:33,140
+is the normal direction of the area when the area
+
+448
+00:35:33,140 --> 00:35:36,280
+is oriented so as to make the circulation maximum
+
+449
+00:35:36,730 --> 00:35:40,730
+يعني اتجاهه اتجاه اللي هو ال maximum direction ل
+
+450
+00:35:40,730 --> 00:35:45,290
+اللي هو ال area بساطة هذا هو التعبير الرياضي لل
+
+451
+00:35:45,290 --> 00:35:48,710
+curve اللي هو line integral ل a dot dl اللي هو
+
+452
+00:35:48,710 --> 00:35:50,710
+اللي حكيته هنا ال circulation اللي هو ال
+
+453
+00:35:50,710 --> 00:35:53,950
+integration على اللي هو ال surface per unit area
+
+454
+00:35:53,950 --> 00:35:57,890
+as ال area بتروح ل zero واتجاهه اللي هو ال maximum
+
+455
+00:35:57,890 --> 00:36:02,010
+اتجاه اللي بيعطينا ال maximum circulation فذا ال
+
+456
+00:36:02,010 --> 00:36:04,930
+curve A هو بساطة الدل cross A
+
+457
+00:36:07,610 --> 00:36:09,690
+الكئر في الـ Cartesian coordinate أو في الـ
+
+458
+00:36:09,690 --> 00:36:11,770
+cylindrical أو في الـ spherical هو determinant
+
+459
+00:36:11,770 --> 00:36:17,370
+يعني ممكن أنا أحله manually أقول الكتر الدم مثلا
+
+460
+00:36:17,370 --> 00:36:22,810
+في الـ Cartesian الدم بسوء dy dx وهذا الحق كل
+
+461
+00:36:22,810 --> 00:36:30,490
+الكئر ذئب الـ dy درجه ويها ذئب الـ dy بزدها والكتر
+
+462
+00:36:30,490 --> 00:36:39,190
+تبعين بسوء Ax أسها ذئب Ay بيهازائد a z زرها احنا
+
+463
+00:36:39,190 --> 00:36:45,370
+اخدنا اللي هو a cross b صح اخدنا ال a cross b
+
+464
+00:36:45,370 --> 00:36:48,350
+وقلنا برضه التامة بس كله ده مقدر اقضى بحلو فى
+
+465
+00:36:48,350 --> 00:36:52,270
+الحال يعنى اول اخد cross مع cross هذا zero هذا مع
+
+466
+00:36:52,270 --> 00:36:56,290
+هذا minus component هذا مع هذا minus y هذا مع هذا
+
+467
+00:36:56,290 --> 00:37:04,600
+يعطينا y x minus zY X Y Zero و Y X Xها و هكذا لكن
+
+468
+00:37:04,600 --> 00:37:09,360
+هذه ممكن أضيع فيها إشارات و أضيع فيها دمية فكله
+
+469
+00:37:09,360 --> 00:37:13,380
+اختصارا هنا ال curl انه بعمل ال determinant الصفر
+
+470
+00:37:13,380 --> 00:37:18,400
+الأول اللي هو unit vectors Xها و Yها و ال vector
+
+471
+00:37:18,400 --> 00:37:21,760
+الأولاني يكون الصفر الأول التاني و ال unit vector
+
+472
+00:37:21,760 --> 00:37:26,560
+التالك التاني يكون Y صفر التالك فانا بس افرغ ال A
+
+473
+00:37:26,560 --> 00:37:35,910
+X B صار تل cross Aالصف التانى لادل
+
+474
+00:37:35,910 --> 00:37:40,430
+والصف التالف لادل كارتيزن
+
+475
+00:37:40,430 --> 00:37:57,650
+XYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYYY
+
+476
+00:37:58,170 --> 00:38:02,510
+D by D rho, D by D pi, D by D z, A rho, rho, A pi,
+
+477
+00:38:02,610 --> 00:38:09,310
+A z وفي الـcylindrical coordinate, curl الـA هيكون
+
+478
+00:38:09,310 --> 00:38:13,070
+واحدة لارتر بيها الـsin θ ال determinant لارها
+
+479
+00:38:13,070 --> 00:38:15,210
+ارتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+480
+00:38:15,210 --> 00:38:16,190
+الارتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+481
+00:38:16,190 --> 00:38:17,110
+الارتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+482
+00:38:17,110 --> 00:38:18,650
+الارتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+483
+00:38:18,650 --> 00:38:19,150
+الارتر بيها الارتر بيها الارتر بيها الارتر بيها
+
+484
+00:38:19,150 --> 00:38:22,210
+الارتر بيها الارتر بيها الارتر بيها الارتر
+
+485
+00:38:22,310 --> 00:38:25,670
+الكمبونات تانية R في A ثتا R مضروبة في الكمبونات
+
+486
+00:38:25,670 --> 00:38:30,590
+في A ثتا R ثانية ثتا مضروبة في A فعلا تانية تانية
+
+487
+00:38:30,590 --> 00:38:33,510
+تانية تانية تانية تانية تانية تانية تانية تانية
+
+488
+00:38:33,510 --> 00:38:33,970
+تانية تانية تانية تانية تانية تانية تانية تانية
+
+489
+00:38:33,970 --> 00:38:37,670
+تانية تانية تانية تانية تانية تانية تانية تانية
+
+490
+00:38:37,670 --> 00:38:37,870
+تانية تانية تانية تانية تانية تانية تانية تانية
+
+491
+00:38:37,870 --> 00:38:38,390
+تانية تانية تانية تانية تانية تانية تانية تانية
+
+492
+00:38:38,390 --> 00:38:38,410
+تانية تانية تانية تانية تانية تانية تانية تانية
+
+493
+00:38:38,410 --> 00:38:48,110
+تانية تانية تانية تانية تانية تانية تانية تانية
+
+494
+00:38:48,110 --> 00:38:50,130
+تان
+
+495
+00:38:51,680 --> 00:38:56,380
+cross product دايما بيعطيني vector quantity curl
+
+496
+00:38:56,380 --> 00:38:59,640
+scalar زي divergence ل scalar يعني ماقدر أقول curl
+
+497
+00:38:59,640 --> 00:39:05,880
+scalar عجب scalar لأ دي مالهاش أي معنى ال cross
+
+498
+00:39:05,880 --> 00:39:09,820
+product بين two vectors فإذا بقول a cross scalar
+
+499
+00:39:09,820 --> 00:39:12,980
+مالهاش معنى برضه دل a cross scalar مالهاش معنى
+
+500
+00:39:15,730 --> 00:39:19,490
+كيرل A زي B يعني لو انا جمعت ال two fields ال
+
+501
+00:39:19,490 --> 00:39:22,810
+field الأول مع التاني و جبت لهم الكيرل نفس الشيء
+
+502
+00:39:22,810 --> 00:39:26,010
+لو جبت الكيرل الأول و الكيرل التاني و جمعتهم مع
+
+503
+00:39:26,010 --> 00:39:31,670
+بعض كيرل A cross B ليس بسيطا لإنه يوجد هناك
+
+504
+00:39:31,670 --> 00:39:35,290
+differentiation الدل هي ده فقط تفاضل ببعبر عنها
+
+505
+00:39:35,290 --> 00:39:37,830
+بال identity high و high مهمة كتير في ال
+
+506
+00:39:37,830 --> 00:39:42,630
+electromagnetic high كيرل A cross B هي عبارة عن
+
+507
+00:39:54,670 --> 00:39:57,330
+الـDEL بتأثر أولا على الـB و بعدين ناخده ضد ال
+
+508
+00:39:57,330 --> 00:40:01,470
+product واضح؟ يعني هاي تفاضل الـDEL تفاضل بيها في
+
+509
+00:40:01,470 --> 00:40:05,270
+A cross DEL across ال A cross B تعبر عنها في هاي
+
+510
+00:40:05,270 --> 00:40:11,560
+الآيةScalar مع vector بتعمل لإنه مثلًا احنا بتشبه
+
+511
+00:40:11,560 --> 00:40:17,120
+ده تفاضل two terms بس هنا Divergence كنا بس محددت
+
+512
+00:40:17,120 --> 00:40:23,360
+هنا بس scale يعني عندي v k لل a زائد gradient ال v
+
+513
+00:40:23,360 --> 00:40:27,800
+cross a يعني دل هيعمل application على ال scalar
+
+514
+00:40:27,800 --> 00:40:31,000
+وعلى ال vector يعني هيفضل ال scalar و ال vector بس
+
+515
+00:40:31,000 --> 00:40:34,020
+لما ييجي على ال vector هيكون cross product وعلى ال
+
+516
+00:40:34,020 --> 00:40:36,340
+scalar هيكون ال gradient تبع ال scalar
+
+517
+00:40:39,450 --> 00:40:43,310
+الـ divergence of a curl هيكون دايماً zero ال
+
+518
+00:40:43,310 --> 00:40:46,230
+divergence of a curl of a vector فانش يعني ال
+
+519
+00:40:46,230 --> 00:40:49,750
+divergence of curl A بتسوء zero ال divergence
+
+520
+00:40:49,750 --> 00:40:56,650
+لcurl A بيسوء zero كمان ال cross أو ال curl لدل أو
+
+521
+00:40:56,650 --> 00:40:59,970
+لل gradient بيسوء zero هدولة التمثيل مهمين كتير
+
+522
+00:40:59,970 --> 00:41:03,050
+برضه اللي هي الفيه تسيوري أو أسبوطات الفيه تسيوري
+
+523
+00:41:03,050 --> 00:41:07,230
+لما تبقوا علينا أي divergence للcurl
+
+524
+00:41:25,110 --> 00:41:29,470
+بس احنا عاملة كامل ايه؟ ايش مابمثلين؟ Circulation
+
+525
+00:41:29,470 --> 00:41:34,710
+مابمثلينش divergenceكيرل الـ A بس دي circulation
+
+526
+00:41:34,710 --> 00:41:37,350
+بحيث ال divergence عشان مايكونش بساوة صفر لازم
+
+527
+00:41:37,350 --> 00:41:40,370
+يكون عند ال source يا طالع يا داخل ف divergence
+
+528
+00:41:40,370 --> 00:41:43,950
+الكيرل أكيد zero نفس الشيء لل gradient مثلنيشي
+
+529
+00:41:43,950 --> 00:41:47,130
+حاجة سواء طالع أو داخل لو تقصتيشي ناتج أنه في
+
+530
+00:41:47,130 --> 00:41:53,950
+source داخل أو طالع فكرل ال gradient بساوة zero لو
+
+531
+00:41:53,950 --> 00:41:56,510
+طلعته أكتر في علم أكتر من هيكي موجودين في ال
+
+532
+00:41:56,510 --> 00:42:00,330
+appendix A في الكتاب عن حصائص ان هو الكيرل
+
+533
+00:42:05,360 --> 00:42:08,860
+هذا هو شكل ال curling هي اللي انا بحكيه انه ال
+
+534
+00:42:08,860 --> 00:42:12,720
+curling حاجة بتلف يعني بمثل ال curl دوران
+
+535
+00:42:12,720 --> 00:42:17,460
+circulation هذا المثال اللي في a بيعمللي ان ال
+
+536
+00:42:17,460 --> 00:42:21,500
+curl ال vector هيكون لا يساوي zero بينما في المثال
+
+537
+00:42:21,500 --> 00:42:25,660
+هذا ال curve بيساوي zero يعني لو انا قلتلك ان ال
+
+538
+00:42:25,660 --> 00:42:31,240
+field تبع a بيساوي خمسة z hat خمسة z ولا خمسة rho
+
+539
+00:42:31,240 --> 00:42:33,380
+z hat اتجاه و اتجاه z hat
+
+540
+00:42:36,110 --> 00:42:39,390
+لأ انا مش شايفش انه circulation لكن لو قلت انه
+
+541
+00:42:39,390 --> 00:42:44,430
+اتجاهه مثلا ال raw hat الفاي هات الفاي هات اتجاه
+
+542
+00:42:44,430 --> 00:42:50,390
+ال circulation فبكون الوكبير هاي
+
+543
+00:42:50,390 --> 00:42:52,390
+stock serum، stock serum برضه زي ال diversion
+
+544
+00:42:52,390 --> 00:42:56,530
+serum من اللي هم نظريات مهمة جدا في الدراسة
+
+545
+00:42:56,530 --> 00:43:01,100
+النفسية و ال stock serum مش كلهالـ closed line
+
+546
+00:43:01,100 --> 00:43:04,120
+integral هد أخدناها شهودها الـ circulation
+
+547
+00:43:04,120 --> 00:43:07,240
+بتذكرين؟ ال circulation قلنا ال closed path
+
+548
+00:43:07,240 --> 00:43:10,020
+integral لA وDL وحلينا أمثل عليه في الحضرة الماضية
+
+549
+00:43:10,020 --> 00:43:13,100
+سميناها ال circulation ال circulation قلنا ال
+
+550
+00:43:13,100 --> 00:43:18,260
+closed line integral لA وDL هد ال circulation
+
+551
+00:43:18,260 --> 00:43:24,480
+بناسرني أو بقتلان بساوي ال surface integral لكر
+
+552
+00:43:24,480 --> 00:43:29,200
+للA وDL اذا ال circulation اللي هو ال closed path
+
+553
+00:43:30,460 --> 00:43:35,720
+للـ vector.dl بساوي ال surface integral ل curl A
+
+554
+00:43:35,720 --> 00:43:42,680
+dot DS المثل اللى قدامنا احنا فيه باص اسمه
+
+555
+00:43:42,680 --> 00:43:46,160
+L محيط في ال surface الأزرق هو ال surface يعني مثل
+
+556
+00:43:46,160 --> 00:43:52,900
+الطاولة وهي محيط الطاولة لو انا اخدت ال line
+
+557
+00:43:52,900 --> 00:43:58,480
+integral لل vector A حول ال line لازم يساوي ال
+
+558
+00:43:58,480 --> 00:44:02,140
+surface integralلمن؟ لـ cross product تبع ال
+
+559
+00:44:02,140 --> 00:44:06,780
+vector plotted مع ال DS طبعا
+
+560
+00:44:06,780 --> 00:44:10,860
+لو احنا قسمنا هذه ال circulation يعني قسمنا ال
+
+561
+00:44:10,860 --> 00:44:13,140
+surface لأزاقة صغيرة كتير كتير واخدت ال
+
+562
+00:44:13,140 --> 00:44:16,580
+circulation مثلا لهذا ال surface و بعدين اخدت ال
+
+563
+00:44:16,580 --> 00:44:19,360
+circulation لهذا ال surface ايش بلاحظ؟ بلاحظ عند
+
+564
+00:44:19,360 --> 00:44:23,060
+ال boundaries دايما في حاجة بتعصي البعض مثلا هذا
+
+565
+00:44:23,060 --> 00:44:24,460
+اللي قسمت ال surfaces
+
+566
+00:44:30,640 --> 00:44:36,580
+أجروا هذا ال surface هاي ال circulation دلوقت
+
+567
+00:44:36,580 --> 00:44:41,500
+الدورة التانية هيت cancel معاها يعني جوا ال
+
+568
+00:44:41,500 --> 00:44:45,400
+circulation عشان نفسر ليش أنه ال surface انتجرة
+
+569
+00:44:45,400 --> 00:44:50,240
+بالآخر بستور الله انتجرة احنا قلنا ال curve هو ال
+
+570
+00:44:50,240 --> 00:44:53,020
+circulation و لو أنا أقسمت ال surface لمجموعة
+
+571
+00:44:53,020 --> 00:44:56,740
+surfaces بحط هاي كمان هنا مثلا هاي ال surface هذا
+
+572
+00:44:56,740 --> 00:45:02,670
+هاي ال circulationفهذا برضه سيظهر من هذا فبالنهاية
+
+573
+00:45:02,670 --> 00:45:06,430
+هلاحظ ان هو جزء الكيرل بالتمام بيساوي ال line
+
+574
+00:45:06,430 --> 00:45:12,470
+integral كيرل A ضد S او انا عملته على أزاق ملاحظ
+
+575
+00:45:12,470 --> 00:45:16,210
+ان ال boundaries كله جواها تتقنصلوا بعض كله
+
+576
+00:45:16,210 --> 00:45:20,190
+هيتقنصل هذا بس هيدوم عندي البرامج فهذا بتدرّبنا
+
+577
+00:45:20,190 --> 00:45:25,010
+ليش ان ال surface integral لكرل A ضد S بيساوي
+
+578
+00:45:25,010 --> 00:45:27,570
+بالتمام ال circulation اللي هو ال line integral
+
+579
+00:45:31,740 --> 00:45:37,620
+هذه تمثيلة لـ Stock Theorem لالـ vector.dl أنا
+
+580
+00:45:37,620 --> 00:45:41,920
+في اللقاء القادم هنشوف الأمثلة نفس الفكرة احنا
+
+581
+00:45:41,920 --> 00:45:45,020
+هنشوف أول حاجة انجيب الkeyword بتاع ال vector و
+
+582
+00:45:45,020 --> 00:45:48,280
+بعدين هناخد مثال ان تشوف فيه اللي هو stock theorem
+
+583
+00:45:48,280 --> 00:45:51,680
+اللي هتتحقق ولا لا زي هذا المثال اللي هو ان
+
+584
+00:45:54,790 --> 00:45:58,350
+اللي هو في البيت، هذا من الساعة تلاتة point تسعة و
+
+585
+00:45:58,350 --> 00:46:02,490
+هو هذا من الساعة تلاتة point ستة، دربوا عليهم في
+
+586
+00:46:02,490 --> 00:46:04,690
+البيت، شكرا لكوا العارفة و ان شاء الله نشوفكوا
+
+587
+00:46:04,690 --> 00:46:05,470
+القيادة الحاضرة
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/XWXuB9Lj7KU_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/XWXuB9Lj7KU_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..c6a6dca633ead3bafd1c5c0dbd2e8259e93132a9
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/XWXuB9Lj7KU_raw.json
@@ -0,0 +1 @@
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Cylinder Calcificrical وعرفنا ان هو vector واتجاهه هو تمام عمودي على اتجاه ال surface هذا ال clause integral يساوي تمام integral over volume ل diverge air", "tokens": [7649, 11296, 2423, 8062, 257, 6055, 3555, 3615, 8315, 4032, 11778, 1829, 5551, 36520, 31439, 2423, 4478, 6055, 3555, 3615, 2423, 3753, 4032, 1975, 5016, 8315, 5551, 9778, 3215, 8315, 2423, 4478, 6055, 3555, 3615, 2423, 3753, 8978, 2423, 22478, 42434, 4032, 41185, 2423, 10295, 5045, 1068, 3511, 22856, 15888, 4032, 3615, 28480, 8315, 16472, 31439, 8062, 4032, 9307, 7435, 40294, 3224, 31439, 46811, 10943, 6225, 2304, 2407, 16254, 15844, 1975, 2655, 7435, 40294, 2423, 3753, 23758, 2423, 25925, 11573, 7251, 3794, 995, 45865, 46811, 10943, 11573, 670, 5523, 5296, 18558, 432, 1988], "avg_logprob": -0.3966090476259272, "compression_ratio": 1.7363636363636363, "no_speech_prob": 2.205371856689453e-06, "words": [{"start": 688.68, "end": 689.1, "word": "انها", "probability": 0.1460418701171875}, {"start": 689.1, "end": 689.36, 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"Y X Y Zero و Y X Xها و هكذا لكن هذه ممكن أضيع فيها إشارات و أضيع فيها دمية فكله اختصارا هنا ال curl انه بعمل ال determinant الصفر الأول اللي هو unit vectors Xها و Yها و ال vector الأولاني يكون الصفر الأول التاني و ال unit vector التالك التاني يكون Y صفر التالك فانا بس افرغ ال A X B صار تل cross A", "tokens": [56, 1783, 398, 17182, 4032, 398, 1783, 1783, 11296, 4032, 8032, 4117, 15730, 44381, 29538, 3714, 43020, 5551, 11242, 40228, 8978, 11296, 11933, 8592, 9640, 9307, 4032, 5551, 11242, 40228, 8978, 11296, 11778, 2304, 10632, 6156, 28820, 3224, 1975, 46456, 9381, 9640, 995, 34105, 2423, 22591, 16472, 3224, 4724, 25957, 1211, 2423, 41296, 31767, 5172, 2288, 16247, 12610, 13672, 1829, 31439, 4985, 18875, 1783, 11296, 4032, 398, 11296, 4032, 2423, 8062, 16247, 12610, 7649, 1829, 7251, 30544, 31767, 5172, 2288, 16247, 12610, 16712, 7649, 1829, 4032, 2423, 4985, 8062, 16712, 6027, 4117, 16712, 7649, 1829, 7251, 30544, 398, 20328, 5172, 2288, 16712, 6027, 4117, 6156, 7649, 995, 4724, 3794, 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curl", "probability": 0.82763671875}, {"start": 2441.31, "end": 2441.77, "word": " هيكون", "probability": 0.697509765625}, {"start": 2441.77, "end": 2442.15, "word": " دايماً", "probability": 0.6689453125}, {"start": 2442.15, "end": 2442.45, "word": " zero", "probability": 0.341552734375}, {"start": 2442.45, "end": 2443.31, "word": " ال", "probability": 0.6181640625}, {"start": 2443.31, "end": 2443.81, "word": " divergence", "probability": 0.689453125}, {"start": 2443.81, "end": 2444.35, "word": " of", "probability": 0.7978515625}, {"start": 2444.35, "end": 2444.63, "word": " a", "probability": 0.8876953125}, {"start": 2444.63, "end": 2444.89, "word": " curl", "probability": 0.83447265625}, {"start": 2444.89, "end": 2445.01, "word": " of", "probability": 0.73486328125}, {"start": 2445.01, "end": 2445.15, "word": " a", "probability": 0.83056640625}, {"start": 2445.15, "end": 2445.45, "word": " vector", "probability": 0.96435546875}, {"start": 2445.45, "end": 2445.95, "word": " فانش", "probability": 0.6931966145833334}, {"start": 2445.95, "end": 2446.07, "word": " يعني", "probability": 0.4439697265625}, {"start": 2446.07, "end": 2446.23, "word": " ال", "probability": 0.7236328125}, {"start": 2446.23, "end": 2446.67, "word": " divergence", "probability": 0.63232421875}, {"start": 2446.67, "end": 2446.83, "word": " of", "probability": 0.181396484375}, {"start": 2446.83, "end": 2446.99, "word": " curl", "probability": 0.3466796875}, {"start": 2446.99, "end": 2447.27, "word": " A", "probability": 0.35009765625}, {"start": 2447.27, "end": 2447.73, "word": " بتسوء", "probability": 0.48260498046875}, {"start": 2447.73, "end": 2448.07, "word": " zero", "probability": 0.474365234375}, {"start": 2448.07, "end": 2449.29, "word": " ال", "probability": 0.87158203125}, {"start": 2449.29, "end": 2449.75, "word": " divergence", "probability": 0.98583984375}, {"start": 2449.75, "end": 2450.55, "word": " لcurl", "probability": 0.7188313802083334}, {"start": 2450.55, "end": 2450.73, "word": " A", "probability": 0.95947265625}, {"start": 2450.73, "end": 2451.11, "word": " بيسوء", "probability": 0.807958984375}, {"start": 2451.11, "end": 2451.43, "word": " zero", "probability": 0.6806640625}, {"start": 2451.43, "end": 2453.05, "word": " كمان", "probability": 0.9749348958333334}, {"start": 2453.05, "end": 2453.29, "word": " ال", "probability": 0.87255859375}, {"start": 2453.29, "end": 2453.73, "word": " cross", "probability": 0.81396484375}, {"start": 2453.73, "end": 2454.43, "word": " أو", "probability": 0.72314453125}, {"start": 2454.43, "end": 2454.61, "word": " ال", "probability": 0.884765625}, {"start": 2454.61, "end": 2454.95, "word": " curl", "probability": 0.73974609375}, {"start": 2454.95, "end": 2456.09, "word": " لدل", "probability": 0.586181640625}, {"start": 2456.09, "end": 2456.65, "word": " أو", "probability": 0.767578125}, {"start": 2456.65, "end": 2456.89, "word": " لل", "probability": 0.75927734375}, {"start": 2456.89, "end": 2457.35, "word": " gradient", "probability": 0.7255859375}, {"start": 2457.35, "end": 2457.79, "word": " بيسوء", "probability": 0.8923828125}, {"start": 2457.79, "end": 2458.13, "word": " zero", "probability": 0.74072265625}, {"start": 2458.13, "end": 2458.89, "word": " هدولة", "probability": 0.76995849609375}, {"start": 2458.89, "end": 2459.21, "word": " التمثيل", "probability": 0.54510498046875}, {"start": 2459.21, "end": 2459.55, "word": " مهمين", "probability": 0.8273111979166666}, {"start": 2459.55, "end": 2459.97, "word": " كتير", "probability": 0.9544270833333334}, {"start": 2459.97, "end": 2460.91, "word": " برضه", "probability": 0.8610026041666666}, {"start": 2460.91, "end": 2461.09, "word": " اللي", "probability": 0.827392578125}, {"start": 2461.09, "end": 2461.21, "word": " هي", "probability": 0.86279296875}, {"start": 2461.21, "end": 2461.51, "word": " الفيه", "probability": 0.4451497395833333}, {"start": 2461.51, "end": 2461.83, "word": " تسيوري", "probability": 0.70302734375}, {"start": 2461.83, "end": 2461.95, "word": " أو", "probability": 0.70751953125}, {"start": 2461.95, "end": 2462.33, "word": " أسبوطات", "probability": 0.614453125}, {"start": 2462.33, "end": 2462.53, "word": " الفيه", "probability": 0.9222005208333334}, {"start": 2462.53, "end": 2463.05, "word": " تسيوري", "probability": 0.98115234375}, {"start": 2463.05, "end": 2463.43, "word": " لما", "probability": 0.5147705078125}, {"start": 2463.43, "end": 2463.71, "word": " تبقوا", "probability": 0.729217529296875}, {"start": 2463.71, "end": 2464.17, "word": " علينا", "probability": 0.97314453125}, {"start": 2464.17, "end": 2464.43, "word": " أي", "probability": 0.69384765625}, {"start": 2464.43, "end": 2464.97, "word": " divergence", "probability": 0.9951171875}, {"start": 2464.97, "end": 2467.23, "word": " للcurl", "probability": 0.6170247395833334}], "temperature": 1.0}, {"id": 93, "seek": 249161, "start": 2485.11, "end": 2491.61, "text": "بس احنا عاملة كامل ايه؟ ايش مابمثلين؟ Circulation مابمثلينش divergence", "tokens": [3555, 3794, 1975, 5016, 8315, 6225, 10943, 37977, 9122, 10943, 1211, 1975, 1829, 3224, 22807, 1975, 1829, 8592, 3714, 16758, 2304, 12984, 1211, 9957, 22807, 13791, 2444, 399, 3714, 16758, 2304, 12984, 1211, 9957, 8592, 47387], "avg_logprob": -0.7111486615361394, "compression_ratio": 1.1956521739130435, "no_speech_prob": 0.0, "words": [{"start": 2485.11, "end": 2486.11, "word": "بس", "probability": 0.29595947265625}, {"start": 2486.11, "end": 2486.47, "word": " احنا", "probability": 0.6680094401041666}, {"start": 2486.47, "end": 2486.69, "word": " عاملة", "probability": 0.5608723958333334}, {"start": 2486.69, "end": 2487.19, "word": " كامل", "probability": 0.6396891276041666}, {"start": 2487.19, "end": 2487.65, "word": " ايه؟", "probability": 0.62823486328125}, {"start": 2487.65, "end": 2487.65, "word": " ايش", "probability": 0.5139973958333334}, {"start": 2487.65, "end": 2488.69, "word": " مابمثلين؟", "probability": 0.6053641183035714}, {"start": 2488.69, "end": 2489.47, "word": " Circulation", "probability": 0.6639811197916666}, {"start": 2489.47, "end": 2491.11, "word": " مابمثلينش", "probability": 0.6448102678571429}, {"start": 2491.11, "end": 2491.61, "word": " divergence", "probability": 0.6982421875}], "temperature": 1.0}, {"id": 94, "seek": 252033, "start": 2493.11, "end": 2520.33, "text": "كيرل الـ A بس دي circulation بحيث ال divergence عشان مايكونش بساوة صفر لازم يكون عند ال source يا طالع يا داخل ف divergence الكيرل أكيد zero نفس الشيء لل gradient مثلنيشي حاجة سواء طالع أو داخل لو تقصتيشي ناتج أنه في source داخل أو طالع فكرل ال gradient بساوة zero لو طلعته أكتر في علم أكتر من هيكي موجودين في ال appendix A في الكتاب عن حصائص ان هو الكيرل", "tokens": [4117, 13546, 1211, 2423, 39184, 316, 4724, 3794, 11778, 1829, 23168, 4724, 5016, 1829, 12984, 2423, 47387, 6225, 8592, 7649, 19446, 1829, 30544, 8592, 4724, 3794, 995, 2407, 3660, 20328, 5172, 2288, 5296, 31377, 2304, 7251, 30544, 43242, 2423, 4009, 35186, 23032, 6027, 3615, 35186, 11778, 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circulation هذا المثال اللي في a بيعمللي ان ال curl ال vector هيكون لا يساوي zero بينما في المثال هذا ال curve بيساوي zero يعني لو انا قلتلك ان ال field تبع a بيساوي خمسة z hat خمسة z ولا خمسة rho z hat اتجاه و اتجاه z hat", "tokens": [3224, 15730, 31439, 13412, 28820, 2423, 45085, 39896, 13672, 1829, 1975, 8315, 4724, 5016, 4117, 1829, 3224, 16472, 3224, 2423, 45085, 11331, 26108, 3660, 39894, 1211, 5172, 37495, 22653, 4724, 2304, 12984, 1211, 2423, 22591, 11778, 13063, 7649, 23168, 23758, 9673, 12984, 6027, 13672, 1829, 8978, 257, 4724, 1829, 25957, 1211, 20292, 16472, 2423, 22591, 2423, 8062, 39896, 30544, 20193, 7251, 3794, 995, 45865, 4018, 49374, 15042, 8978, 9673, 12984, 6027, 23758, 2423, 7605, 4724, 1829, 3794, 995, 45865, 4018, 37495, 22653, 45164, 1975, 8315, 12174, 1211, 2655, 23275, 16472, 2423, 2519, 6055, 3555, 3615, 257, 4724, 1829, 3794, 995, 45865, 16490, 2304, 3794, 3660, 710, 2385, 16490, 2304, 3794, 3660, 710, 49429, 16490, 2304, 3794, 3660, 20293, 710, 2385, 1975, 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/c40WAEfGwMA_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/c40WAEfGwMA_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..bf89059bde1033679242306eebde9552e85841f8
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/c40WAEfGwMA_postprocess.srt
@@ -0,0 +1,2264 @@
+1
+00:00:20,790 --> 00:00:23,110
+بسم الله الرحمن الرحيم السلام عليكم و رحمة الله و
+
+2
+00:00:23,110 --> 00:00:25,950
+بركاته، احنا اليوم ان شاء الله هنتبع موضوعنا، في
+
+3
+00:00:25,950 --> 00:00:28,310
+المحاضر الماضي وقفنا عند اللي هو ال electric
+
+4
+00:00:28,310 --> 00:00:31,210
+dipole و ال flux lines، حكينا ايش هو ال electric
+
+5
+00:00:31,210 --> 00:00:34,670
+dipole، قلنا هو عبارة عن two charges، كل واحدة لها
+
+6
+00:00:34,670 --> 00:00:38,450
+شحنة من خلفها للتانية و بينهم مسافة صغيرة، بالنسبة
+
+7
+00:00:38,450 --> 00:00:43,130
+لمين؟ للمسافة اللي بتأيس عندها ال electric fieldأو
+
+8
+00:00:43,130 --> 00:00:45,050
+ال electric potential و احنا شوفنا من الحاضر
+
+9
+00:00:45,050 --> 00:00:47,550
+الماضي ان كيف احسب ال potential عند اي نقطة في ال
+
+10
+00:00:47,550 --> 00:00:51,770
+space فانا اذا عندي انا two charges زي في هذا
+
+11
+00:00:51,770 --> 00:00:57,110
+الصورة Q minus Q المسافة بينهم D و بدي اشوف ال
+
+12
+00:00:57,110 --> 00:00:59,330
+potential ناتج عن هذا ال dipole قولنا على طول
+
+13
+00:00:59,330 --> 00:01:03,130
+بسميه Q minus Q المسافة بينهم D اللي هي اقل بكتير
+
+14
+00:01:03,130 --> 00:01:07,990
+من R نسميه electric dipole قولنا ايه بقدر احسب ال
+
+15
+00:01:07,990 --> 00:01:11,110
+potential عند اي نقطة في ال space Q
+
+16
+00:01:19,820 --> 00:01:23,580
+الشحنة الأولى زاد ال potential الناتج من الشحنة
+
+17
+00:01:23,580 --> 00:01:29,700
+التانية السالب جاء من ال Q انها سالبة طبعا
+
+18
+00:01:29,700 --> 00:01:32,420
+لو فى هندي constant of integration هى ناقصها يروحت
+
+19
+00:01:32,420 --> 00:01:35,120
+يعنى مجموعة بقى هنضي على ال constant of
+
+20
+00:01:35,120 --> 00:01:40,410
+integrationأذا عندي ال total potential اش حساوى Q
+
+21
+00:01:40,410 --> 00:01:45,430
+على 4 by epsilon note R2 minus R1 على R1 في R2
+
+22
+00:01:45,430 --> 00:01:49,350
+قولنا من وين هي بنجيبها من واحد المقامات R2 minus
+
+23
+00:01:49,350 --> 00:01:53,410
+R1 حسبناها المحاضرة الماضية قولنا R2 ناقص R1 لو
+
+24
+00:01:53,410 --> 00:01:58,750
+انا اسقطت عمود من طفل Q على R2 هلاقى هذه R2 ناقص
+
+25
+00:01:58,750 --> 00:02:02,870
+R1 هذه المسافةلو سمينا θتا اللي هي الزاوية بين
+
+26
+00:02:02,870 --> 00:02:06,350
+اتجاه ال dipole اللي هي المسافة اللي واصلة بين ال
+
+27
+00:02:06,350 --> 00:02:11,550
+two charges و ال line اللي بيوصل ما بين ال center
+
+28
+00:02:11,550 --> 00:02:14,490
+تبع ال dipole و النقطة الدقيقة عندها اللي بتنشر
+
+29
+00:02:14,490 --> 00:02:17,730
+هذه سميناها ال θتا هي برضه هتكون θتا لأنها علاقة
+
+30
+00:02:17,730 --> 00:02:23,290
+بالتناظر لذا هذه المسافة هتكون d cos θتا لو عوضنا
+
+31
+00:02:23,290 --> 00:02:29,850
+عنهم في الالمعادلة R2-R1 Dcosθ و تقريبا انه R1
+
+32
+00:02:29,850 --> 00:02:33,270
+بتساوي R2 بتساوي R دي شونه تقريبا لان هذه مسافة
+
+33
+00:02:33,270 --> 00:02:36,150
+بعيدة كتير يعني هلاقيه كأنهم صاروا على التوازن
+
+34
+00:02:36,150 --> 00:02:39,770
+وهذه المسافة صغيرة كتير فبقدر اقول ان R1 فR2
+
+35
+00:02:39,770 --> 00:02:47,990
+بتساوي R3 يعنيالبوتنشن ناتج عن دايول هو QD cos θ
+
+36
+00:02:47,990 --> 00:02:51,350
+على 4 π إبسنون R تربيه طب قولنا D cos θ أيش أنا
+
+37
+00:02:51,350 --> 00:02:54,710
+بقدر أعبر عنها إذا بتذاكرين في ال vector لما درسنا
+
+38
+00:02:54,710 --> 00:02:57,410
+ال vector قولنا أي حاجة D cos θ هي ال projection
+
+39
+00:02:57,410 --> 00:03:03,640
+تبع vector component على اتجاه معينفمين هى الاتجاه
+
+40
+00:03:03,640 --> 00:03:08,480
+فى حالتنا اللى هو اتجاه ال R لإن ال θ دي كوسين ثتا
+
+41
+00:03:08,480 --> 00:03:13,820
+هيكون فى اتجاه مين ال R hat هتكون دى ضد R hat دى
+
+42
+00:03:13,820 --> 00:03:17,720
+ضد R hat هتطلقين دى كوسين ثتا حيث دى مين هى دى
+
+43
+00:03:17,720 --> 00:03:21,240
+المسافة اللى بين ال two dipoles فهى الحالة إيش
+
+44
+00:03:21,240 --> 00:03:25,180
+اتجاهها Z hat ليش أخدناها Z hat لإن أنا دايما باخد
+
+45
+00:03:25,180 --> 00:03:29,870
+اتجاه ال dipole من السالب للموجباتجاههم يسموه جبه،
+
+46
+00:03:29,870 --> 00:03:33,230
+كمان في حاجة نبحتكم عليها المحاضرة الماضية انه هذا
+
+47
+00:03:33,230 --> 00:03:37,210
+ال table ماله ال center تبعه قاعد على ال origin مش
+
+48
+00:03:37,210 --> 00:03:39,650
+دائما ال table بيكون عندى قاعد على ال origin ممكن
+
+49
+00:03:39,650 --> 00:03:42,670
+يكون برضه قاعد في اي مكان في ال space بس انت بحسب
+
+50
+00:03:42,670 --> 00:03:48,900
+ال center قدش بعضه عن ال originحسابنا D cosθ
+
+51
+00:03:48,900 --> 00:03:52,560
+عبّرنا عنها D دول D R ونحطها في معادلة مين اللي هو
+
+52
+00:03:52,560 --> 00:03:55,180
+ال potential طبعا إذا إحنا حكينا بدنا نعرف ال new
+
+53
+00:03:55,180 --> 00:03:58,140
+quantity اللي هي ال dipole moment P وP hat هي
+
+54
+00:03:58,140 --> 00:04:01,500
+عبارة عن Q في D ميني Q اللي هي ال charge بتاعة ال
+
+55
+00:04:01,500 --> 00:04:05,120
+dipole واحدة من ال charges قيمة ال charge وD اللي
+
+56
+00:04:05,120 --> 00:04:10,780
+عرفناها ال vector اللي عبارة عن D dot R hat D
+
+57
+00:04:10,780 --> 00:04:13,520
+متأسفة المسافة بين ال two dipoles اللي بعرفها من
+
+58
+00:04:13,520 --> 00:04:17,220
+السالب ال quantity لبساطةيعني في هالحالة HD
+
+59
+00:04:17,220 --> 00:04:20,060
+اتجاهها D زدها لإنها جاية من ال minus لل plus
+
+60
+00:04:20,060 --> 00:04:25,600
+فهيكون Z hat فإذا بيبتسوة Q في D اللي هي vector
+
+61
+00:04:25,600 --> 00:04:29,420
+quantity vector quantity Q scalar لكن دي مالها
+
+62
+00:04:29,420 --> 00:04:32,400
+vector إذا انت عاجبه ال moment ماله vector
+
+63
+00:04:32,400 --> 00:04:35,980
+quantityنرجع للـ Potential الـ Potential إيش
+
+64
+00:04:35,980 --> 00:04:40,880
+هساوي؟ Q في D Cos θ على 4π أبسل نقطة R تربية نكتبه
+
+65
+00:04:40,880 --> 00:04:44,840
+على شكل Vector D Cos θ و انا إيش مكتوبها؟ D Dot R
+
+66
+00:04:44,840 --> 00:04:50,660
+Hat Q دي Vector إيش بدها تكون؟ B بتكون V بتساوي B
+
+67
+00:04:50,660 --> 00:04:54,740
+Dot R Hat على 4π أبسل نقطة R تربية إذا الـ
+
+68
+00:04:54,740 --> 00:04:57,660
+Potential الناتج عن الـ Dipole Moment هو قيمة الـ
+
+69
+00:04:57,660 --> 00:05:02,380
+Dipole Dot R Hat على 4π نقطة R تربية
+
+70
+00:05:04,900 --> 00:05:08,520
+زي ما حكينا اللي هي ال B من السالب للموجة زي
+
+71
+00:05:08,520 --> 00:05:14,350
+الشكيل ESطب لو كان الـ dipole مش عند ال origin لو
+
+72
+00:05:14,350 --> 00:05:17,090
+كان عند أي نقطة في ال space على بعد R' من ال
+
+73
+00:05:17,090 --> 00:05:21,430
+origin هيصير قيمة ال P عبارة عن P dot R minus R
+
+74
+00:05:21,430 --> 00:05:24,770
+prime على four by epsilon dot R minus R prime لكل
+
+75
+00:05:24,770 --> 00:05:28,270
+cube او انا ممكن هدق اسمي ال unit vector R minus R
+
+76
+00:05:28,270 --> 00:05:31,710
+prime على R minus R prime متذكرين يعني هدم احنا
+
+77
+00:05:31,710 --> 00:05:34,830
+بقدر نكتبها على شكل نفس القضية على R cube اللي هي
+
+78
+00:05:34,830 --> 00:05:39,550
+هتكون بدل R hat على R ترميش هتكون R vector على R
+
+79
+00:05:39,550 --> 00:05:44,040
+cubeلأن R هتمي هي R vector على R نفس الحاجة هنا
+
+80
+00:05:44,040 --> 00:05:48,920
+هيكون R minus R prime على R minus R prime لكل cube
+
+81
+00:05:48,920 --> 00:05:51,760
+لأن R prime كانت في الحالة الأولى عند مين ال zero
+
+82
+00:05:51,760 --> 00:05:56,260
+خلتها بطلت ال zero صار مكان بعيد عن ال origin تمام
+
+83
+00:05:59,890 --> 00:06:01,830
+لو انا بدي ال electric field قلنا ايش ال electric
+
+84
+00:06:01,830 --> 00:06:04,230
+field بيساوي minus ال grade V احنا أثبتناها في
+
+85
+00:06:04,230 --> 00:06:07,550
+المحاضرة الماضية، أثبتناها بطريقتين، قلنا ان ال
+
+86
+00:06:07,550 --> 00:06:10,990
+electric field بيساوي كيلو ال electric field zero
+
+87
+00:06:10,990 --> 00:06:15,930
+ال rotational electric field لأن هو ماله عبارة عن
+
+88
+00:06:20,990 --> 00:06:24,190
+فهو ال rotational فهيكون ايه بتساومها نفسي grade V
+
+89
+00:06:24,190 --> 00:06:27,090
+و بقدر اجيب ال electric field من ال potential لان
+
+90
+00:06:27,090 --> 00:06:29,750
+احنا ال electric field بقدر اجيبه من مين؟ من
+
+91
+00:06:29,750 --> 00:06:33,130
+column flow, gauss flow و من ال potential يعني اذا
+
+92
+00:06:33,130 --> 00:06:36,090
+كنت عارف ال potential ناتج عن ال dipole بقدر اجيب
+
+93
+00:06:36,090 --> 00:06:45,610
+ال electric field اللي ناتج برضه عن a type لو
+
+94
+00:06:45,610 --> 00:06:48,770
+انا فضلت بطلع معايا الشكل اللي انا عاملة
+
+95
+00:06:55,680 --> 00:06:59,400
+هي الـ electric field هي ساوة بي على four bios ال
+
+96
+00:06:59,400 --> 00:07:04,000
+node R3 في اتنين كسايم ثتا R hat زائد سايم ثتا ثتا
+
+97
+00:07:04,000 --> 00:07:06,900
+hat حيث هنا بي شايفينها بدون vector هي ال
+
+98
+00:07:06,900 --> 00:07:12,040
+magnitude خطة ال vectors برا R hat و theta hat
+
+99
+00:07:20,450 --> 00:07:22,630
+ال point of charge لو بدنا نفكر فيها بنسميها
+
+100
+00:07:22,630 --> 00:07:25,030
+monopole، monopole يعني charge، مافيش إليها
+
+101
+00:07:25,030 --> 00:07:28,830
+dipole، يعني dipole يعني تلتان، mono واحد، فأنا
+
+102
+00:07:28,830 --> 00:07:31,350
+ممكن أفكر في ال point of charge إنها monopole،
+
+103
+00:07:31,350 --> 00:07:35,410
+monopole يعني pole واحد، إله electric field بتناسب
+
+104
+00:07:35,410 --> 00:07:39,530
+عكسية مع R تربية، و ال potential مع واحد على R،
+
+105
+00:07:39,530 --> 00:07:42,750
+يعني عندي electric field ناتج عن ال charge واحد
+
+106
+00:07:42,750 --> 00:07:45,910
+على R تربية، ال potential ناتج عن one charge واحد
+
+107
+00:07:45,910 --> 00:07:48,460
+على Rلو فكرت في ال dipole هلاقى ان ال electric
+
+108
+00:07:48,460 --> 00:07:51,220
+field ماله صار واحد على R cubed و ال potential
+
+109
+00:07:51,220 --> 00:07:54,200
+واحد على R ترددية و هكذا لو انا اتفكرت في ال
+
+110
+00:07:54,200 --> 00:07:57,680
+higher orders زى ال quadrupole و ال octupole هلاحظ
+
+111
+00:07:57,680 --> 00:08:02,380
+انه ال field هيصير بدل ما هو R cubed هصير R أربعة
+
+112
+00:08:02,380 --> 00:08:05,340
+و R خمسة و هكذا و ال potential هصير R cubed R
+
+113
+00:08:05,340 --> 00:08:06,380
+أربعة و R خمسة
+
+114
+00:08:09,780 --> 00:08:13,020
+نجي لل flux lines احنا قلنا هنتعلم ال potential و
+
+115
+00:08:13,020 --> 00:08:15,120
+ال flux lines، ايش هو ال electric flux line؟ هو
+
+116
+00:08:15,120 --> 00:08:19,440
+عبارة عن imaginary bus، bus خيالي او line drawn in
+
+117
+00:08:19,440 --> 00:08:22,080
+such a way that the direction at any point is
+
+118
+00:08:28,430 --> 00:08:31,270
+يعني مثلا هى اللى عندى ال monopole او ال charge q
+
+119
+00:08:31,270 --> 00:08:35,130
+بصطف معناه ال electric field ماله طالع منها انا
+
+120
+00:08:35,130 --> 00:08:38,630
+بعبّر عن هذا الخروج باش بال electric flux lines
+
+121
+00:08:38,630 --> 00:08:41,630
+هدول ال electric flux lines اللى هى عندها بكون دى
+
+122
+00:08:41,630 --> 00:08:46,070
+ماله tangential لإن دى هو ال field density بيكون
+
+123
+00:08:46,070 --> 00:08:48,290
+tangential لهم يعني ال electric field فى هذا
+
+124
+00:08:48,290 --> 00:08:51,790
+الاتجاه فبحالة ال monopole هىكون electric field
+
+125
+00:08:51,790 --> 00:08:55,830
+ماله طالع بهذا الشكل ال radially لو كانت سالة بقاش
+
+126
+00:08:55,830 --> 00:09:00,190
+هيكون داخلهدول المقاطر اللي إحنا شايفينهم حواليها
+
+127
+00:09:00,190 --> 00:09:02,990
+أو يعني اللي ممكن أقول اللي هي الدوائر العمودية
+
+128
+00:09:02,990 --> 00:09:06,610
+على .. يعني كل لحظة إيش هنلاقي عمودي هذا الخط اللي
+
+129
+00:09:06,610 --> 00:09:09,870
+هو ال .. ال circle عمودي على ال flux lines هدول
+
+130
+00:09:09,870 --> 00:09:12,720
+اللي بيسميها equipotential surfacesإيش معنى eco
+
+131
+00:09:12,720 --> 00:09:15,800
+-potential؟ eco-potential يعني متساوي potential
+
+132
+00:09:15,800 --> 00:09:19,080
+اللي هو potential اللي نعرفه الجهود eco-potential
+
+133
+00:09:19,080 --> 00:09:21,340
+يعني عند هدول ال services potential ماله يكون
+
+134
+00:09:21,340 --> 00:09:24,160
+متساوي يعني أنا لو جيبت أداة قياس وقصت ال
+
+135
+00:09:24,160 --> 00:09:27,040
+potential على هذا الخط اللي مقطع هلاقي أنه ال
+
+136
+00:09:27,040 --> 00:09:30,900
+potential ماله متساوي أروح على هذا الخط هلاقي ال
+
+137
+00:09:30,900 --> 00:09:34,280
+potential ماله متساوي الدائرة التانية الدائرة
+
+138
+00:09:34,280 --> 00:09:37,300
+التالتة نفس القضية هلاقي أنه ال potential عند نقطة
+
+139
+00:09:37,590 --> 00:09:41,950
+كل نقطة من النقاط هيكون متساوية، اذا هدول احنا
+
+140
+00:09:41,950 --> 00:09:45,950
+نسميهم potential surfaces هذا بالنسبالى ال
+
+141
+00:09:45,950 --> 00:09:49,250
+monopole او one charge، لو انا روحت للdipole، هذا
+
+142
+00:09:49,250 --> 00:09:52,290
+dipole بس ايش القصة ان رسمها صغيرة كتير زى ما
+
+143
+00:09:52,290 --> 00:09:56,110
+اتفقنا ان مسافة بعيدة كتير، هلاقى ان ال electric
+
+144
+00:09:56,110 --> 00:10:00,090
+lines هتروح من الموجة بالسالب، يعني من الموجة
+
+145
+00:10:00,090 --> 00:10:05,030
+بالسالب، من الموجة بالسالب، من الموجة بالسالب، من
+
+146
+00:10:05,030 --> 00:10:10,320
+الموجة بالسالب، صحيح؟الملموجة السالد هدولة ال
+
+147
+00:10:10,320 --> 00:10:14,400
+electric field electric flux lines اللي هو قولنا
+
+148
+00:10:14,400 --> 00:10:17,180
+مالهم imaginary lines اللي بيكون عنده مدينة له
+
+149
+00:10:17,180 --> 00:10:20,520
+tangential عند كل نقطة من النقطة هيكون ال electric
+
+150
+00:10:20,520 --> 00:10:24,220
+field او ال dn tangential عند كل نقطة من النقطة
+
+151
+00:10:24,220 --> 00:10:28,460
+المرسومة على الخط الأزرقنفس الحاجة بقدر ارسمين الـ
+
+152
+00:10:28,460 --> 00:10:31,700
+Equipotential Surfaces اللي هم عموديين عهده لل
+
+153
+00:10:31,700 --> 00:10:35,120
+line هلاقي دوائر مقطعة هذه هي ال Equipotential
+
+154
+00:10:35,120 --> 00:10:38,100
+Surfaces وقلنا ايش معها Equipotential Surfaces انه
+
+155
+00:10:38,100 --> 00:10:40,600
+عند كل نقطة على هذه الدائرة بيكون ال potential
+
+156
+00:10:40,600 --> 00:10:45,640
+بساوي بعضه يعني لو قصت potential هنا هيكون V1 على
+
+157
+00:10:45,640 --> 00:10:49,100
+هذه النقطة هلاقي V1 على هذه نقطة هلاقي V1 عشان هيك
+
+158
+00:10:49,100 --> 00:10:52,480
+احنا بسميه Equipotential Equi قلنا متساوي
+
+159
+00:10:52,480 --> 00:10:56,430
+potential voltageفهدولة ال surfaces بيكون عندهم ال
+
+160
+00:10:56,430 --> 00:10:59,790
+potential متساومة هدولة ع فكرة مش lines هي
+
+161
+00:10:59,790 --> 00:11:08,770
+surfaces بس عشان الرسمة واضح؟ طيب في استفسار لحد
+
+162
+00:11:08,770 --> 00:11:12,210
+هنا؟ واضح إيش هم ال equipotential surfaces وإيش هم
+
+163
+00:11:12,210 --> 00:11:16,590
+ال flux lines؟
+
+164
+00:11:16,590 --> 00:11:19,330
+كمرة نأكد إيش هم ال equipotential surfaces هم ال
+
+165
+00:11:19,330 --> 00:11:21,230
+surfaces on which potential is the same
+
+166
+00:11:22,090 --> 00:11:24,590
+intersection of an equipotential surface and a
+
+167
+00:11:24,590 --> 00:11:27,710
+plane results in equipotential lines اللي احنا
+
+168
+00:11:27,710 --> 00:11:32,330
+شايفيهم احنا لإنه احنا بنرسم على plan فدولها lines
+
+169
+00:11:32,330 --> 00:11:36,510
+لكن هي surfaces يعني بتكون زي shells لكن تقطعها مع
+
+170
+00:11:36,510 --> 00:11:39,650
+أي plan زي هذا ال plan اللي هو اللي في حالتنا مثلا
+
+171
+00:11:39,650 --> 00:11:43,390
+هذا ممكن يكون ال XZ plan هنلاقي احنا هنشوف ما لهم
+
+172
+00:11:43,390 --> 00:11:46,670
+lines هنشوفهم دوائر مقطعة لكن هم في الواقع زي ما
+
+173
+00:11:46,670 --> 00:11:50,750
+قلنا هي surfacesبس كل دائرة مقطعة جهد هيغير عن
+
+174
+00:11:50,750 --> 00:11:55,750
+الدائرة؟ طبعا هذه مثلا جهدة V0 هذه جهدة V1 هذه
+
+175
+00:11:55,750 --> 00:12:00,230
+جهدة هيكون V2 بس على طول هيكون الدائرة الدائرة كل
+
+176
+00:12:00,230 --> 00:12:02,810
+ال potentials اللي هو انا في هذه الحالة هيكون line
+
+177
+00:12:02,810 --> 00:12:05,890
+بس هي احنا مانعملها surfaces ال potential على طول
+
+178
+00:12:05,890 --> 00:12:09,290
+هذا surface متساوى مش اي تغير في ال potential
+
+179
+00:12:09,290 --> 00:12:12,530
+فالفرق الجهد يعني غالبا عن ذلك اللي بيجي السؤال
+
+180
+00:12:12,530 --> 00:12:15,470
+فرق الجهد بين نقطتين علي ال potential surface مش
+
+181
+00:12:15,470 --> 00:12:15,950
+متساوي
+
+182
+00:12:19,730 --> 00:12:22,870
+طبعا في حالة ال dive و هنلاحظ ان هنا هدف يتمثلنا
+
+183
+00:12:22,870 --> 00:12:27,170
+ال V أكبر من 0 الجهود هنا الموجة و هنا الجهود
+
+184
+00:12:27,170 --> 00:12:31,410
+السالق no
+
+185
+00:12:31,410 --> 00:12:34,190
+work is done ايش طبيعي مدام انا ال potential عند 0
+
+186
+00:12:34,190 --> 00:12:37,370
+لأنه ايش علاقة ال work و ال potential فرق بين ال
+
+187
+00:12:37,370 --> 00:12:40,470
+potential هو ال work فانا ال potential اللي بد
+
+188
+00:12:40,470 --> 00:12:43,190
+احتاجه عشان انقل نقطة
+
+189
+00:12:46,100 --> 00:12:51,560
+بتنقل من نقطة A لنقطة B أو من نقطة 100 لنقطة A
+
+190
+00:12:51,560 --> 00:12:55,660
+البوتنشأ اللي بعتمدي نقل هو الفرق بين النقطتين هو
+
+191
+00:12:55,660 --> 00:12:58,880
+الفرق بينهم Zero فال work اللي لازم يكون Zero هذه
+
+192
+00:12:58,880 --> 00:13:02,360
+برضه من الأسئلة اللي كنتيش في الانتحانات و برضه
+
+193
+00:13:02,360 --> 00:13:05,600
+احنا عندنا ال integral A to DL هي ساوة Zero لأنها
+
+194
+00:13:05,600 --> 00:13:09,320
+تعرف ال work ساوة minus integral A to DL هي ساوة
+
+195
+00:13:09,320 --> 00:13:15,280
+Zero كل هذه الأشياء اذا احنا عرفناهاعن الـ
+
+196
+00:13:15,280 --> 00:13:18,400
+Equotential Services نشوف مثال مثلا بيحكي عن
+
+197
+00:13:18,400 --> 00:13:21,400
+Dipole لما يقولي عن Dipole و ال Dipole Moment يعني
+
+198
+00:13:21,400 --> 00:13:26,460
+هذه مالها اللي لازم تكون vector و اتجاه ال vector
+
+199
+00:13:26,460 --> 00:13:31,660
+مثلية مثلا هيكون على ماله على ال z axis إذا أنا
+
+200
+00:13:31,660 --> 00:13:34,420
+عندى two dipoles السالب هتقولي ان ال Dipole ماله
+
+201
+00:13:34,420 --> 00:13:39,640
+اتجاهه السالب موجب اتجاه سالب z الموجب اللي هي 9 z
+
+202
+00:13:39,640 --> 00:13:43,320
+hat معناه انه من السالب موجب اتجاه plus z hat
+
+203
+00:13:49,520 --> 00:13:54,700
+واحد منهم located عند النقطة 00-2 مش قاعد على 00
+
+204
+00:13:54,700 --> 00:13:58,300
+ال origin تبعه لو ال origin تبعه على 0 مش هيكون
+
+205
+00:13:58,300 --> 00:14:03,980
+located عند 000 لكن الأولاني قاعد عند 00-2 والتاني
+
+206
+00:14:03,980 --> 00:14:09,040
+عند 00 plus 3 واضح؟
+
+207
+00:14:09,040 --> 00:14:11,800
+إذا هدول ال diagonals ال origin تبعهم مش قاعد على
+
+208
+00:14:11,800 --> 00:14:19,390
+0 يعني هن دي في R'1 وR'2 معايا؟إذا الدولب الأولاني
+
+209
+00:14:19,390 --> 00:14:24,090
+كانت و-5Z hat نانو كولومبر متر التاني 9Z hat نانو
+
+210
+00:14:24,090 --> 00:14:28,990
+كولومبر متر located عند النقطة 00-2 الأولاني
+
+211
+00:14:28,990 --> 00:14:34,870
+والتاني عند 003 طالب مني أن أجيب potential عند ال
+
+212
+00:14:34,870 --> 00:14:35,190
+origin
+
+213
+00:14:40,150 --> 00:14:42,630
+طبعا ال potential مجموعة ال potentials يعني انا
+
+214
+00:14:42,630 --> 00:14:44,950
+بدي اجيب potential من ال table اولاني اذا
+
+215
+00:14:44,950 --> 00:14:47,150
+potential من دا قبله تاني بيعطيني ال total
+
+216
+00:14:47,150 --> 00:14:52,390
+potential عند النقطة المطلوبة ال sum كام من واحد
+
+217
+00:14:52,390 --> 00:14:57,290
+لاتنين PK dot RK على four by epsilon dot RK لكل Q
+
+218
+00:14:57,290 --> 00:15:02,290
+R mean اللي هي المسافة بين ال table و ال origin
+
+219
+00:15:03,100 --> 00:15:06,860
+الأولاني يعني R1 المسافة بين طيبه الأولاني و ال
+
+220
+00:15:06,860 --> 00:15:10,260
+origin و R2 هي المسافة بين طيبه التاني و ال origin
+
+221
+00:15:10,260 --> 00:15:17,220
+R1 magnitude و R2 magnitude فإذا بنت أجيبهم عندي
+
+222
+00:15:17,220 --> 00:15:19,800
+الطيب الأولاني أعلنت
+
+223
+00:15:28,210 --> 00:15:31,170
+النقطة اللي بدأيسي عندها ال potential minus r اللي
+
+224
+00:15:31,170 --> 00:15:35,650
+عندها ال source يعني r minus r prime فهذه الحالة
+
+225
+00:15:35,650 --> 00:15:39,990
+مين عند ال r prime بتاعة ال dipole هي 00-2 الفرق
+
+226
+00:15:39,990 --> 00:15:43,410
+بينهم هيعطيني plus 2 z hat بالنسبة لل dipole
+
+227
+00:15:43,410 --> 00:15:43,950
+التاني
+
+228
+00:15:51,780 --> 00:15:58,290
+المجنوب تبقى R1 هتكون 2 المجنوب تبقى R2 هتكون 3إذا
+
+229
+00:15:58,290 --> 00:16:02,750
+في إيش هتسوى 1 على 4 by epsilon not في b1 اللي قدش
+
+230
+00:16:02,750 --> 00:16:08,530
+قمت b1 minus 5 في r1 اللي هي 2 يعني نقص 5 في 2 هي
+
+231
+00:16:08,530 --> 00:16:13,110
+minus 10 على r1 ال cube اللي هي 2 ال cube minus b2
+
+232
+00:16:13,110 --> 00:16:19,950
+اللي هي قمتها 9 في r2 هيكون عندى minus 27 على r
+
+233
+00:16:19,950 --> 00:16:25,190
+cubed في 10 هو 9 نقص 9 بس لإنه هي nano هتكون minus
+
+234
+00:16:25,190 --> 00:16:26,370
+9 لإنها في minus
+
+235
+00:16:38,960 --> 00:16:44,500
+هذا هو ال potential اللى عند ال origin الناتج من
+
+236
+00:16:44,500 --> 00:16:48,300
+two dipoles واحد قاعد عند minus 2 زدهاد والتانى
+
+237
+00:16:48,300 --> 00:16:51,000
+قاعد عند plus 3 زدهاد
+
+238
+00:16:53,800 --> 00:16:59,220
+واضح و لا في اي استفسار لحد هنا و واضح كله طب نيجي
+
+239
+00:16:59,220 --> 00:17:02,420
+ل energy density in electrostatic fields بد أحسب
+
+240
+00:17:02,420 --> 00:17:07,000
+ال energy density عشان أحسب ال energy density يعني
+
+241
+00:17:07,000 --> 00:17:10,820
+أنا بد أقرر قداش مجموع ال energy في ال space هناك
+
+242
+00:17:10,820 --> 00:17:12,100
+جامن وجود بعض ال charges
+
+243
+00:17:15,230 --> 00:17:18,510
+لازم دايما احسب ال work اللي لازمني عشان انقل
+
+244
+00:17:18,510 --> 00:17:21,390
+واحدة او charges او اتنتين او تلاتة او عدد من
+
+245
+00:17:21,390 --> 00:17:24,350
+الcharges من ال infinity لنقطة اللي في ال space
+
+246
+00:17:24,350 --> 00:17:27,490
+اللي بتحسب عندها ال energy density عشان اعرف ال
+
+247
+00:17:27,490 --> 00:17:30,450
+energy density لازم احسب اللي هو ال work و ال work
+
+248
+00:17:30,450 --> 00:17:39,050
+اللي كيف بتحسبهو بتحسب قدش ال work اللي
+
+249
+00:17:39,050 --> 00:17:42,370
+لازمني
+
+250
+00:17:42,370 --> 00:17:45,330
+هو اللي هيخليني أحسب اللي هي ال energy density
+
+251
+00:17:45,330 --> 00:17:50,090
+نبدأ بمين بإن لو أنا بدي أجيب ال charge Q1 و Q2 و
+
+252
+00:17:50,090 --> 00:17:53,370
+Q3 عشان أخد مثل أما أجيب عدد كبير من ال charges في
+
+253
+00:17:53,370 --> 00:17:57,250
+كم ساعات صعبهنفترض ان عندي تلاتة charges و بدي
+
+254
+00:17:57,250 --> 00:18:00,130
+أخدهم من ال infinity و أحطهم في ال space اللي
+
+255
+00:18:00,130 --> 00:18:03,330
+مدحسب عنده ال energy density لو بدي أخد ال charge
+
+256
+00:18:03,330 --> 00:18:05,710
+q واحد من ال infinity ل space ماله انا فرضها ال
+
+257
+00:18:05,710 --> 00:18:09,970
+space فاضي مش هحتاج اي شي هون مافيش اي potential
+
+258
+00:18:09,970 --> 00:18:15,120
+ليه ما يكون عكسأو يعمل قوة معاك سليقلي وانا بنقول
+
+259
+00:18:15,120 --> 00:18:19,200
+ال charge من ال infinity للمقطع فإذا ال work اللي
+
+260
+00:18:19,200 --> 00:18:22,260
+لازمني عشان أنقول ال charge الأولى من ال infinity
+
+261
+00:18:22,260 --> 00:18:26,420
+لل space الفاضي لل free space ماله او free charge
+
+262
+00:18:26,420 --> 00:18:29,420
+space ال charge في free space يعني ماعندي charges
+
+263
+00:18:29,420 --> 00:18:32,840
+هيكون zero ماعندي electric field ناتيش عن ال
+
+264
+00:18:32,840 --> 00:18:34,780
+source قاعد بالسماء هل أصلا عندي charge في ال
+
+265
+00:18:34,780 --> 00:18:38,240
+space أصلا عندي electric field فلما بدي أنقول
+
+266
+00:18:38,240 --> 00:18:42,650
+charge إيش هيصير في عندي هبز ال workبنقول عمال
+
+267
+00:18:42,650 --> 00:18:44,930
+نتشارج في space female و electric field اللي هو
+
+268
+00:18:44,930 --> 00:18:47,370
+المثال اللي شرحناه في الأول لو كان عندى electric
+
+269
+00:18:47,370 --> 00:18:50,070
+field و عمال نبدأ نقول نقطة من ال infinity ل ال
+
+270
+00:18:50,070 --> 00:18:53,170
+space هذا حتى فرضنا أول نبدأ نقول من نقطة A لنقطة
+
+271
+00:18:53,170 --> 00:18:55,970
+B و بعدين نقول لو فرضنا ايه هي ال infinity هيكون
+
+272
+00:18:55,970 --> 00:19:03,150
+عند الجهود ال work ايش بيساوي؟ هيكون Q2 في V21 V21
+
+273
+00:19:03,150 --> 00:19:07,810
+هو ال potential المبزول على ال charge Q2 من وجود
+
+274
+00:19:07,810 --> 00:19:13,670
+ال charge Q1هتصار عندى two charges الـ Q الأولى و
+
+275
+00:19:13,670 --> 00:19:17,030
+الـ Q التانية فعير؟ بدنا نقول ال charge التالتة
+
+276
+00:19:17,030 --> 00:19:21,110
+هيكون في عندى total potential ناتج من ال charge
+
+277
+00:19:21,110 --> 00:19:24,750
+الأولى و من ال charge التانية فال charge التالتة
+
+278
+00:19:24,750 --> 00:19:28,370
+اللى بدنا نقولها هيكون ال work المفزول هو Q تلاتة
+
+279
+00:19:28,370 --> 00:19:30,750
+في مين في ال two potentials مع جموع ال two
+
+280
+00:19:30,750 --> 00:19:33,430
+potentials في أي نقطة في ال space لإن هذه هي اللى
+
+281
+00:19:33,430 --> 00:19:38,160
+هتحدد ليه ال workأذا هيكون ال total work هي سواء
+
+282
+00:19:38,160 --> 00:19:44,160
+Q2 V2 1 زائد Q3 في V3 1 زائد V3 2 اللي هم ال
+
+283
+00:19:44,160 --> 00:19:50,040
+potential اللي بتعملوا ال Q1 على Q3 و V2 3 اللي هي
+
+284
+00:19:50,040 --> 00:19:53,840
+ال potential اللي ناتج من ال charge التانية على ال
+
+285
+00:19:53,840 --> 00:19:57,940
+charge التالتة لو أنا عكست الترتيب يعني قلت أنا
+
+286
+00:19:57,940 --> 00:20:02,040
+بتدّم ال charge التالتةمش من الاتشارج الأولى
+
+287
+00:20:02,040 --> 00:20:04,900
+الاتشارج التالتة هتجعب في free space هيكون zero
+
+288
+00:20:04,900 --> 00:20:07,980
+الاتشارج التانى هتلاقي اللى هو potential ناتج من
+
+289
+00:20:07,980 --> 00:20:12,360
+الاتشارج التالتة هتكون Q2 V32 الاتشارج الأولى
+
+290
+00:20:12,360 --> 00:20:17,440
+هيكون Q1 V12 V13 لو جمعت الاتنين هدولة إيش هيصير
+
+291
+00:20:17,440 --> 00:20:26,340
+عندك اتنين W2E بتها تساوي W1 اللى هي ال zero
+
+292
+00:20:32,460 --> 00:20:38,460
+Q2 مضروبة في V21 زائد V23 إذا ما هي أول حاجة
+
+293
+00:20:38,460 --> 00:20:43,000
+جمعناها Q2 مضروبة في V21 زائد V23 هي ال total
+
+294
+00:20:43,000 --> 00:20:46,160
+potential يمكن أحلم فيه يأثر على Q2 ال potential
+
+295
+00:20:46,160 --> 00:20:51,500
+ناتج من Q1 و ال potential ناتج من Q3 نجمع هنازائد
+
+296
+00:20:51,500 --> 00:20:56,680
+Q3 مضربة في V13 زائد V31 زائد V23 اللي هي ال
+
+297
+00:20:56,680 --> 00:20:59,040
+potential ناتج من التشارج الأولى و التشارج التانى
+
+298
+00:20:59,040 --> 00:21:04,860
+زائد Q1 مضربة في V12 زائد V13 اللي هو برضه ال
+
+299
+00:21:04,860 --> 00:21:07,980
+total potential ممكن يأثر على Q1 و potential ناتج
+
+300
+00:21:07,980 --> 00:21:14,830
+من ال Q2 و Q3 هدا mean two ال work ضعف ال workإذا
+
+301
+00:21:14,830 --> 00:21:19,650
+الوقش متساوي نص Q1 في ال potential ناتج من ال
+
+302
+00:21:19,650 --> 00:21:21,890
+charge التانية على ال charge الأولى زاد ال
+
+303
+00:21:21,890 --> 00:21:23,790
+potential ناتج من ال charge التالتة على ال charge
+
+304
+00:21:23,790 --> 00:21:28,610
+الأولى زاد Q2 في ال potential ناتج من ال charge
+
+305
+00:21:28,610 --> 00:21:30,410
+الأولى على التانية زاد ال potential ناتج من
+
+306
+00:21:30,410 --> 00:21:34,710
+التالتة على التانية زاد Q3 مضروبة في ال potential
+
+307
+00:21:34,710 --> 00:21:37,150
+ناتج من الأولى على التالتة زاد ال potential ناتج
+
+308
+00:21:37,150 --> 00:21:40,010
+من التانية على التالتة يمكن هذه أسهل من الواحد
+
+309
+00:21:40,010 --> 00:21:48,000
+يتذكرها أن ال total potentialهي ساول نص V1 V2 V3
+
+310
+00:21:48,000 --> 00:21:51,520
+V4 V5 V6 V7 V8 V9 V10 V11 V12 V13 V14 V15 V16 V17
+
+311
+00:21:51,520 --> 00:21:54,680
+V18 V19 V20 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+312
+00:21:54,680 --> 00:21:55,320
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+313
+00:21:55,320 --> 00:21:55,420
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+314
+00:21:55,420 --> 00:21:56,700
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+315
+00:21:56,700 --> 00:21:57,960
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+316
+00:21:57,960 --> 00:21:58,680
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+317
+00:21:58,680 --> 00:21:59,600
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+318
+00:21:59,600 --> 00:22:04,860
+V21 V21 V21 V21 V21 V21 V21 V
+
+319
+00:22:07,540 --> 00:22:10,820
+هي الرسمة بتاعتنا يعني عشان بس التذكير انه انا جاي
+
+320
+00:22:10,820 --> 00:22:14,140
+من ال infinity و قاعدة بجيب ال charge واحدة بعد
+
+321
+00:22:14,140 --> 00:22:17,840
+التانية او اجد مثلا q واحد من ال infinity ماكانش
+
+322
+00:22:17,840 --> 00:22:21,220
+فيها اي charges هيكون ال work بساوة zero لما اجيب
+
+323
+00:22:21,220 --> 00:22:23,820
+ال charge التانية هيكون في عندي electric lines
+
+324
+00:22:23,820 --> 00:22:27,580
+already هيكون في عندي work مبذول نفس الحاجة ل q
+
+325
+00:22:27,580 --> 00:22:31,860
+تلاتة لكن للتسهيل احنا عشان قلنا انا بعرف ال total
+
+326
+00:22:31,860 --> 00:22:38,170
+energy انها نص ال sum من k واحد ل nك VK انا كان
+
+327
+00:22:38,170 --> 00:22:41,570
+مثلا عندي تلاتة ممكن يكون عندي خمسة ستة ensemble
+
+328
+00:22:41,570 --> 00:22:46,770
+من ال charges يعني عدد كبير منهم فبيكون عندي مجموع
+
+329
+00:22:46,770 --> 00:22:50,270
+ال potentials زي ما عرفناهم اللي هو نص Q واحد V
+
+330
+00:22:50,270 --> 00:22:57,340
+واحد زي نص Q تانية V تانية زي نص Q تلاتة V تلاتةلو
+
+331
+00:22:57,340 --> 00:23:00,660
+كان عندي continuous charge مش يعني charges يعني
+
+332
+00:23:00,660 --> 00:23:03,920
+عندي body من ال charge هتكون اش هي ال integral لو
+
+333
+00:23:03,920 --> 00:23:08,820
+كانت line ال charge هيكون نص ال integral رو L VDL
+
+334
+00:23:08,820 --> 00:23:13,660
+ال work على ال مثلا ال surface charge هيكون نص ال
+
+335
+00:23:13,660 --> 00:23:17,860
+integral رو S VDS لو كان عندي volume ال charge
+
+336
+00:23:17,860 --> 00:23:23,830
+هيكون نص ال integral رو V VDVطب احنا نيجي ناخد هذه
+
+337
+00:23:23,830 --> 00:23:26,090
+المثال اللي هي تاعت ال volume and charge، ايش
+
+338
+00:23:26,090 --> 00:23:30,110
+هيكون عندي؟ رو V ايش بتساوي؟ diverse D رو V
+
+339
+00:23:30,110 --> 00:23:33,810
+diverse D، متذاكرين ال cause law؟ رو V بتساوي
+
+340
+00:23:33,810 --> 00:23:37,110
+diverse D او diverse E بتساوي رو V على إبسلون،
+
+341
+00:23:37,110 --> 00:23:43,040
+صحيح؟ إذا نهو V بتساوي diverse V، أعوض في W EW ايش
+
+342
+00:23:43,040 --> 00:23:48,740
+بتأولى نص الانتيجرال على V دايفرش DV DV طبعا هد V
+
+343
+00:23:48,740 --> 00:23:53,900
+ال potential و هد مين V المعوجة ال volume واضح هد
+
+344
+00:23:53,900 --> 00:23:58,180
+V اللي هي ال volume ال potential زى هنا هد V بس
+
+345
+00:23:58,180 --> 00:24:02,680
+احنا عوضنا عن مين ال انتيجرال بدل Q رو مثلا LDL او
+
+346
+00:24:02,680 --> 00:24:08,640
+ال integral رو SDS او ال integral رو V DVلو
+
+347
+00:24:08,640 --> 00:24:11,400
+استخدمنا الـ Raw V اللي هي ال charge density الـ
+
+348
+00:24:11,400 --> 00:24:14,760
+Diverge دي في V اللي هو ال potential في DV اللي هو
+
+349
+00:24:14,760 --> 00:24:17,880
+ال volume احنا لو استخدمنا هذه ال identity اللي
+
+350
+00:24:17,880 --> 00:24:21,960
+احنا شفناها في جزء ال calculus ال vector calculus
+
+351
+00:24:21,960 --> 00:24:26,280
+Diverge ال scalar مع vector ايش بنقولنا كأنه بعمل
+
+352
+00:24:26,280 --> 00:24:29,600
+تفاضل ل two quantities واحدة scalar واحدة vector
+
+353
+00:24:29,600 --> 00:24:31,980
+بمعنى التفاضل أول في التاني زاد أول في تاني في
+
+354
+00:24:31,980 --> 00:24:35,560
+التاني بس عشان هنا vector بدأ أدبه لو أنا بدأ فاضل
+
+355
+00:24:35,560 --> 00:24:39,650
+V إيش هتصير ال grade ال V؟يعني هتكون a dot grade
+
+356
+00:24:39,650 --> 00:24:45,630
+of v زائد v diverge ال a أخدنا هذه ال identity أنا
+
+357
+00:24:45,630 --> 00:24:49,950
+مين عندي؟ هذي عندي v في diverge ال a هذي إيش
+
+358
+00:24:49,950 --> 00:24:54,810
+هتساوي؟ diverge ال scalar مع ال vector minus ال
+
+359
+00:24:54,810 --> 00:24:59,950
+vector dot grade ال divergence إذا بعود عن diverge
+
+360
+00:24:59,950 --> 00:25:06,170
+ال d في v لهذه ال quantity مين؟ ال diverge ال
+
+361
+00:25:06,170 --> 00:25:13,220
+scalarمع ال vector minus ال vector dot grade ال V
+
+362
+00:25:13,220 --> 00:25:17,780
+اتعود في هذا ال integral اعوضنا هي اسم ال energy
+
+363
+00:25:17,780 --> 00:25:23,900
+هي نص التكامل على ال volume diverse VD DV minus نص
+
+364
+00:25:23,900 --> 00:25:31,000
+integral over VD dot grade V DV ديش الجزء الأولاني
+
+365
+00:25:31,000 --> 00:25:34,720
+طبعا بقدر انا استخدم مين اللي هي ال divergence
+
+366
+00:25:34,720 --> 00:25:41,670
+theoremمتذكرينها؟ قولنا diverse أي vector a dv
+
+367
+00:25:41,670 --> 00:25:45,970
+بقدر اكمله على ال surface احاوله من اللي هو ال
+
+368
+00:25:45,970 --> 00:25:48,990
+divergence theorem اذا انتم متذكرينها او نسلينها
+
+369
+00:25:48,990 --> 00:25:53,350
+مفهومكم كل هذا بالذاكرة من الامتحان integral ل
+
+370
+00:25:53,350 --> 00:25:57,270
+diverse اي quantity dv بقدر اقولها تساوي ال clause
+
+371
+00:25:57,270 --> 00:26:01,490
+integral على ال surface integral over volume a dot
+
+372
+00:26:01,490 --> 00:26:02,470
+ds
+
+373
+00:26:06,890 --> 00:26:10,810
+أصلا هي اللي عملناها حولنا من ال volume integral
+
+374
+00:26:10,810 --> 00:26:13,890
+لل surface integral فصرت منى ال quantity اللى هى
+
+375
+00:26:13,890 --> 00:26:17,750
+ال vector quantity اللى هى vd.ds scalar فى vector
+
+376
+00:26:17,750 --> 00:26:23,390
+و vector دي أس إيش هذا الجزء منه لسه هذا زى ما هو
+
+377
+00:26:23,390 --> 00:26:27,730
+بيظله minus نص ال integral ع ال volume vd.vdv
+
+378
+00:26:27,730 --> 00:26:32,130
+نتطلع عليا جزئيا اللى هى ال surface integralV احنا
+
+379
+00:26:32,130 --> 00:26:35,530
+شفنا قولنا لو dipole و لو monopole و لو quadrupole
+
+380
+00:26:35,530 --> 00:26:38,170
+و لو اخر عارفين ايش العلاقة بينهم قولنا لو
+
+381
+00:26:38,170 --> 00:26:42,090
+monopole هي charge هيكون V 1 على R و دي 1 على R
+
+382
+00:26:42,090 --> 00:26:45,650
+تربية اللي هي ال electric field مضربها في امسرا V
+
+383
+00:26:45,650 --> 00:26:49,610
+لو كان dipole هتكون 1 على R تربية دي 1 على Q لل
+
+384
+00:26:49,610 --> 00:26:53,430
+dipole و هكذا يعني ايش اللي انا بلاحظه انه هيكون
+
+385
+00:26:53,430 --> 00:26:57,290
+دايما ال R كل ما بيزيد من monopole ل dipole ل
+
+386
+00:26:57,290 --> 00:27:00,230
+quadrupole ل quadrupole بيصير اكبر ال R يعني R
+
+387
+00:27:02,840 --> 00:27:07,200
+طب V ضرب D يعني أضربها إيه في هاي؟ للمونو بول إيش
+
+388
+00:27:07,200 --> 00:27:10,640
+هتصير واحدة R cubed؟ لو ال die ball هتصير واحدة R
+
+389
+00:27:10,640 --> 00:27:14,080
+قوة خمسة طب خليني أقول ال area ماله هتتنسمع R
+
+390
+00:27:14,080 --> 00:27:18,260
+تربية لو بدينا بهاي واحدة ال R في واحدة R تربية
+
+391
+00:27:18,260 --> 00:27:21,080
+إيش هتصير واحدة R cubed؟ في area اللي هي R تربية
+
+392
+00:27:21,080 --> 00:27:25,000
+إيش هيدل عندي واحدة على R؟صح؟ اذا دايما انت .. انت
+
+393
+00:27:25,000 --> 00:27:29,020
+هيكون واحد على ال R قد اقل واحدة اللي لو انا بحكي
+
+394
+00:27:29,020 --> 00:27:32,080
+عضايبه الواحدة R تربيا، لو واحد .. بحكي عكوادرهم
+
+395
+00:27:32,080 --> 00:27:36,260
+الواحدة R3 و هكذا، اذا معناه لو انا هدولة طلعت على
+
+396
+00:27:36,260 --> 00:27:40,470
+التكامل، دايما هيكون ماتش اشي واحد على Rطب و ال
+
+397
+00:27:40,470 --> 00:27:43,630
+safe اسمها لو انا بفرض ان بروح ل infinity اذا واحد
+
+398
+00:27:43,630 --> 00:27:47,390
+على infinity ايش بيكون؟ Zero اذا الجزء الاولاني او
+
+399
+00:27:47,390 --> 00:27:50,470
+ال integral الاولاني ايش هيكون دايما؟ Zero مين
+
+400
+00:27:50,470 --> 00:27:55,230
+بيبقى عندى؟ minus ال integral على ال volume D dot
+
+401
+00:27:55,230 --> 00:27:58,950
+grade V DV بس احنا نتذكرى مين ال grade ال V بس
+
+402
+00:27:58,950 --> 00:28:03,810
+اتاو شفنا مين grade ال V؟ E E مش بتسوى minus grade
+
+403
+00:28:03,810 --> 00:28:04,210
+ال V
+
+404
+00:28:08,160 --> 00:28:11,900
+بتساوي minus grade ال V قولنا هاي استنتجناها بعد
+
+405
+00:28:11,900 --> 00:28:16,100
+الطرق و أكدت إن العلاقة أن كامل ال E بتساوي Zero
+
+406
+00:28:16,100 --> 00:28:23,500
+احنا static اذا
+
+407
+00:28:23,500 --> 00:28:26,380
+انا باخد ال minus grade ال V و بقيمها و بحط بدلها
+
+408
+00:28:26,380 --> 00:28:30,820
+mean E اذا انا عندى نص ال integral ع ال volume D
+
+409
+00:28:30,820 --> 00:28:36,050
+Dot E DVطب دي و إيه إيش العلاقة بينها؟ إبسلون نوت،
+
+410
+00:28:36,050 --> 00:28:38,750
+لو قلت دي بتسوي إبسلون نوت إيه إيه إيش، هيصير عندي
+
+411
+00:28:38,750 --> 00:28:43,750
+نص الانتيجرال لإبسلون نوت إيه تربية في V، هذا مين
+
+412
+00:28:43,750 --> 00:28:51,230
+ال total work ال energy density ما هي لـDWE على
+
+413
+00:28:51,230 --> 00:28:55,630
+DV، فهي ال energy densityطبعا عندي هذا كله في قلب
+
+414
+00:28:55,630 --> 00:28:58,410
+ال integral يعني لو انا فضل دي و ا by دي و دي و دي
+
+415
+00:28:58,410 --> 00:28:59,070
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+416
+00:28:59,070 --> 00:29:02,850
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+417
+00:29:02,850 --> 00:29:10,110
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+418
+00:29:10,110 --> 00:29:10,130
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+419
+00:29:10,130 --> 00:29:10,890
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+420
+00:29:10,890 --> 00:29:14,990
+و دي و دي و دي
+
+421
+00:29:21,750 --> 00:29:25,990
+واضح؟ لحد هنا نخل الامتحان؟ لحد gauss؟ أخر إشي لحد
+
+422
+00:29:25,990 --> 00:29:32,140
+gauss وما دخلش ال potential؟ طب لحد gaussمتحانكم
+
+423
+00:29:32,140 --> 00:29:36,880
+لحد go slow طب نيجي نشوف مثال على ال energy عندى
+
+424
+00:29:36,880 --> 00:29:41,300
+three pointed charges تلات نقاط واحدة عند ال
+
+425
+00:29:41,300 --> 00:29:45,620
+origin قيمتها minus واحد nano column والتانية عند
+
+426
+00:29:45,620 --> 00:29:51,200
+plus z plus واحد على ال z axis قيمتها four nano
+
+427
+00:29:51,200 --> 00:29:58,150
+column والتالتة عند ال x axis واحد x axisقيمتها
+
+428
+00:29:58,150 --> 00:30:01,070
+تلاتة من ال column، بده نوجد ال energy in the
+
+429
+00:30:01,070 --> 00:30:03,150
+system، find the energy in the system، احنا قولنا
+
+430
+00:30:03,150 --> 00:30:06,110
+ال energy يعني مافيش حساب من هنا، صرنا حافظينها،
+
+431
+00:30:06,110 --> 00:30:09,970
+يا بستخدم هذا القانون هو Zero, Q, V, N، يا اللي هو
+
+432
+00:30:09,970 --> 00:30:13,690
+نص و انا حرة مين بدي استخدم ماحدش اللي هو عندى،
+
+433
+00:30:13,690 --> 00:30:17,490
+بحسب ال total potential على كل واحدة من ال charges
+
+434
+00:30:17,490 --> 00:30:22,950
+و بقول ان ال total energy بتساوي نصاللي هو Q1 في
+
+435
+00:30:22,950 --> 00:30:27,830
+V1 زي Q2 في V2 زي Q3 في V3 و بحسب اللي هو ال
+
+436
+00:30:27,830 --> 00:30:36,130
+potentials ال total potentials V12 زي V21 زي V23
+
+437
+00:30:36,130 --> 00:30:45,730
+اللي هو لو بده احكي Q1 هتكون V12 V1 V21بسم الله
+
+438
+00:30:45,730 --> 00:30:56,790
+الرحمن الرحيم V12 و V13 V12 V13
+
+439
+00:30:56,790 --> 00:30:57,270
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+440
+00:30:57,270 --> 00:30:57,390
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+441
+00:30:57,390 --> 00:30:57,670
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+442
+00:30:57,670 --> 00:30:57,990
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+443
+00:30:57,990 --> 00:30:58,030
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+444
+00:30:58,030 --> 00:30:58,050
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+445
+00:30:58,050 --> 00:31:07,310
+V13 V13 V13 V13 V13 V13 V13
+
+446
+00:31:08,110 --> 00:31:11,830
+أو اذا انا متذكرة و حافظة ان انا لو جبت الاولى
+
+447
+00:31:11,830 --> 00:31:14,610
+هيكون ال total work equal to zero التانية بس هتكون
+
+448
+00:31:14,610 --> 00:31:19,710
+الاولى عليها اذا ما هتكون Q2 V2 1 التارتة هيكون
+
+449
+00:31:19,710 --> 00:31:26,130
+اندي تلاتة واحد زائد تلاتة اتنين
+
+450
+00:31:26,130 --> 00:31:30,110
+يا هيك
+
+451
+00:31:30,110 --> 00:31:32,350
+يا هيك وهذا هو الحل النهائي
+
+452
+00:31:35,030 --> 00:31:37,430
+لو كان عندى charge distribution و الـ spherical
+
+453
+00:31:37,430 --> 00:31:40,390
+symmetry اللى اللى ال density ρ V بيساوي رو ند
+
+454
+00:31:40,390 --> 00:31:44,430
+بالـ R ما بين الـ 0 و الـ R و 0 for R أكبر من R
+
+455
+00:31:44,430 --> 00:31:47,550
+بدنا نجيب ال potential everywhere و ال energy
+
+456
+00:31:47,550 --> 00:31:51,610
+stored in the region for R أقل من R أول حاجة بده
+
+457
+00:31:51,610 --> 00:31:54,990
+ال V everywhere و بعدين بده ال energy stored في ال
+
+458
+00:31:54,990 --> 00:31:58,750
+region طبعا ال potential اللى احنا حكيناه أول إشي
+
+459
+00:31:58,750 --> 00:32:02,610
+فلازم أول حاجة for R أكبر من او سوى R ان عندي
+
+460
+00:32:02,610 --> 00:32:08,180
+spherical symmetryوين من R من Zero ل R برا R R
+
+461
+00:32:08,180 --> 00:32:11,800
+أكبر هيكون كل ال distribution موجودة جوا فبستخدم
+
+462
+00:32:11,800 --> 00:32:15,820
+Gauss law بتجيب ال electric field فأي نقطة خارج ال
+
+463
+00:32:15,820 --> 00:32:20,720
+R أكبر من R capital هتكون
+
+464
+00:32:20,720 --> 00:32:24,080
+رو نوت R كيوب على ثري إبسل نوت R تربيه R hat هذا
+
+465
+00:32:24,080 --> 00:32:26,420
+المثال اللي أخدته أكيد لما أخدته ال Gauss
+
+466
+00:32:26,420 --> 00:32:32,500
+distribution يعني دي أنا هاي ال raw هاي ال sphere
+
+467
+00:32:32,500 --> 00:32:38,990
+يعنياللي لها charge distribution رو نوت فهي ال
+
+468
+00:32:38,990 --> 00:32:46,370
+region و برا zero فهي رو V هذي قيمة R برا هيكون كل
+
+469
+00:32:46,370 --> 00:32:50,310
+charge هو اجازله clause integral a dot dL بتساوي
+
+470
+00:32:50,310 --> 00:32:55,430
+رو V اللي هيكون رو نوت على epsilon نوت جيبه ان هو
+
+471
+00:32:55,430 --> 00:33:01,210
+ال integration a dot dR الintegral a dot dS
+
+472
+00:33:15,930 --> 00:33:19,710
+عشان مش هنيب يعني هو مفترض انكوا خلاص ردين الحل
+
+473
+00:33:19,710 --> 00:33:24,550
+قبل ليك واسخدنتوه فR أكبر من R تساوي R capital هي
+
+474
+00:33:24,550 --> 00:33:28,400
+ال electric fieldالبوتنشاش بيساوي معاسن تيجر ال E
+
+475
+00:33:28,400 --> 00:33:31,940
+.DL اللي هو ميل انا ال E هنا في اتجاه الارهاد هو
+
+476
+00:33:31,940 --> 00:33:34,700
+بيحتلع معاكم في اتجاه الارهاد هذا من السيميتري و
+
+477
+00:33:34,700 --> 00:33:37,740
+لا كان نادرش استخدام Gauss law السيميتري انا عندى
+
+478
+00:33:37,740 --> 00:33:40,880
+spherical الشاشة ال distribution تبع ال شاشة
+
+479
+00:33:40,880 --> 00:33:45,720
+symmetrically distributed باستخدام اللي هو Gauss
+
+480
+00:33:45,720 --> 00:33:49,080
+surface فتخيل ان في عندى surface على شكل ماله
+
+481
+00:33:49,080 --> 00:33:54,170
+shell محيطالتي هي ال charge بتاعتي و بحسب ال
+
+482
+00:33:54,170 --> 00:33:57,630
+clause integer ل a.ds بسونا ند على ابسنط أخدتوا a
+
+483
+00:33:57,630 --> 00:34:04,870
+ولا انا حساكم مالكم؟ بحسب بطلع معايا انه ايضا من
+
+484
+00:34:04,870 --> 00:34:08,170
+ال symmetry برضه فتجاه ال R hat بحسب ال potential
+
+485
+00:34:08,170 --> 00:34:11,450
+بطلع معايا ال potential عند R أكبر من R
+
+486
+00:34:14,480 --> 00:34:16,440
+أحنا دايما بنفرض أن ال potential عن ال infinity
+
+487
+00:34:16,440 --> 00:34:20,440
+مقله بساوة 0 لو أنا أعوض هنا عشان أجيب ال C1 ال
+
+488
+00:34:20,440 --> 00:34:23,560
+constant of integration عند ال infinity هدا هتكون
+
+489
+00:34:23,560 --> 00:34:27,980
+0 و V عند ال infinity بساوة 0 إذاً C1 بساوة 0 إذا
+
+490
+00:34:27,980 --> 00:34:30,700
+أنا باخد ال reference إنه ال potential عند ال
+
+491
+00:34:30,700 --> 00:34:34,780
+infinity بساوة 0 فبالتالي V at R infinity بساوة 0
+
+492
+00:34:34,780 --> 00:34:38,760
+وبالتالي هنا هتكون 0 وهدي بالفعل معوض عن R
+
+493
+00:34:38,760 --> 00:34:43,790
+infinity مش هتعطيني 0 إذاً C1 بساوة 0أذا V for
+
+494
+00:34:43,790 --> 00:34:52,390
+region R أكبر من R أقل من R أقل
+
+495
+00:34:52,390 --> 00:34:54,950
+من R أقل من R أقل من R أقل من R أقل من R أقل من R
+
+496
+00:34:54,950 --> 00:34:55,270
+من R أقل من R أقل من R أقل من R أقل من R أقل من R
+
+497
+00:34:55,270 --> 00:34:58,910
+أقل من R أقل من R أقل من R أقل من R أقل من R أقل
+
+498
+00:34:58,910 --> 00:35:01,930
+من R أقل من R أقل من R أقل من R أقل من R أقل من R
+
+499
+00:35:01,930 --> 00:35:03,050
+أقل من R أقل من R أقل من R أقل من R أقل من R أقل
+
+500
+00:35:03,050 --> 00:35:03,670
+من R أقل من R أقل من R أقل من R أقل من R أقل من R
+
+501
+00:35:03,670 --> 00:35:11,870
+أقل من R أقل من R أقلهتساوي minus rho node R تربيه
+
+502
+00:35:11,870 --> 00:35:18,830
+على 6Y node plus C2 فلقيت
+
+503
+00:35:18,830 --> 00:35:23,270
+احنا كمان لازم يكون في عنا حاجة مهمة انا برا داخل
+
+504
+00:35:23,270 --> 00:35:27,910
+في برا هنا عندى ال region اللى برا اللى اكبر من R
+
+505
+00:35:27,910 --> 00:35:33,190
+و اقدر اروح لحد ال infinity جوا انا محصورة من 0 لR
+
+506
+00:35:33,190 --> 00:35:35,550
+ماضحش اقول ان والله ال reference بتاعتى عند R goes
+
+507
+00:35:35,550 --> 00:35:39,970
+to infinity ان ال region هاديلما حسبت ال potential
+
+508
+00:35:39,970 --> 00:35:44,590
+محصولة من 0 ل R هناك من R ل infinity فاستخدلنا
+
+509
+00:35:44,590 --> 00:35:48,670
+نقطة ال infinity طب جوا كيف بدأ أخلص من ال C2 من
+
+510
+00:35:48,670 --> 00:35:50,590
+ال boundary condition يعني ال boundary condition
+
+511
+00:35:50,590 --> 00:35:55,450
+لازم ال potential عند R بتساوي R capital يعني أسوأ
+
+512
+00:35:55,450 --> 00:36:00,450
+جت من هنا على ال R أو جت من هنا على ال R عشان لازم
+
+513
+00:36:00,450 --> 00:36:04,770
+يكون ال potential بقى المتساوي فمنها بقدر أجيب C2
+
+514
+00:36:09,520 --> 00:36:14,320
+الـ R بتساوي R اعوض عن R اش بتساوي رونوت R تربية
+
+515
+00:36:14,320 --> 00:36:19,360
+على 6 Epsilon Note هذه اللي من هنا و اللي من
+
+516
+00:36:19,360 --> 00:36:26,000
+المعادلة اللي السابقة بتعود اعوض عن R بR Capital
+
+517
+00:36:26,000 --> 00:36:29,380
+هتسيي رونوت R تربية على 3 Epsilon Note بسويهم في
+
+518
+00:36:29,380 --> 00:36:35,570
+بعضواضح ليش انا استخدمت هيك؟ هدول مهمين لأنه دايما
+
+519
+00:36:35,570 --> 00:36:39,570
+لازم تعرفيه من C1 و C2 احنا في ال region اللي برا
+
+520
+00:36:39,570 --> 00:36:45,070
+for R أكبر من R بقدر أروح ل infinityفي ال region
+
+521
+00:36:45,070 --> 00:36:48,850
+اللي جوا و انا محووثة من ال zero ل ال R لازم ألاقي
+
+522
+00:36:48,850 --> 00:36:51,850
+طريقة تانية عشان أجيب اللي هو ال constant تبعي
+
+523
+00:36:51,850 --> 00:36:54,310
+براه سهل جبت ال constant قلت عند R goes to
+
+524
+00:36:54,310 --> 00:36:57,410
+infinity ال reference potential عندي بيساوي zero
+
+525
+00:36:57,410 --> 00:37:01,510
+جوا هقول اه إذا أنا بتستخدم boundary كل شي لازم ال
+
+526
+00:37:01,510 --> 00:37:04,950
+potential عند ال surface هذا أسوأ يجيله من هنا ولا
+
+527
+00:37:04,950 --> 00:37:08,130
+من هنا يكون واحد مش منطقي يكون feels continuity
+
+528
+00:37:08,130 --> 00:37:13,000
+على ال surfaceهكي بقدر أجيب سيقيم ال C2 و بالتالي
+
+529
+00:37:13,000 --> 00:37:16,140
+بيطلع عندى ال potential بيساوره نوت على 6 epsilon
+
+530
+00:37:16,140 --> 00:37:22,020
+نوت في 3R تربية minus R تربية هيجيبنا V V for R
+
+531
+00:37:22,020 --> 00:37:23,020
+أكبر مساوية R
+
+532
+00:37:49,200 --> 00:37:50,600
+3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r
+
+533
+00:37:53,450 --> 00:37:56,250
+لأن highly stored في الجسم يعني فرقار اقل من او
+
+534
+00:37:56,250 --> 00:38:00,530
+سواء، واضح؟
+
+535
+00:38:01,900 --> 00:38:05,440
+هك احنا تقريبا خلصنا الشطر يعنى، هنا بعض نص نماذج
+
+536
+00:38:05,440 --> 00:38:09,040
+كيف ان ال electrostatic بتأثر كتير على ال
+
+537
+00:38:09,040 --> 00:38:12,500
+components، أي component زي مثلا للمصفد،
+
+538
+00:38:12,500 --> 00:38:15,360
+electrical components اللي أخدتهم في ال digital
+
+539
+00:38:15,360 --> 00:38:19,820
+electronics، هدرا كتير بتأثر و حتى بال .. يعني هى
+
+540
+00:38:19,820 --> 00:38:23,400
+وين بتكون ال static forces؟ غالبا بتكون في أي جسم،
+
+541
+00:38:23,400 --> 00:38:28,580
+جسم هنا في static force، static energyفانا ممكن ال
+
+542
+00:38:28,580 --> 00:38:31,080
+aesthetic energy اللى فى أعطراف أصابعى نقشة تسوي و
+
+543
+00:38:31,080 --> 00:38:34,140
+تعمل damage لل electrical components، فإذا عمركم
+
+544
+00:38:34,140 --> 00:38:37,120
+شفتوا فى التلفازيون المصانع و هم بيجيبوهم أحيان
+
+545
+00:38:37,120 --> 00:38:40,920
+بيجيبوا كيف بيصنعوا أو بيصنحوا اللى هى ال digital
+
+546
+00:38:40,920 --> 00:38:44,420
+circuits، يبقى غالبا إياه حاطينلهم حاجة على إيدهم
+
+547
+00:38:44,420 --> 00:38:47,600
+عشان تعمل تفريف لل aesthetic .. ال electro
+
+548
+00:38:47,600 --> 00:38:50,700
+-aesthetic forces أو للنساء أحيان محبوش النساء
+
+549
+00:38:50,700 --> 00:38:54,260
+يكون حاجة فى إيدهم فمحطولهم إياها فى الرجلهم يعنىو
+
+550
+00:38:54,260 --> 00:38:56,780
+برضه ممكن الرجال يحبوا نفس الاشي تكون في رجلهم
+
+551
+00:38:56,780 --> 00:39:01,260
+بيسموها electrostatic band adjustment أسوأ في اللي
+
+552
+00:39:01,260 --> 00:39:05,760
+على الإيد ال wrists strap أو ال foot grounder كويس
+
+553
+00:39:05,760 --> 00:39:10,140
+واضحة أكيد حتى ممكن شوفته ممكن في غزة صاروا يعني
+
+554
+00:39:10,140 --> 00:39:12,000
+أصلا يعني يعملوه لإنه كتير صاروا يصاحوا برضه
+
+555
+00:39:12,000 --> 00:39:16,040
+electrostatic أو digital circuits تبقى حتى زي سلك
+
+556
+00:39:16,040 --> 00:39:19,850
+التليفون أحيانا منهميبقى موصول واحد و إيده طابعة
+
+557
+00:39:19,850 --> 00:39:22,630
+نازلة و محة كإنه بتقولوش اسمك التليفون هدولة بس
+
+558
+00:39:22,630 --> 00:39:27,230
+مالهم discharger لما تكون الدنيا صافة كتير بتحسوا
+
+559
+00:39:27,230 --> 00:39:31,610
+فيها ال ecostatic force بتحسوا زي كهربا لما تمسكوا
+
+560
+00:39:31,610 --> 00:39:34,590
+قطعة معدنية بتفرح ال ecostatic force من إيدك
+
+561
+00:39:34,590 --> 00:39:37,730
+للقطعة المعدنية بتحس زي إيشيلات شده أحيانا الناس
+
+562
+00:39:37,730 --> 00:39:42,630
+ماتمش تمسك برد بالسيارة لما تكون الحرارة شوية
+
+563
+00:39:42,630 --> 00:39:47,550
+عالية جفاف يعني لما يكون الجو فيه جفاف بتكون بتحس
+
+564
+00:39:47,550 --> 00:39:51,700
+فيهأعتقد يعطيكوا العافية و ان شاء الله اللقاء
+
+565
+00:39:51,700 --> 00:39:56,440
+القادم بنكمل في الشفطة لغة جديدة و بدي أكمل ان شاء
+
+566
+00:39:56,440 --> 00:39:57,820
+الله جاهزين للامتحان
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/c40WAEfGwMA_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/c40WAEfGwMA_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..1929636377afbb82d51290e1fc6d8295d916fdfb
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/c40WAEfGwMA_raw.json
@@ -0,0 +1 @@
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وR", "probability": 0.869384765625}, {"start": 854.8, "end": 855.42, "word": "'2", "probability": 0.9794921875}, {"start": 855.42, "end": 856.72, "word": " معايا؟", "probability": 0.8531494140625}], "temperature": 1.0}, {"id": 35, "seek": 87519, "start": 858.01, "end": 875.19, "text": "إذا الدولب الأولاني كانت و-5Z hat نانو كولومبر متر التاني 9Z hat نانو كولومبر متر located عند النقطة 00-2 الأولاني والتاني عند 003 طالب مني أن أجيب potential عند ال origin", "tokens": [28814, 15730, 32748, 12610, 3555, 16247, 12610, 7649, 1829, 25961, 2655, 4032, 12, 20, 57, 2385, 8717, 7649, 2407, 9122, 12610, 20498, 26890, 44650, 2288, 16712, 7649, 1829, 1722, 57, 2385, 8717, 7649, 2407, 9122, 12610, 20498, 26890, 44650, 2288, 6870, 43242, 28239, 47432, 3660, 7143, 12, 17, 16247, 12610, 7649, 1829, 16070, 2655, 7649, 1829, 43242, 7143, 18, 23032, 6027, 3555, 9154, 1829, 14739, 5551, 7435, 1829, 3555, 3995, 43242, 2423, 4957], "avg_logprob": -0.32559120896700267, "compression_ratio": 1.6790123456790123, 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"probability": 0.724853515625}, {"start": 863.49, "end": 863.83, "word": " hat", "probability": 0.94482421875}, {"start": 863.83, "end": 864.09, "word": " نانو", "probability": 0.9921875}, {"start": 864.09, "end": 864.49, "word": " كولومبر", "probability": 0.96875}, {"start": 864.49, "end": 864.99, "word": " متر", "probability": 0.983154296875}, {"start": 864.99, "end": 865.69, "word": " located", "probability": 0.34423828125}, {"start": 865.69, "end": 866.01, "word": " عند", "probability": 0.98486328125}, {"start": 866.01, "end": 866.67, "word": " النقطة", "probability": 0.9134114583333334}, {"start": 866.67, "end": 867.49, "word": " 00", "probability": 0.77099609375}, {"start": 867.49, "end": 868.21, "word": "-2", "probability": 0.752197265625}, {"start": 868.21, "end": 868.99, "word": " الأولاني", "probability": 0.9442138671875}, {"start": 868.99, "end": 869.55, "word": " والتاني", "probability": 0.8905029296875}, {"start": 869.55, "end": 869.71, "word": " عند", "probability": 0.71337890625}, {"start": 869.71, "end": 870.55, "word": " 003", "probability": 0.966796875}, {"start": 870.55, "end": 872.61, "word": " طالب", "probability": 0.8234049479166666}, {"start": 872.61, "end": 872.97, "word": " مني", "probability": 0.5606689453125}, {"start": 872.97, "end": 873.11, "word": " أن", "probability": 0.8173828125}, {"start": 873.11, "end": 873.41, "word": " أجيب", "probability": 0.7462158203125}, {"start": 873.41, "end": 873.91, "word": " potential", "probability": 0.880859375}, {"start": 873.91, "end": 874.53, "word": " عند", "probability": 0.7880859375}, {"start": 874.53, "end": 874.87, "word": " ال", "probability": 0.78564453125}, {"start": 874.87, "end": 875.19, "word": " origin", "probability": 0.6923828125}], "temperature": 1.0}, {"id": 36, "seek": 90229, "start": 880.15, "end": 902.29, "text": "طبعا ال potential مجموعة ال potentials يعني انا بدي اجيب potential من ال table اولاني اذا potential من دا قبله تاني بيعطيني ال total potential عند النقطة المطلوبة 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895.39, "word": " four", "probability": 0.40966796875}, {"start": 895.39, "end": 895.51, "word": " by", "probability": 0.55712890625}, {"start": 895.51, "end": 895.81, "word": " epsilon", "probability": 0.2210693359375}, {"start": 895.81, "end": 896.11, "word": " dot", "probability": 0.720703125}, {"start": 896.11, "end": 896.57, "word": " RK", "probability": 0.96044921875}, {"start": 896.57, "end": 896.95, "word": " لكل", "probability": 0.58929443359375}, {"start": 896.95, "end": 897.29, "word": " Q", "probability": 0.49755859375}, {"start": 897.29, "end": 898.13, "word": " R", "probability": 0.744140625}, {"start": 898.13, "end": 898.37, "word": " mean", "probability": 0.76513671875}, {"start": 898.37, "end": 898.59, "word": " اللي", "probability": 0.87744140625}, {"start": 898.59, "end": 898.93, "word": " هي", "probability": 0.8603515625}, {"start": 898.93, "end": 899.57, "word": " المسافة", "probability": 0.9779052734375}, {"start": 899.57, "end": 899.79, "word": " بين", "probability": 0.94091796875}, {"start": 899.79, "end": 899.97, "word": " ال", "probability": 0.95703125}, {"start": 899.97, "end": 900.37, "word": " table", "probability": 0.9052734375}, {"start": 900.37, "end": 901.13, "word": " و", "probability": 0.86083984375}, {"start": 901.13, "end": 901.91, "word": " ال", "probability": 0.91455078125}, {"start": 901.91, "end": 902.29, "word": " origin", "probability": 0.96484375}], "temperature": 1.0}, {"id": 37, "seek": 91980, "start": 903.1, "end": 919.8, "text": "الأولاني يعني R1 المسافة بين طيبه الأولاني و ال origin و R2 هي المسافة بين طيبه التاني و ال origin R1 magnitude و R2 magnitude فإذا بنت أجيبهم عندي الطيب الأولاني أعلنت", "tokens": [6027, 10721, 12610, 7649, 1829, 37495, 22653, 497, 16, 9673, 3794, 31845, 3660, 49374, 23032, 1829, 3555, 3224, 16247, 12610, 7649, 1829, 4032, 2423, 4957, 4032, 497, 17, 39896, 9673, 3794, 31845, 3660, 49374, 23032, 1829, 3555, 3224, 16712, 7649, 1829, 4032, 2423, 4957, 497, 16, 15668, 4032, 497, 17, 15668, 6156, 28814, 15730, 4724, 29399, 5551, 7435, 1829, 3555, 16095, 18871, 16254, 41950, 1829, 3555, 16247, 12610, 7649, 1829, 5551, 30241, 29399], "avg_logprob": -0.26646960707935125, "compression_ratio": 1.804054054054054, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 903.1, "end": 903.74, "word": "الأولاني", "probability": 0.737353515625}, {"start": 903.74, "end": 903.86, "word": " يعني", "probability": 0.676513671875}, {"start": 903.86, "end": 904.5, "word": " R1", "probability": 0.620849609375}, {"start": 904.5, "end": 905.72, "word": " المسافة", "probability": 0.95556640625}, {"start": 905.72, "end": 905.94, "word": " بين", "probability": 0.89599609375}, {"start": 905.94, "end": 906.28, "word": " طيبه", "probability": 0.698089599609375}, {"start": 906.28, "end": 906.7, "word": " الأولاني", "probability": 0.974853515625}, {"start": 906.7, "end": 906.78, "word": " و", "probability": 0.379638671875}, {"start": 906.78, "end": 906.86, "word": " ال", "probability": 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ال potential minus r اللي عندها ال source يعني r minus r prime فهذه الحالة مين عند ال r prime بتاعة ال dipole هي 00-2 الفرق بينهم هيعطيني plus 2 z hat بالنسبة لل dipole التاني", "tokens": [6027, 1863, 47432, 3660, 13672, 1829, 47525, 10721, 1829, 3794, 1829, 43242, 11296, 2423, 3995, 3175, 367, 13672, 1829, 43242, 11296, 2423, 4009, 37495, 22653, 367, 3175, 367, 5835, 6156, 3224, 24192, 21542, 6027, 3660, 3714, 9957, 43242, 2423, 367, 5835, 39894, 995, 27884, 2423, 1026, 48518, 39896, 7143, 12, 17, 27188, 2288, 4587, 49374, 16095, 39896, 3615, 9566, 1829, 22653, 1804, 568, 710, 2385, 20666, 1863, 35457, 3660, 24976, 1026, 48518, 16712, 7649, 1829], "avg_logprob": -0.42310856086643117, "compression_ratio": 1.5714285714285714, "no_speech_prob": 1.1324882507324219e-06, "words": [{"start": 928.21, "end": 928.89, "word": "النقطة", "probability": 0.554962158203125}, {"start": 928.89, "end": 928.93, "word": " اللي", "probability": 0.34344482421875}, {"start": 928.93, "end": 929.29, "word": " 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مافيش اي potential ليه ما يكون عكس", "tokens": [3224, 1863, 5172, 2655, 43042, 16472, 18871, 16254, 6055, 1211, 9307, 3660, 12235, 4032, 4724, 16254, 5551, 9778, 3215, 16095, 9154, 2423, 13202, 4032, 5551, 5016, 9566, 16095, 8978, 2423, 1901, 13672, 1829, 3714, 3215, 5016, 35457, 43242, 3224, 2423, 2281, 10305, 45164, 4724, 16254, 5551, 9778, 3215, 2423, 4602, 9505, 36764, 24401, 9154, 2423, 13202, 5296, 1901, 3714, 6027, 3224, 1975, 8315, 6156, 43042, 11296, 2423, 1901, 6156, 46958, 1829, 37893, 8032, 33753, 26108, 1975, 1829, 44049, 8032, 11536, 19446, 41185, 8592, 1975, 1829, 3995, 32239, 3224, 19446, 7251, 30544, 6225, 4117, 3794], "avg_logprob": -0.291940785081763, "compression_ratio": 1.7116279069767442, "no_speech_prob": 0.0, "words": [{"start": 1074.51, "end": 1075.05, "word": "هنفترض", "probability": 0.796630859375}, {"start": 1075.05, "end": 1075.17, "word": " ان", "probability": 0.54736328125}, {"start": 1075.17, "end": 1075.37, "word": " عندي", "probability": 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2374.17, "end": 2374.31, "word": " من", "probability": 0.9921875}, {"start": 2374.31, "end": 2374.59, "word": " إيدك", "probability": 0.8601888020833334}, {"start": 2374.59, "end": 2374.97, "word": " للقطعة", "probability": 0.7158203125}, {"start": 2374.97, "end": 2375.41, "word": " المعدنية", "probability": 0.8978271484375}, {"start": 2375.41, "end": 2375.73, "word": " بتحس", "probability": 0.9305013020833334}, {"start": 2375.73, "end": 2375.95, "word": " زي", "probability": 0.985107421875}, {"start": 2375.95, "end": 2376.35, "word": " إيشيلات", "probability": 0.702001953125}, {"start": 2376.35, "end": 2377.13, "word": " شده", "probability": 0.5795084635416666}, {"start": 2377.13, "end": 2377.57, "word": " أحيانا", "probability": 0.92314453125}, {"start": 2377.57, "end": 2377.73, "word": " الناس", "probability": 0.9684244791666666}, {"start": 2377.73, "end": 2378.01, "word": " ماتمش", "probability": 0.6341552734375}, {"start": 2378.01, "end": 2378.35, "word": " تمسك", "probability": 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11622, 9957, 24976, 10943, 2655, 5016, 7649], "avg_logprob": -0.2449776791036129, "compression_ratio": 1.656, "no_speech_prob": 7.838010787963867e-05, "words": [{"start": 2389.08, "end": 2389.28, "word": "أعتقد", "probability": 0.570831298828125}, {"start": 2389.28, "end": 2390.08, "word": " يعطيكوا", "probability": 0.804931640625}, {"start": 2390.08, "end": 2390.68, "word": " العافية", "probability": 0.9620768229166666}, {"start": 2390.68, "end": 2391.08, "word": " و", "probability": 0.9580078125}, {"start": 2391.08, "end": 2391.18, "word": " ان", "probability": 0.46923828125}, {"start": 2391.18, "end": 2391.3, "word": " شاء", "probability": 0.982177734375}, {"start": 2391.3, "end": 2391.34, "word": " الله", "probability": 0.95654296875}, {"start": 2391.34, "end": 2391.7, "word": " اللقاء", "probability": 0.9830729166666666}, {"start": 2391.7, "end": 2392.18, "word": " القادم", "probability": 0.9954427083333334}, {"start": 2392.18, "end": 2392.88, "word": " بنكمل", "probability": 0.9332682291666666}, {"start": 2392.88, "end": 2393.12, "word": " في", "probability": 0.64892578125}, {"start": 2393.12, "end": 2393.48, "word": " الشفطة", "probability": 0.7906494140625}, {"start": 2393.48, "end": 2393.76, "word": " لغة", "probability": 0.48828125}, {"start": 2393.76, "end": 2394.94, "word": " جديدة", "probability": 0.89990234375}, {"start": 2394.94, "end": 2395.36, "word": " و", "probability": 0.8798828125}, {"start": 2395.36, "end": 2395.6, "word": " بدي", "probability": 0.747314453125}, {"start": 2395.6, "end": 2395.88, "word": " أكمل", "probability": 0.703125}, {"start": 2395.88, "end": 2396.14, "word": " ان", "probability": 0.43505859375}, {"start": 2396.14, "end": 2396.44, "word": " شاء", "probability": 0.989013671875}, {"start": 2396.44, "end": 2396.54, "word": " الله", "probability": 0.9384765625}, {"start": 2396.54, "end": 2397.08, "word": " جاهزين", "probability": 0.918212890625}, {"start": 2397.08, "end": 2397.82, "word": " للامتحان", "probability": 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/c40WAEfGwMA_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/c40WAEfGwMA_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..18a5f981336fe04cfe1eb0a565f9de9445253cce
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/c40WAEfGwMA_raw.srt
@@ -0,0 +1,2280 @@
+1
+00:00:20,790 --> 00:00:23,110
+بسم الله الرحمن الرحيم السلام عليكم و رحمة الله و
+
+2
+00:00:23,110 --> 00:00:25,950
+بركاته، احنا اليوم ان شاء الله هنتبع موضوعنا، في
+
+3
+00:00:25,950 --> 00:00:28,310
+المحاضر الماضي وقفنا عند اللي هو ال electric
+
+4
+00:00:28,310 --> 00:00:31,210
+dipole و ال flux lines، حكينا ايش هو ال electric
+
+5
+00:00:31,210 --> 00:00:34,670
+dipole، قلنا هو عبارة عن two charges، كل واحدة لها
+
+6
+00:00:34,670 --> 00:00:38,450
+شحنة من خلفها للتانية و بينهم مسافة صغيرة، بالنسبة
+
+7
+00:00:38,450 --> 00:00:43,130
+لمين؟ للمسافة اللي بتأيس عندها ال electric fieldأو
+
+8
+00:00:43,130 --> 00:00:45,050
+ال electric potential و احنا شوفنا من الحاضر
+
+9
+00:00:45,050 --> 00:00:47,550
+الماضي ان كيف احسب ال potential عند اي نقطة في ال
+
+10
+00:00:47,550 --> 00:00:51,770
+space فانا اذا عندي انا two charges زي في هذا
+
+11
+00:00:51,770 --> 00:00:57,110
+الصورة Q minus Q المسافة بينهم D و بدي اشوف ال
+
+12
+00:00:57,110 --> 00:00:59,330
+potential ناتج عن هذا ال dipole قولنا على طول
+
+13
+00:00:59,330 --> 00:01:03,130
+بسميه Q minus Q المسافة بينهم D اللي هي اقل بكتير
+
+14
+00:01:03,130 --> 00:01:07,990
+من R نسميه electric dipole قولنا ايه بقدر احسب ال
+
+15
+00:01:07,990 --> 00:01:11,110
+potential عند اي نقطة في ال space Q
+
+16
+00:01:19,820 --> 00:01:23,580
+الشحنة الأولى زاد ال potential الناتج من الشحنة
+
+17
+00:01:23,580 --> 00:01:29,700
+التانية السالب جاء من ال Q انها سالبة طبعا
+
+18
+00:01:29,700 --> 00:01:32,420
+لو فى هندي constant of integration هى ناقصها يروحت
+
+19
+00:01:32,420 --> 00:01:35,120
+يعنى مجموعة بقى هنضي على ال constant of
+
+20
+00:01:35,120 --> 00:01:40,410
+integrationأذا عندي ال total potential اش حساوى Q
+
+21
+00:01:40,410 --> 00:01:45,430
+على 4 by epsilon note R2 minus R1 على R1 في R2
+
+22
+00:01:45,430 --> 00:01:49,350
+قولنا من وين هي بنجيبها من واحد المقامات R2 minus
+
+23
+00:01:49,350 --> 00:01:53,410
+R1 حسبناها المحاضرة الماضية قولنا R2 ناقص R1 لو
+
+24
+00:01:53,410 --> 00:01:58,750
+انا اسقطت عمود من طفل Q على R2 هلاقى هذه R2 ناقص
+
+25
+00:01:58,750 --> 00:02:02,870
+R1 هذه المسافةلو سمينا θتا اللي هي الزاوية بين
+
+26
+00:02:02,870 --> 00:02:06,350
+اتجاه ال dipole اللي هي المسافة اللي واصلة بين ال
+
+27
+00:02:06,350 --> 00:02:11,550
+two charges و ال line اللي بيوصل ما بين ال center
+
+28
+00:02:11,550 --> 00:02:14,490
+تبع ال dipole و النقطة الدقيقة عندها اللي بتنشر
+
+29
+00:02:14,490 --> 00:02:17,730
+هذه سميناها ال θتا هي برضه هتكون θتا لأنها علاقة
+
+30
+00:02:17,730 --> 00:02:23,290
+بالتناظر لذا هذه المسافة هتكون d cos θتا لو عوضنا
+
+31
+00:02:23,290 --> 00:02:29,850
+عنهم في الالمعادلة R2-R1 Dcosθ و تقريبا انه R1
+
+32
+00:02:29,850 --> 00:02:33,270
+بتساوي R2 بتساوي R دي شونه تقريبا لان هذه مسافة
+
+33
+00:02:33,270 --> 00:02:36,150
+بعيدة كتير يعني هلاقيه كأنهم صاروا على التوازن
+
+34
+00:02:36,150 --> 00:02:39,770
+وهذه المسافة صغيرة كتير فبقدر اقول ان R1 فR2
+
+35
+00:02:39,770 --> 00:02:47,990
+بتساوي R3 يعنيالبوتنشن ناتج عن دايول هو QD cos θ
+
+36
+00:02:47,990 --> 00:02:51,350
+على 4 π إبسنون R تربيه طب قولنا D cos θ أيش أنا
+
+37
+00:02:51,350 --> 00:02:54,710
+بقدر أعبر عنها إذا بتذاكرين في ال vector لما درسنا
+
+38
+00:02:54,710 --> 00:02:57,410
+ال vector قولنا أي حاجة D cos θ هي ال projection
+
+39
+00:02:57,410 --> 00:03:03,640
+تبع vector component على اتجاه معينفمين هى الاتجاه
+
+40
+00:03:03,640 --> 00:03:08,480
+فى حالتنا اللى هو اتجاه ال R لإن ال θ دي كوسين ثتا
+
+41
+00:03:08,480 --> 00:03:13,820
+هيكون فى اتجاه مين ال R hat هتكون دى ضد R hat دى
+
+42
+00:03:13,820 --> 00:03:17,720
+ضد R hat هتطلقين دى كوسين ثتا حيث دى مين هى دى
+
+43
+00:03:17,720 --> 00:03:21,240
+المسافة اللى بين ال two dipoles فهى الحالة إيش
+
+44
+00:03:21,240 --> 00:03:25,180
+اتجاهها Z hat ليش أخدناها Z hat لإن أنا دايما باخد
+
+45
+00:03:25,180 --> 00:03:29,870
+اتجاه ال dipole من السالب للموجباتجاههم يسموه جبه،
+
+46
+00:03:29,870 --> 00:03:33,230
+كمان في حاجة نبحتكم عليها المحاضرة الماضية انه هذا
+
+47
+00:03:33,230 --> 00:03:37,210
+ال table ماله ال center تبعه قاعد على ال origin مش
+
+48
+00:03:37,210 --> 00:03:39,650
+دائما ال table بيكون عندى قاعد على ال origin ممكن
+
+49
+00:03:39,650 --> 00:03:42,670
+يكون برضه قاعد في اي مكان في ال space بس انت بحسب
+
+50
+00:03:42,670 --> 00:03:48,900
+ال center قدش بعضه عن ال originحسابنا D cosθ
+
+51
+00:03:48,900 --> 00:03:52,560
+عبّرنا عنها D دول D R ونحطها في معادلة مين اللي هو
+
+52
+00:03:52,560 --> 00:03:55,180
+ال potential طبعا إذا إحنا حكينا بدنا نعرف ال new
+
+53
+00:03:55,180 --> 00:03:58,140
+quantity اللي هي ال dipole moment P وP hat هي
+
+54
+00:03:58,140 --> 00:04:01,500
+عبارة عن Q في D ميني Q اللي هي ال charge بتاعة ال
+
+55
+00:04:01,500 --> 00:04:05,120
+dipole واحدة من ال charges قيمة ال charge وD اللي
+
+56
+00:04:05,120 --> 00:04:10,780
+عرفناها ال vector اللي عبارة عن D dot R hat D
+
+57
+00:04:10,780 --> 00:04:13,520
+متأسفة المسافة بين ال two dipoles اللي بعرفها من
+
+58
+00:04:13,520 --> 00:04:17,220
+السالب ال quantity لبساطةيعني في هالحالة HD
+
+59
+00:04:17,220 --> 00:04:20,060
+اتجاهها D زدها لإنها جاية من ال minus لل plus
+
+60
+00:04:20,060 --> 00:04:25,600
+فهيكون Z hat فإذا بيبتسوة Q في D اللي هي vector
+
+61
+00:04:25,600 --> 00:04:29,420
+quantity vector quantity Q scalar لكن دي مالها
+
+62
+00:04:29,420 --> 00:04:32,400
+vector إذا انت عاجبه ال moment ماله vector
+
+63
+00:04:32,400 --> 00:04:35,980
+quantityنرجع للـ Potential الـ Potential إيش
+
+64
+00:04:35,980 --> 00:04:40,880
+هساوي؟ Q في D Cos θ على 4π أبسل نقطة R تربية نكتبه
+
+65
+00:04:40,880 --> 00:04:44,840
+على شكل Vector D Cos θ و انا إيش مكتوبها؟ D Dot R
+
+66
+00:04:44,840 --> 00:04:50,660
+Hat Q دي Vector إيش بدها تكون؟ B بتكون V بتساوي B
+
+67
+00:04:50,660 --> 00:04:54,740
+Dot R Hat على 4π أبسل نقطة R تربية إذا الـ
+
+68
+00:04:54,740 --> 00:04:57,660
+Potential الناتج عن الـ Dipole Moment هو قيمة الـ
+
+69
+00:04:57,660 --> 00:05:02,380
+Dipole Dot R Hat على 4π نقطة R تربية
+
+70
+00:05:04,900 --> 00:05:08,520
+زي ما حكينا اللي هي ال B من السالب للموجة زي
+
+71
+00:05:08,520 --> 00:05:14,350
+الشكيل ESطب لو كان الـ dipole مش عند ال origin لو
+
+72
+00:05:14,350 --> 00:05:17,090
+كان عند أي نقطة في ال space على بعد R' من ال
+
+73
+00:05:17,090 --> 00:05:21,430
+origin هيصير قيمة ال P عبارة عن P dot R minus R
+
+74
+00:05:21,430 --> 00:05:24,770
+prime على four by epsilon dot R minus R prime لكل
+
+75
+00:05:24,770 --> 00:05:28,270
+cube او انا ممكن هدق اسمي ال unit vector R minus R
+
+76
+00:05:28,270 --> 00:05:31,710
+prime على R minus R prime متذكرين يعني هدم احنا
+
+77
+00:05:31,710 --> 00:05:34,830
+بقدر نكتبها على شكل نفس القضية على R cube اللي هي
+
+78
+00:05:34,830 --> 00:05:39,550
+هتكون بدل R hat على R ترميش هتكون R vector على R
+
+79
+00:05:39,550 --> 00:05:44,040
+cubeلأن R هتمي هي R vector على R نفس الحاجة هنا
+
+80
+00:05:44,040 --> 00:05:48,920
+هيكون R minus R prime على R minus R prime لكل cube
+
+81
+00:05:48,920 --> 00:05:51,760
+لأن R prime كانت في الحالة الأولى عند مين ال zero
+
+82
+00:05:51,760 --> 00:05:56,260
+خلتها بطلت ال zero صار مكان بعيد عن ال origin تمام
+
+83
+00:05:59,890 --> 00:06:01,830
+لو انا بدي ال electric field قلنا ايش ال electric
+
+84
+00:06:01,830 --> 00:06:04,230
+field بيساوي minus ال grade V احنا أثبتناها في
+
+85
+00:06:04,230 --> 00:06:07,550
+المحاضرة الماضية، أثبتناها بطريقتين، قلنا ان ال
+
+86
+00:06:07,550 --> 00:06:10,990
+electric field بيساوي كيلو ال electric field zero
+
+87
+00:06:10,990 --> 00:06:15,930
+ال rotational electric field لأن هو ماله عبارة عن
+
+88
+00:06:20,990 --> 00:06:24,190
+فهو ال rotational فهيكون ايه بتساومها نفسي grade V
+
+89
+00:06:24,190 --> 00:06:27,090
+و بقدر اجيب ال electric field من ال potential لان
+
+90
+00:06:27,090 --> 00:06:29,750
+احنا ال electric field بقدر اجيبه من مين؟ من
+
+91
+00:06:29,750 --> 00:06:33,130
+column flow, gauss flow و من ال potential يعني اذا
+
+92
+00:06:33,130 --> 00:06:36,090
+كنت عارف ال potential ناتج عن ال dipole بقدر اجيب
+
+93
+00:06:36,090 --> 00:06:45,610
+ال electric field اللي ناتج برضه عن a type لو
+
+94
+00:06:45,610 --> 00:06:48,770
+انا فضلت بطلع معايا الشكل اللي انا عاملة
+
+95
+00:06:55,680 --> 00:06:59,400
+هي الـ electric field هي ساوة بي على four bios ال
+
+96
+00:06:59,400 --> 00:07:04,000
+node R3 في اتنين كسايم ثتا R hat زائد سايم ثتا ثتا
+
+97
+00:07:04,000 --> 00:07:06,900
+hat حيث هنا بي شايفينها بدون vector هي ال
+
+98
+00:07:06,900 --> 00:07:12,040
+magnitude خطة ال vectors برا R hat و theta hat
+
+99
+00:07:20,450 --> 00:07:22,630
+ال point of charge لو بدنا نفكر فيها بنسميها
+
+100
+00:07:22,630 --> 00:07:25,030
+monopole، monopole يعني charge، مافيش إليها
+
+101
+00:07:25,030 --> 00:07:28,830
+dipole، يعني dipole يعني تلتان، mono واحد، فأنا
+
+102
+00:07:28,830 --> 00:07:31,350
+ممكن أفكر في ال point of charge إنها monopole،
+
+103
+00:07:31,350 --> 00:07:35,410
+monopole يعني pole واحد، إله electric field بتناسب
+
+104
+00:07:35,410 --> 00:07:39,530
+عكسية مع R تربية، و ال potential مع واحد على R،
+
+105
+00:07:39,530 --> 00:07:42,750
+يعني عندي electric field ناتج عن ال charge واحد
+
+106
+00:07:42,750 --> 00:07:45,910
+على R تربية، ال potential ناتج عن one charge واحد
+
+107
+00:07:45,910 --> 00:07:48,460
+على Rلو فكرت في ال dipole هلاقى ان ال electric
+
+108
+00:07:48,460 --> 00:07:51,220
+field ماله صار واحد على R cubed و ال potential
+
+109
+00:07:51,220 --> 00:07:54,200
+واحد على R ترددية و هكذا لو انا اتفكرت في ال
+
+110
+00:07:54,200 --> 00:07:57,680
+higher orders زى ال quadrupole و ال octupole هلاحظ
+
+111
+00:07:57,680 --> 00:08:02,380
+انه ال field هيصير بدل ما هو R cubed هصير R أربعة
+
+112
+00:08:02,380 --> 00:08:05,340
+و R خمسة و هكذا و ال potential هصير R cubed R
+
+113
+00:08:05,340 --> 00:08:06,380
+أربعة و R خمسة
+
+114
+00:08:09,780 --> 00:08:13,020
+نجي لل flux lines احنا قلنا هنتعلم ال potential و
+
+115
+00:08:13,020 --> 00:08:15,120
+ال flux lines، ايش هو ال electric flux line؟ هو
+
+116
+00:08:15,120 --> 00:08:19,440
+عبارة عن imaginary bus، bus خيالي او line drawn in
+
+117
+00:08:19,440 --> 00:08:22,080
+such a way that the direction at any point is
+
+118
+00:08:28,430 --> 00:08:31,270
+يعني مثلا هى اللى عندى ال monopole او ال charge q
+
+119
+00:08:31,270 --> 00:08:35,130
+بصطف معناه ال electric field ماله طالع منها انا
+
+120
+00:08:35,130 --> 00:08:38,630
+بعبّر عن هذا الخروج باش بال electric flux lines
+
+121
+00:08:38,630 --> 00:08:41,630
+هدول ال electric flux lines اللى هى عندها بكون دى
+
+122
+00:08:41,630 --> 00:08:46,070
+ماله tangential لإن دى هو ال field density بيكون
+
+123
+00:08:46,070 --> 00:08:48,290
+tangential لهم يعني ال electric field فى هذا
+
+124
+00:08:48,290 --> 00:08:51,790
+الاتجاه فبحالة ال monopole هىكون electric field
+
+125
+00:08:51,790 --> 00:08:55,830
+ماله طالع بهذا الشكل ال radially لو كانت سالة بقاش
+
+126
+00:08:55,830 --> 00:09:00,190
+هيكون داخلهدول المقاطر اللي إحنا شايفينهم حواليها
+
+127
+00:09:00,190 --> 00:09:02,990
+أو يعني اللي ممكن أقول اللي هي الدوائر العمودية
+
+128
+00:09:02,990 --> 00:09:06,610
+على .. يعني كل لحظة إيش هنلاقي عمودي هذا الخط اللي
+
+129
+00:09:06,610 --> 00:09:09,870
+هو ال .. ال circle عمودي على ال flux lines هدول
+
+130
+00:09:09,870 --> 00:09:12,720
+اللي بيسميها equipotential surfacesإيش معنى eco
+
+131
+00:09:12,720 --> 00:09:15,800
+-potential؟ eco-potential يعني متساوي potential
+
+132
+00:09:15,800 --> 00:09:19,080
+اللي هو potential اللي نعرفه الجهود eco-potential
+
+133
+00:09:19,080 --> 00:09:21,340
+يعني عند هدول ال services potential ماله يكون
+
+134
+00:09:21,340 --> 00:09:24,160
+متساوي يعني أنا لو جيبت أداة قياس وقصت ال
+
+135
+00:09:24,160 --> 00:09:27,040
+potential على هذا الخط اللي مقطع هلاقي أنه ال
+
+136
+00:09:27,040 --> 00:09:30,900
+potential ماله متساوي أروح على هذا الخط هلاقي ال
+
+137
+00:09:30,900 --> 00:09:34,280
+potential ماله متساوي الدائرة التانية الدائرة
+
+138
+00:09:34,280 --> 00:09:37,300
+التالتة نفس القضية هلاقي أنه ال potential عند نقطة
+
+139
+00:09:37,590 --> 00:09:41,950
+كل نقطة من النقاط هيكون متساوية، اذا هدول احنا
+
+140
+00:09:41,950 --> 00:09:45,950
+نسميهم potential surfaces هذا بالنسبالى ال
+
+141
+00:09:45,950 --> 00:09:49,250
+monopole او one charge، لو انا روحت للdipole، هذا
+
+142
+00:09:49,250 --> 00:09:52,290
+dipole بس ايش القصة ان رسمها صغيرة كتير زى ما
+
+143
+00:09:52,290 --> 00:09:56,110
+اتفقنا ان مسافة بعيدة كتير، هلاقى ان ال electric
+
+144
+00:09:56,110 --> 00:10:00,090
+lines هتروح من الموجة بالسالب، يعني من الموجة
+
+145
+00:10:00,090 --> 00:10:05,030
+بالسالب، من الموجة بالسالب، من الموجة بالسالب، من
+
+146
+00:10:05,030 --> 00:10:10,320
+الموجة بالسالب، صحيح؟الملموجة السالد هدولة ال
+
+147
+00:10:10,320 --> 00:10:14,400
+electric field electric flux lines اللي هو قولنا
+
+148
+00:10:14,400 --> 00:10:17,180
+مالهم imaginary lines اللي بيكون عنده مدينة له
+
+149
+00:10:17,180 --> 00:10:20,520
+tangential عند كل نقطة من النقطة هيكون ال electric
+
+150
+00:10:20,520 --> 00:10:24,220
+field او ال dn tangential عند كل نقطة من النقطة
+
+151
+00:10:24,220 --> 00:10:28,460
+المرسومة على الخط الأزرقنفس الحاجة بقدر ارسمين الـ
+
+152
+00:10:28,460 --> 00:10:31,700
+Equipotential Surfaces اللي هم عموديين عهده لل
+
+153
+00:10:31,700 --> 00:10:35,120
+line هلاقي دوائر مقطعة هذه هي ال Equipotential
+
+154
+00:10:35,120 --> 00:10:38,100
+Surfaces وقلنا ايش معها Equipotential Surfaces انه
+
+155
+00:10:38,100 --> 00:10:40,600
+عند كل نقطة على هذه الدائرة بيكون ال potential
+
+156
+00:10:40,600 --> 00:10:45,640
+بساوي بعضه يعني لو قصت potential هنا هيكون V1 على
+
+157
+00:10:45,640 --> 00:10:49,100
+هذه النقطة هلاقي V1 على هذه نقطة هلاقي V1 عشان هيك
+
+158
+00:10:49,100 --> 00:10:52,480
+احنا بسميه Equipotential Equi قلنا متساوي
+
+159
+00:10:52,480 --> 00:10:56,430
+potential voltageفهدولة ال surfaces بيكون عندهم ال
+
+160
+00:10:56,430 --> 00:10:59,790
+potential متساومة هدولة ع فكرة مش lines هي
+
+161
+00:10:59,790 --> 00:11:08,770
+surfaces بس عشان الرسمة واضح؟ طيب في استفسار لحد
+
+162
+00:11:08,770 --> 00:11:12,210
+هنا؟ واضح إيش هم ال equipotential surfaces وإيش هم
+
+163
+00:11:12,210 --> 00:11:16,590
+ال flux lines؟
+
+164
+00:11:16,590 --> 00:11:19,330
+كمرة نأكد إيش هم ال equipotential surfaces هم ال
+
+165
+00:11:19,330 --> 00:11:21,230
+surfaces on which potential is the same
+
+166
+00:11:22,090 --> 00:11:24,590
+intersection of an equipotential surface and a
+
+167
+00:11:24,590 --> 00:11:27,710
+plane results in equipotential lines اللي احنا
+
+168
+00:11:27,710 --> 00:11:32,330
+شايفيهم احنا لإنه احنا بنرسم على plan فدولها lines
+
+169
+00:11:32,330 --> 00:11:36,510
+لكن هي surfaces يعني بتكون زي shells لكن تقطعها مع
+
+170
+00:11:36,510 --> 00:11:39,650
+أي plan زي هذا ال plan اللي هو اللي في حالتنا مثلا
+
+171
+00:11:39,650 --> 00:11:43,390
+هذا ممكن يكون ال XZ plan هنلاقي احنا هنشوف ما لهم
+
+172
+00:11:43,390 --> 00:11:46,670
+lines هنشوفهم دوائر مقطعة لكن هم في الواقع زي ما
+
+173
+00:11:46,670 --> 00:11:50,750
+قلنا هي surfacesبس كل دائرة مقطعة جهد هيغير عن
+
+174
+00:11:50,750 --> 00:11:55,750
+الدائرة؟ طبعا هذه مثلا جهدة V0 هذه جهدة V1 هذه
+
+175
+00:11:55,750 --> 00:12:00,230
+جهدة هيكون V2 بس على طول هيكون الدائرة الدائرة كل
+
+176
+00:12:00,230 --> 00:12:02,810
+ال potentials اللي هو انا في هذه الحالة هيكون line
+
+177
+00:12:02,810 --> 00:12:05,890
+بس هي احنا مانعملها surfaces ال potential على طول
+
+178
+00:12:05,890 --> 00:12:09,290
+هذا surface متساوى مش اي تغير في ال potential
+
+179
+00:12:09,290 --> 00:12:12,530
+فالفرق الجهد يعني غالبا عن ذلك اللي بيجي السؤال
+
+180
+00:12:12,530 --> 00:12:15,470
+فرق الجهد بين نقطتين علي ال potential surface مش
+
+181
+00:12:15,470 --> 00:12:15,950
+متساوي
+
+182
+00:12:19,730 --> 00:12:22,870
+طبعا في حالة ال dive و هنلاحظ ان هنا هدف يتمثلنا
+
+183
+00:12:22,870 --> 00:12:27,170
+ال V أكبر من 0 الجهود هنا الموجة و هنا الجهود
+
+184
+00:12:27,170 --> 00:12:31,410
+السالق no
+
+185
+00:12:31,410 --> 00:12:34,190
+work is done ايش طبيعي مدام انا ال potential عند 0
+
+186
+00:12:34,190 --> 00:12:37,370
+لأنه ايش علاقة ال work و ال potential فرق بين ال
+
+187
+00:12:37,370 --> 00:12:40,470
+potential هو ال work فانا ال potential اللي بد
+
+188
+00:12:40,470 --> 00:12:43,190
+احتاجه عشان انقل نقطة
+
+189
+00:12:46,100 --> 00:12:51,560
+بتنقل من نقطة A لنقطة B أو من نقطة 100 لنقطة A
+
+190
+00:12:51,560 --> 00:12:55,660
+البوتنشأ اللي بعتمدي نقل هو الفرق بين النقطتين هو
+
+191
+00:12:55,660 --> 00:12:58,880
+الفرق بينهم Zero فال work اللي لازم يكون Zero هذه
+
+192
+00:12:58,880 --> 00:13:02,360
+برضه من الأسئلة اللي كنتيش في الانتحانات و برضه
+
+193
+00:13:02,360 --> 00:13:05,600
+احنا عندنا ال integral A to DL هي ساوة Zero لأنها
+
+194
+00:13:05,600 --> 00:13:09,320
+تعرف ال work ساوة minus integral A to DL هي ساوة
+
+195
+00:13:09,320 --> 00:13:15,280
+Zero كل هذه الأشياء اذا احنا عرفناهاعن الـ
+
+196
+00:13:15,280 --> 00:13:18,400
+Equotential Services نشوف مثال مثلا بيحكي عن
+
+197
+00:13:18,400 --> 00:13:21,400
+Dipole لما يقولي عن Dipole و ال Dipole Moment يعني
+
+198
+00:13:21,400 --> 00:13:26,460
+هذه مالها اللي لازم تكون vector و اتجاه ال vector
+
+199
+00:13:26,460 --> 00:13:31,660
+مثلية مثلا هيكون على ماله على ال z axis إذا أنا
+
+200
+00:13:31,660 --> 00:13:34,420
+عندى two dipoles السالب هتقولي ان ال Dipole ماله
+
+201
+00:13:34,420 --> 00:13:39,640
+اتجاهه السالب موجب اتجاه سالب z الموجب اللي هي 9 z
+
+202
+00:13:39,640 --> 00:13:43,320
+hat معناه انه من السالب موجب اتجاه plus z hat
+
+203
+00:13:49,520 --> 00:13:54,700
+واحد منهم located عند النقطة 00-2 مش قاعد على 00
+
+204
+00:13:54,700 --> 00:13:58,300
+ال origin تبعه لو ال origin تبعه على 0 مش هيكون
+
+205
+00:13:58,300 --> 00:14:03,980
+located عند 000 لكن الأولاني قاعد عند 00-2 والتاني
+
+206
+00:14:03,980 --> 00:14:09,040
+عند 00 plus 3 واضح؟
+
+207
+00:14:09,040 --> 00:14:11,800
+إذا هدول ال diagonals ال origin تبعهم مش قاعد على
+
+208
+00:14:11,800 --> 00:14:19,390
+0 يعني هن دي في R'1 وR'2 معايا؟إذا الدولب الأولاني
+
+209
+00:14:19,390 --> 00:14:24,090
+كانت و-5Z hat نانو كولومبر متر التاني 9Z hat نانو
+
+210
+00:14:24,090 --> 00:14:28,990
+كولومبر متر located عند النقطة 00-2 الأولاني
+
+211
+00:14:28,990 --> 00:14:34,870
+والتاني عند 003 طالب مني أن أجيب potential عند ال
+
+212
+00:14:34,870 --> 00:14:35,190
+origin
+
+213
+00:14:40,150 --> 00:14:42,630
+طبعا ال potential مجموعة ال potentials يعني انا
+
+214
+00:14:42,630 --> 00:14:44,950
+بدي اجيب potential من ال table اولاني اذا
+
+215
+00:14:44,950 --> 00:14:47,150
+potential من دا قبله تاني بيعطيني ال total
+
+216
+00:14:47,150 --> 00:14:52,390
+potential عند النقطة المطلوبة ال sum كام من واحد
+
+217
+00:14:52,390 --> 00:14:57,290
+لاتنين PK dot RK على four by epsilon dot RK لكل Q
+
+218
+00:14:57,290 --> 00:15:02,290
+R mean اللي هي المسافة بين ال table و ال origin
+
+219
+00:15:03,100 --> 00:15:06,860
+الأولاني يعني R1 المسافة بين طيبه الأولاني و ال
+
+220
+00:15:06,860 --> 00:15:10,260
+origin و R2 هي المسافة بين طيبه التاني و ال origin
+
+221
+00:15:10,260 --> 00:15:17,220
+R1 magnitude و R2 magnitude فإذا بنت أجيبهم عندي
+
+222
+00:15:17,220 --> 00:15:19,800
+الطيب الأولاني أعلنت
+
+223
+00:15:28,210 --> 00:15:31,170
+النقطة اللي بدأيسي عندها ال potential minus r اللي
+
+224
+00:15:31,170 --> 00:15:35,650
+عندها ال source يعني r minus r prime فهذه الحالة
+
+225
+00:15:35,650 --> 00:15:39,990
+مين عند ال r prime بتاعة ال dipole هي 00-2 الفرق
+
+226
+00:15:39,990 --> 00:15:43,410
+بينهم هيعطيني plus 2 z hat بالنسبة لل dipole
+
+227
+00:15:43,410 --> 00:15:43,950
+التاني
+
+228
+00:15:51,780 --> 00:15:58,290
+المجنوب تبقى R1 هتكون 2 المجنوب تبقى R2 هتكون 3إذا
+
+229
+00:15:58,290 --> 00:16:02,750
+في إيش هتسوى 1 على 4 by epsilon not في b1 اللي قدش
+
+230
+00:16:02,750 --> 00:16:08,530
+قمت b1 minus 5 في r1 اللي هي 2 يعني نقص 5 في 2 هي
+
+231
+00:16:08,530 --> 00:16:13,110
+minus 10 على r1 ال cube اللي هي 2 ال cube minus b2
+
+232
+00:16:13,110 --> 00:16:19,950
+اللي هي قمتها 9 في r2 هيكون عندى minus 27 على r
+
+233
+00:16:19,950 --> 00:16:25,190
+cubed في 10 هو 9 نقص 9 بس لإنه هي nano هتكون minus
+
+234
+00:16:25,190 --> 00:16:26,370
+9 لإنها في minus
+
+235
+00:16:38,960 --> 00:16:44,500
+هذا هو ال potential اللى عند ال origin الناتج من
+
+236
+00:16:44,500 --> 00:16:48,300
+two dipoles واحد قاعد عند minus 2 زدهاد والتانى
+
+237
+00:16:48,300 --> 00:16:51,000
+قاعد عند plus 3 زدهاد
+
+238
+00:16:53,800 --> 00:16:59,220
+واضح و لا في اي استفسار لحد هنا و واضح كله طب نيجي
+
+239
+00:16:59,220 --> 00:17:02,420
+ل energy density in electrostatic fields بد أحسب
+
+240
+00:17:02,420 --> 00:17:07,000
+ال energy density عشان أحسب ال energy density يعني
+
+241
+00:17:07,000 --> 00:17:10,820
+أنا بد أقرر قداش مجموع ال energy في ال space هناك
+
+242
+00:17:10,820 --> 00:17:12,100
+جامن وجود بعض ال charges
+
+243
+00:17:15,230 --> 00:17:18,510
+لازم دايما احسب ال work اللي لازمني عشان انقل
+
+244
+00:17:18,510 --> 00:17:21,390
+واحدة او charges او اتنتين او تلاتة او عدد من
+
+245
+00:17:21,390 --> 00:17:24,350
+الcharges من ال infinity لنقطة اللي في ال space
+
+246
+00:17:24,350 --> 00:17:27,490
+اللي بتحسب عندها ال energy density عشان اعرف ال
+
+247
+00:17:27,490 --> 00:17:30,450
+energy density لازم احسب اللي هو ال work و ال work
+
+248
+00:17:30,450 --> 00:17:39,050
+اللي كيف بتحسبهو بتحسب قدش ال work اللي
+
+249
+00:17:39,050 --> 00:17:42,370
+لازمني
+
+250
+00:17:42,370 --> 00:17:45,330
+هو اللي هيخليني أحسب اللي هي ال energy density
+
+251
+00:17:45,330 --> 00:17:50,090
+نبدأ بمين بإن لو أنا بدي أجيب ال charge Q1 و Q2 و
+
+252
+00:17:50,090 --> 00:17:53,370
+Q3 عشان أخد مثل أما أجيب عدد كبير من ال charges في
+
+253
+00:17:53,370 --> 00:17:57,250
+كم ساعات صعبهنفترض ان عندي تلاتة charges و بدي
+
+254
+00:17:57,250 --> 00:18:00,130
+أخدهم من ال infinity و أحطهم في ال space اللي
+
+255
+00:18:00,130 --> 00:18:03,330
+مدحسب عنده ال energy density لو بدي أخد ال charge
+
+256
+00:18:03,330 --> 00:18:05,710
+q واحد من ال infinity ل space ماله انا فرضها ال
+
+257
+00:18:05,710 --> 00:18:09,970
+space فاضي مش هحتاج اي شي هون مافيش اي potential
+
+258
+00:18:09,970 --> 00:18:15,120
+ليه ما يكون عكسأو يعمل قوة معاك سليقلي وانا بنقول
+
+259
+00:18:15,120 --> 00:18:19,200
+ال charge من ال infinity للمقطع فإذا ال work اللي
+
+260
+00:18:19,200 --> 00:18:22,260
+لازمني عشان أنقول ال charge الأولى من ال infinity
+
+261
+00:18:22,260 --> 00:18:26,420
+لل space الفاضي لل free space ماله او free charge
+
+262
+00:18:26,420 --> 00:18:29,420
+space ال charge في free space يعني ماعندي charges
+
+263
+00:18:29,420 --> 00:18:32,840
+هيكون zero ماعندي electric field ناتيش عن ال
+
+264
+00:18:32,840 --> 00:18:34,780
+source قاعد بالسماء هل أصلا عندي charge في ال
+
+265
+00:18:34,780 --> 00:18:38,240
+space أصلا عندي electric field فلما بدي أنقول
+
+266
+00:18:38,240 --> 00:18:42,650
+charge إيش هيصير في عندي هبز ال workبنقول عمال
+
+267
+00:18:42,650 --> 00:18:44,930
+نتشارج في space female و electric field اللي هو
+
+268
+00:18:44,930 --> 00:18:47,370
+المثال اللي شرحناه في الأول لو كان عندى electric
+
+269
+00:18:47,370 --> 00:18:50,070
+field و عمال نبدأ نقول نقطة من ال infinity ل ال
+
+270
+00:18:50,070 --> 00:18:53,170
+space هذا حتى فرضنا أول نبدأ نقول من نقطة A لنقطة
+
+271
+00:18:53,170 --> 00:18:55,970
+B و بعدين نقول لو فرضنا ايه هي ال infinity هيكون
+
+272
+00:18:55,970 --> 00:19:03,150
+عند الجهود ال work ايش بيساوي؟ هيكون Q2 في V21 V21
+
+273
+00:19:03,150 --> 00:19:07,810
+هو ال potential المبزول على ال charge Q2 من وجود
+
+274
+00:19:07,810 --> 00:19:13,670
+ال charge Q1هتصار عندى two charges الـ Q الأولى و
+
+275
+00:19:13,670 --> 00:19:17,030
+الـ Q التانية فعير؟ بدنا نقول ال charge التالتة
+
+276
+00:19:17,030 --> 00:19:21,110
+هيكون في عندى total potential ناتج من ال charge
+
+277
+00:19:21,110 --> 00:19:24,750
+الأولى و من ال charge التانية فال charge التالتة
+
+278
+00:19:24,750 --> 00:19:28,370
+اللى بدنا نقولها هيكون ال work المفزول هو Q تلاتة
+
+279
+00:19:28,370 --> 00:19:30,750
+في مين في ال two potentials مع جموع ال two
+
+280
+00:19:30,750 --> 00:19:33,430
+potentials في أي نقطة في ال space لإن هذه هي اللى
+
+281
+00:19:33,430 --> 00:19:38,160
+هتحدد ليه ال workأذا هيكون ال total work هي سواء
+
+282
+00:19:38,160 --> 00:19:44,160
+Q2 V2 1 زائد Q3 في V3 1 زائد V3 2 اللي هم ال
+
+283
+00:19:44,160 --> 00:19:50,040
+potential اللي بتعملوا ال Q1 على Q3 و V2 3 اللي هي
+
+284
+00:19:50,040 --> 00:19:53,840
+ال potential اللي ناتج من ال charge التانية على ال
+
+285
+00:19:53,840 --> 00:19:57,940
+charge التالتة لو أنا عكست الترتيب يعني قلت أنا
+
+286
+00:19:57,940 --> 00:20:02,040
+بتدّم ال charge التالتةمش من الاتشارج الأولى
+
+287
+00:20:02,040 --> 00:20:04,900
+الاتشارج التالتة هتجعب في free space هيكون zero
+
+288
+00:20:04,900 --> 00:20:07,980
+الاتشارج التانى هتلاقي اللى هو potential ناتج من
+
+289
+00:20:07,980 --> 00:20:12,360
+الاتشارج التالتة هتكون Q2 V32 الاتشارج الأولى
+
+290
+00:20:12,360 --> 00:20:17,440
+هيكون Q1 V12 V13 لو جمعت الاتنين هدولة إيش هيصير
+
+291
+00:20:17,440 --> 00:20:26,340
+عندك اتنين W2E بتها تساوي W1 اللى هي ال zero
+
+292
+00:20:32,460 --> 00:20:38,460
+Q2 مضروبة في V21 زائد V23 إذا ما هي أول حاجة
+
+293
+00:20:38,460 --> 00:20:43,000
+جمعناها Q2 مضروبة في V21 زائد V23 هي ال total
+
+294
+00:20:43,000 --> 00:20:46,160
+potential يمكن أحلم فيه يأثر على Q2 ال potential
+
+295
+00:20:46,160 --> 00:20:51,500
+ناتج من Q1 و ال potential ناتج من Q3 نجمع هنازائد
+
+296
+00:20:51,500 --> 00:20:56,680
+Q3 مضربة في V13 زائد V31 زائد V23 اللي هي ال
+
+297
+00:20:56,680 --> 00:20:59,040
+potential ناتج من التشارج الأولى و التشارج التانى
+
+298
+00:20:59,040 --> 00:21:04,860
+زائد Q1 مضربة في V12 زائد V13 اللي هو برضه ال
+
+299
+00:21:04,860 --> 00:21:07,980
+total potential ممكن يأثر على Q1 و potential ناتج
+
+300
+00:21:07,980 --> 00:21:14,830
+من ال Q2 و Q3 هدا mean two ال work ضعف ال workإذا
+
+301
+00:21:14,830 --> 00:21:19,650
+الوقش متساوي نص Q1 في ال potential ناتج من ال
+
+302
+00:21:19,650 --> 00:21:21,890
+charge التانية على ال charge الأولى زاد ال
+
+303
+00:21:21,890 --> 00:21:23,790
+potential ناتج من ال charge التالتة على ال charge
+
+304
+00:21:23,790 --> 00:21:28,610
+الأولى زاد Q2 في ال potential ناتج من ال charge
+
+305
+00:21:28,610 --> 00:21:30,410
+الأولى على التانية زاد ال potential ناتج من
+
+306
+00:21:30,410 --> 00:21:34,710
+التالتة على التانية زاد Q3 مضروبة في ال potential
+
+307
+00:21:34,710 --> 00:21:37,150
+ناتج من الأولى على التالتة زاد ال potential ناتج
+
+308
+00:21:37,150 --> 00:21:40,010
+من التانية على التالتة يمكن هذه أسهل من الواحد
+
+309
+00:21:40,010 --> 00:21:48,000
+يتذكرها أن ال total potentialهي ساول نص V1 V2 V3
+
+310
+00:21:48,000 --> 00:21:51,520
+V4 V5 V6 V7 V8 V9 V10 V11 V12 V13 V14 V15 V16 V17
+
+311
+00:21:51,520 --> 00:21:54,680
+V18 V19 V20 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+312
+00:21:54,680 --> 00:21:55,320
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+313
+00:21:55,320 --> 00:21:55,420
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+314
+00:21:55,420 --> 00:21:56,700
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+315
+00:21:56,700 --> 00:21:57,960
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+316
+00:21:57,960 --> 00:21:58,680
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+317
+00:21:58,680 --> 00:21:59,600
+V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21 V21
+
+318
+00:21:59,600 --> 00:22:04,860
+V21 V21 V21 V21 V21 V21 V21 V
+
+319
+00:22:07,540 --> 00:22:10,820
+هي الرسمة بتاعتنا يعني عشان بس التذكير انه انا جاي
+
+320
+00:22:10,820 --> 00:22:14,140
+من ال infinity و قاعدة بجيب ال charge واحدة بعد
+
+321
+00:22:14,140 --> 00:22:17,840
+التانية او اجد مثلا q واحد من ال infinity ماكانش
+
+322
+00:22:17,840 --> 00:22:21,220
+فيها اي charges هيكون ال work بساوة zero لما اجيب
+
+323
+00:22:21,220 --> 00:22:23,820
+ال charge التانية هيكون في عندي electric lines
+
+324
+00:22:23,820 --> 00:22:27,580
+already هيكون في عندي work مبذول نفس الحاجة ل q
+
+325
+00:22:27,580 --> 00:22:31,860
+تلاتة لكن للتسهيل احنا عشان قلنا انا بعرف ال total
+
+326
+00:22:31,860 --> 00:22:38,170
+energy انها نص ال sum من k واحد ل nك VK انا كان
+
+327
+00:22:38,170 --> 00:22:41,570
+مثلا عندي تلاتة ممكن يكون عندي خمسة ستة ensemble
+
+328
+00:22:41,570 --> 00:22:46,770
+من ال charges يعني عدد كبير منهم فبيكون عندي مجموع
+
+329
+00:22:46,770 --> 00:22:50,270
+ال potentials زي ما عرفناهم اللي هو نص Q واحد V
+
+330
+00:22:50,270 --> 00:22:57,340
+واحد زي نص Q تانية V تانية زي نص Q تلاتة V تلاتةلو
+
+331
+00:22:57,340 --> 00:23:00,660
+كان عندي continuous charge مش يعني charges يعني
+
+332
+00:23:00,660 --> 00:23:03,920
+عندي body من ال charge هتكون اش هي ال integral لو
+
+333
+00:23:03,920 --> 00:23:08,820
+كانت line ال charge هيكون نص ال integral رو L VDL
+
+334
+00:23:08,820 --> 00:23:13,660
+ال work على ال مثلا ال surface charge هيكون نص ال
+
+335
+00:23:13,660 --> 00:23:17,860
+integral رو S VDS لو كان عندي volume ال charge
+
+336
+00:23:17,860 --> 00:23:23,830
+هيكون نص ال integral رو V VDVطب احنا نيجي ناخد هذه
+
+337
+00:23:23,830 --> 00:23:26,090
+المثال اللي هي تاعت ال volume and charge، ايش
+
+338
+00:23:26,090 --> 00:23:30,110
+هيكون عندي؟ رو V ايش بتساوي؟ diverse D رو V
+
+339
+00:23:30,110 --> 00:23:33,810
+diverse D، متذاكرين ال cause law؟ رو V بتساوي
+
+340
+00:23:33,810 --> 00:23:37,110
+diverse D او diverse E بتساوي رو V على إبسلون،
+
+341
+00:23:37,110 --> 00:23:43,040
+صحيح؟ إذا نهو V بتساوي diverse V، أعوض في W EW ايش
+
+342
+00:23:43,040 --> 00:23:48,740
+بتأولى نص الانتيجرال على V دايفرش DV DV طبعا هد V
+
+343
+00:23:48,740 --> 00:23:53,900
+ال potential و هد مين V المعوجة ال volume واضح هد
+
+344
+00:23:53,900 --> 00:23:58,180
+V اللي هي ال volume ال potential زى هنا هد V بس
+
+345
+00:23:58,180 --> 00:24:02,680
+احنا عوضنا عن مين ال انتيجرال بدل Q رو مثلا LDL او
+
+346
+00:24:02,680 --> 00:24:08,640
+ال integral رو SDS او ال integral رو V DVلو
+
+347
+00:24:08,640 --> 00:24:11,400
+استخدمنا الـ Raw V اللي هي ال charge density الـ
+
+348
+00:24:11,400 --> 00:24:14,760
+Diverge دي في V اللي هو ال potential في DV اللي هو
+
+349
+00:24:14,760 --> 00:24:17,880
+ال volume احنا لو استخدمنا هذه ال identity اللي
+
+350
+00:24:17,880 --> 00:24:21,960
+احنا شفناها في جزء ال calculus ال vector calculus
+
+351
+00:24:21,960 --> 00:24:26,280
+Diverge ال scalar مع vector ايش بنقولنا كأنه بعمل
+
+352
+00:24:26,280 --> 00:24:29,600
+تفاضل ل two quantities واحدة scalar واحدة vector
+
+353
+00:24:29,600 --> 00:24:31,980
+بمعنى التفاضل أول في التاني زاد أول في تاني في
+
+354
+00:24:31,980 --> 00:24:35,560
+التاني بس عشان هنا vector بدأ أدبه لو أنا بدأ فاضل
+
+355
+00:24:35,560 --> 00:24:39,650
+V إيش هتصير ال grade ال V؟يعني هتكون a dot grade
+
+356
+00:24:39,650 --> 00:24:45,630
+of v زائد v diverge ال a أخدنا هذه ال identity أنا
+
+357
+00:24:45,630 --> 00:24:49,950
+مين عندي؟ هذي عندي v في diverge ال a هذي إيش
+
+358
+00:24:49,950 --> 00:24:54,810
+هتساوي؟ diverge ال scalar مع ال vector minus ال
+
+359
+00:24:54,810 --> 00:24:59,950
+vector dot grade ال divergence إذا بعود عن diverge
+
+360
+00:24:59,950 --> 00:25:06,170
+ال d في v لهذه ال quantity مين؟ ال diverge ال
+
+361
+00:25:06,170 --> 00:25:13,220
+scalarمع ال vector minus ال vector dot grade ال V
+
+362
+00:25:13,220 --> 00:25:17,780
+اتعود في هذا ال integral اعوضنا هي اسم ال energy
+
+363
+00:25:17,780 --> 00:25:23,900
+هي نص التكامل على ال volume diverse VD DV minus نص
+
+364
+00:25:23,900 --> 00:25:31,000
+integral over VD dot grade V DV ديش الجزء الأولاني
+
+365
+00:25:31,000 --> 00:25:34,720
+طبعا بقدر انا استخدم مين اللي هي ال divergence
+
+366
+00:25:34,720 --> 00:25:41,670
+theoremمتذكرينها؟ قولنا diverse أي vector a dv
+
+367
+00:25:41,670 --> 00:25:45,970
+بقدر اكمله على ال surface احاوله من اللي هو ال
+
+368
+00:25:45,970 --> 00:25:48,990
+divergence theorem اذا انتم متذكرينها او نسلينها
+
+369
+00:25:48,990 --> 00:25:53,350
+مفهومكم كل هذا بالذاكرة من الامتحان integral ل
+
+370
+00:25:53,350 --> 00:25:57,270
+diverse اي quantity dv بقدر اقولها تساوي ال clause
+
+371
+00:25:57,270 --> 00:26:01,490
+integral على ال surface integral over volume a dot
+
+372
+00:26:01,490 --> 00:26:02,470
+ds
+
+373
+00:26:06,890 --> 00:26:10,810
+أصلا هي اللي عملناها حولنا من ال volume integral
+
+374
+00:26:10,810 --> 00:26:13,890
+لل surface integral فصرت منى ال quantity اللى هى
+
+375
+00:26:13,890 --> 00:26:17,750
+ال vector quantity اللى هى vd.ds scalar فى vector
+
+376
+00:26:17,750 --> 00:26:23,390
+و vector دي أس إيش هذا الجزء منه لسه هذا زى ما هو
+
+377
+00:26:23,390 --> 00:26:27,730
+بيظله minus نص ال integral ع ال volume vd.vdv
+
+378
+00:26:27,730 --> 00:26:32,130
+نتطلع عليا جزئيا اللى هى ال surface integralV احنا
+
+379
+00:26:32,130 --> 00:26:35,530
+شفنا قولنا لو dipole و لو monopole و لو quadrupole
+
+380
+00:26:35,530 --> 00:26:38,170
+و لو اخر عارفين ايش العلاقة بينهم قولنا لو
+
+381
+00:26:38,170 --> 00:26:42,090
+monopole هي charge هيكون V 1 على R و دي 1 على R
+
+382
+00:26:42,090 --> 00:26:45,650
+تربية اللي هي ال electric field مضربها في امسرا V
+
+383
+00:26:45,650 --> 00:26:49,610
+لو كان dipole هتكون 1 على R تربية دي 1 على Q لل
+
+384
+00:26:49,610 --> 00:26:53,430
+dipole و هكذا يعني ايش اللي انا بلاحظه انه هيكون
+
+385
+00:26:53,430 --> 00:26:57,290
+دايما ال R كل ما بيزيد من monopole ل dipole ل
+
+386
+00:26:57,290 --> 00:27:00,230
+quadrupole ل quadrupole بيصير اكبر ال R يعني R
+
+387
+00:27:02,840 --> 00:27:07,200
+طب V ضرب D يعني أضربها إيه في هاي؟ للمونو بول إيش
+
+388
+00:27:07,200 --> 00:27:10,640
+هتصير واحدة R cubed؟ لو ال die ball هتصير واحدة R
+
+389
+00:27:10,640 --> 00:27:14,080
+قوة خمسة طب خليني أقول ال area ماله هتتنسمع R
+
+390
+00:27:14,080 --> 00:27:18,260
+تربية لو بدينا بهاي واحدة ال R في واحدة R تربية
+
+391
+00:27:18,260 --> 00:27:21,080
+إيش هتصير واحدة R cubed؟ في area اللي هي R تربية
+
+392
+00:27:21,080 --> 00:27:25,000
+إيش هيدل عندي واحدة على R؟صح؟ اذا دايما انت .. انت
+
+393
+00:27:25,000 --> 00:27:29,020
+هيكون واحد على ال R قد اقل واحدة اللي لو انا بحكي
+
+394
+00:27:29,020 --> 00:27:32,080
+عضايبه الواحدة R تربيا، لو واحد .. بحكي عكوادرهم
+
+395
+00:27:32,080 --> 00:27:36,260
+الواحدة R3 و هكذا، اذا معناه لو انا هدولة طلعت على
+
+396
+00:27:36,260 --> 00:27:40,470
+التكامل، دايما هيكون ماتش اشي واحد على Rطب و ال
+
+397
+00:27:40,470 --> 00:27:43,630
+safe اسمها لو انا بفرض ان بروح ل infinity اذا واحد
+
+398
+00:27:43,630 --> 00:27:47,390
+على infinity ايش بيكون؟ Zero اذا الجزء الاولاني او
+
+399
+00:27:47,390 --> 00:27:50,470
+ال integral الاولاني ايش هيكون دايما؟ Zero مين
+
+400
+00:27:50,470 --> 00:27:55,230
+بيبقى عندى؟ minus ال integral على ال volume D dot
+
+401
+00:27:55,230 --> 00:27:58,950
+grade V DV بس احنا نتذكرى مين ال grade ال V بس
+
+402
+00:27:58,950 --> 00:28:03,810
+اتاو شفنا مين grade ال V؟ E E مش بتسوى minus grade
+
+403
+00:28:03,810 --> 00:28:04,210
+ال V
+
+404
+00:28:08,160 --> 00:28:11,900
+بتساوي minus grade ال V قولنا هاي استنتجناها بعد
+
+405
+00:28:11,900 --> 00:28:16,100
+الطرق و أكدت إن العلاقة أن كامل ال E بتساوي Zero
+
+406
+00:28:16,100 --> 00:28:23,500
+احنا static اذا
+
+407
+00:28:23,500 --> 00:28:26,380
+انا باخد ال minus grade ال V و بقيمها و بحط بدلها
+
+408
+00:28:26,380 --> 00:28:30,820
+mean E اذا انا عندى نص ال integral ع ال volume D
+
+409
+00:28:30,820 --> 00:28:36,050
+Dot E DVطب دي و إيه إيش العلاقة بينها؟ إبسلون نوت،
+
+410
+00:28:36,050 --> 00:28:38,750
+لو قلت دي بتسوي إبسلون نوت إيه إيه إيش، هيصير عندي
+
+411
+00:28:38,750 --> 00:28:43,750
+نص الانتيجرال لإبسلون نوت إيه تربية في V، هذا مين
+
+412
+00:28:43,750 --> 00:28:51,230
+ال total work ال energy density ما هي لـDWE على
+
+413
+00:28:51,230 --> 00:28:55,630
+DV، فهي ال energy densityطبعا عندي هذا كله في قلب
+
+414
+00:28:55,630 --> 00:28:58,410
+ال integral يعني لو انا فضل دي و ا by دي و دي و دي
+
+415
+00:28:58,410 --> 00:28:59,070
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+416
+00:28:59,070 --> 00:29:02,850
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+417
+00:29:02,850 --> 00:29:10,110
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+418
+00:29:10,110 --> 00:29:10,110
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+419
+00:29:10,110 --> 00:29:10,130
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+420
+00:29:10,130 --> 00:29:10,890
+و دي و دي و دي و دي و دي و دي و دي و دي و دي و دي
+
+421
+00:29:10,890 --> 00:29:14,990
+و دي و دي و دي
+
+422
+00:29:21,750 --> 00:29:25,990
+واضح؟ لحد هنا نخل الامتحان؟ لحد gauss؟ أخر إشي لحد
+
+423
+00:29:25,990 --> 00:29:32,140
+gauss وما دخلش ال potential؟ طب لحد gaussمتحانكم
+
+424
+00:29:32,140 --> 00:29:36,880
+لحد go slow طب نيجي نشوف مثال على ال energy عندى
+
+425
+00:29:36,880 --> 00:29:41,300
+three pointed charges تلات نقاط واحدة عند ال
+
+426
+00:29:41,300 --> 00:29:45,620
+origin قيمتها minus واحد nano column والتانية عند
+
+427
+00:29:45,620 --> 00:29:51,200
+plus z plus واحد على ال z axis قيمتها four nano
+
+428
+00:29:51,200 --> 00:29:58,150
+column والتالتة عند ال x axis واحد x axisقيمتها
+
+429
+00:29:58,150 --> 00:30:01,070
+تلاتة من ال column، بده نوجد ال energy in the
+
+430
+00:30:01,070 --> 00:30:03,150
+system، find the energy in the system، احنا قولنا
+
+431
+00:30:03,150 --> 00:30:06,110
+ال energy يعني مافيش حساب من هنا، صرنا حافظينها،
+
+432
+00:30:06,110 --> 00:30:09,970
+يا بستخدم هذا القانون هو Zero, Q, V, N، يا اللي هو
+
+433
+00:30:09,970 --> 00:30:13,690
+نص و انا حرة مين بدي استخدم ماحدش اللي هو عندى،
+
+434
+00:30:13,690 --> 00:30:17,490
+بحسب ال total potential على كل واحدة من ال charges
+
+435
+00:30:17,490 --> 00:30:22,950
+و بقول ان ال total energy بتساوي نصاللي هو Q1 في
+
+436
+00:30:22,950 --> 00:30:27,830
+V1 زي Q2 في V2 زي Q3 في V3 و بحسب اللي هو ال
+
+437
+00:30:27,830 --> 00:30:36,130
+potentials ال total potentials V12 زي V21 زي V23
+
+438
+00:30:36,130 --> 00:30:45,730
+اللي هو لو بده احكي Q1 هتكون V12 V1 V21بسم الله
+
+439
+00:30:45,730 --> 00:30:56,790
+الرحمن الرحيم V12 و V13 V12 V13
+
+440
+00:30:56,790 --> 00:30:57,270
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+441
+00:30:57,270 --> 00:30:57,390
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+442
+00:30:57,390 --> 00:30:57,670
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+443
+00:30:57,670 --> 00:30:57,990
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+444
+00:30:57,990 --> 00:30:57,990
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+445
+00:30:57,990 --> 00:30:57,990
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+446
+00:30:57,990 --> 00:30:58,030
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+447
+00:30:58,030 --> 00:30:58,050
+V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13 V13
+
+448
+00:30:58,050 --> 00:31:07,310
+V13 V13 V13 V13 V13 V13 V13
+
+449
+00:31:08,110 --> 00:31:11,830
+أو اذا انا متذكرة و حافظة ان انا لو جبت الاولى
+
+450
+00:31:11,830 --> 00:31:14,610
+هيكون ال total work equal to zero التانية بس هتكون
+
+451
+00:31:14,610 --> 00:31:19,710
+الاولى عليها اذا ما هتكون Q2 V2 1 التارتة هيكون
+
+452
+00:31:19,710 --> 00:31:26,130
+اندي تلاتة واحد زائد تلاتة اتنين
+
+453
+00:31:26,130 --> 00:31:30,110
+يا هيك
+
+454
+00:31:30,110 --> 00:31:32,350
+يا هيك وهذا هو الحل النهائي
+
+455
+00:31:35,030 --> 00:31:37,430
+لو كان عندى charge distribution و الـ spherical
+
+456
+00:31:37,430 --> 00:31:40,390
+symmetry اللى اللى ال density ρ V بيساوي رو ند
+
+457
+00:31:40,390 --> 00:31:44,430
+بالـ R ما بين الـ 0 و الـ R و 0 for R أكبر من R
+
+458
+00:31:44,430 --> 00:31:47,550
+بدنا نجيب ال potential everywhere و ال energy
+
+459
+00:31:47,550 --> 00:31:51,610
+stored in the region for R أقل من R أول حاجة بده
+
+460
+00:31:51,610 --> 00:31:54,990
+ال V everywhere و بعدين بده ال energy stored في ال
+
+461
+00:31:54,990 --> 00:31:58,750
+region طبعا ال potential اللى احنا حكيناه أول إشي
+
+462
+00:31:58,750 --> 00:32:02,610
+فلازم أول حاجة for R أكبر من او سوى R ان عندي
+
+463
+00:32:02,610 --> 00:32:08,180
+spherical symmetryوين من R من Zero ل R برا R R
+
+464
+00:32:08,180 --> 00:32:11,800
+أكبر هيكون كل ال distribution موجودة جوا فبستخدم
+
+465
+00:32:11,800 --> 00:32:15,820
+Gauss law بتجيب ال electric field فأي نقطة خارج ال
+
+466
+00:32:15,820 --> 00:32:20,720
+R أكبر من R capital هتكون
+
+467
+00:32:20,720 --> 00:32:24,080
+رو نوت R كيوب على ثري إبسل نوت R تربيه R hat هذا
+
+468
+00:32:24,080 --> 00:32:26,420
+المثال اللي أخدته أكيد لما أخدته ال Gauss
+
+469
+00:32:26,420 --> 00:32:32,500
+distribution يعني دي أنا هاي ال raw هاي ال sphere
+
+470
+00:32:32,500 --> 00:32:38,990
+يعنياللي لها charge distribution رو نوت فهي ال
+
+471
+00:32:38,990 --> 00:32:46,370
+region و برا zero فهي رو V هذي قيمة R برا هيكون كل
+
+472
+00:32:46,370 --> 00:32:50,310
+charge هو اجازله clause integral a dot dL بتساوي
+
+473
+00:32:50,310 --> 00:32:55,430
+رو V اللي هيكون رو نوت على epsilon نوت جيبه ان هو
+
+474
+00:32:55,430 --> 00:33:01,210
+ال integration a dot dR الintegral a dot dS
+
+475
+00:33:15,930 --> 00:33:19,710
+عشان مش هنيب يعني هو مفترض انكوا خلاص ردين الحل
+
+476
+00:33:19,710 --> 00:33:24,550
+قبل ليك واسخدنتوه فR أكبر من R تساوي R capital هي
+
+477
+00:33:24,550 --> 00:33:28,400
+ال electric fieldالبوتنشاش بيساوي معاسن تيجر ال E
+
+478
+00:33:28,400 --> 00:33:31,940
+.DL اللي هو ميل انا ال E هنا في اتجاه الارهاد هو
+
+479
+00:33:31,940 --> 00:33:34,700
+بيحتلع معاكم في اتجاه الارهاد هذا من السيميتري و
+
+480
+00:33:34,700 --> 00:33:37,740
+لا كان نادرش استخدام Gauss law السيميتري انا عندى
+
+481
+00:33:37,740 --> 00:33:40,880
+spherical الشاشة ال distribution تبع ال شاشة
+
+482
+00:33:40,880 --> 00:33:45,720
+symmetrically distributed باستخدام اللي هو Gauss
+
+483
+00:33:45,720 --> 00:33:49,080
+surface فتخيل ان في عندى surface على شكل ماله
+
+484
+00:33:49,080 --> 00:33:54,170
+shell محيطالتي هي ال charge بتاعتي و بحسب ال
+
+485
+00:33:54,170 --> 00:33:57,630
+clause integer ل a.ds بسونا ند على ابسنط أخدتوا a
+
+486
+00:33:57,630 --> 00:34:04,870
+ولا انا حساكم مالكم؟ بحسب بطلع معايا انه ايضا من
+
+487
+00:34:04,870 --> 00:34:08,170
+ال symmetry برضه فتجاه ال R hat بحسب ال potential
+
+488
+00:34:08,170 --> 00:34:11,450
+بطلع معايا ال potential عند R أكبر من R
+
+489
+00:34:14,480 --> 00:34:16,440
+أحنا دايما بنفرض أن ال potential عن ال infinity
+
+490
+00:34:16,440 --> 00:34:20,440
+مقله بساوة 0 لو أنا أعوض هنا عشان أجيب ال C1 ال
+
+491
+00:34:20,440 --> 00:34:23,560
+constant of integration عند ال infinity هدا هتكون
+
+492
+00:34:23,560 --> 00:34:27,980
+0 و V عند ال infinity بساوة 0 إذاً C1 بساوة 0 إذا
+
+493
+00:34:27,980 --> 00:34:30,700
+أنا باخد ال reference إنه ال potential عند ال
+
+494
+00:34:30,700 --> 00:34:34,780
+infinity بساوة 0 فبالتالي V at R infinity بساوة 0
+
+495
+00:34:34,780 --> 00:34:38,760
+وبالتالي هنا هتكون 0 وهدي بالفعل معوض عن R
+
+496
+00:34:38,760 --> 00:34:43,790
+infinity مش هتعطيني 0 إذاً C1 بساوة 0أذا V for
+
+497
+00:34:43,790 --> 00:34:52,390
+region R أكبر من R أقل من R أقل
+
+498
+00:34:52,390 --> 00:34:54,950
+من R أقل من R أقل من R أقل من R أقل من R أقل من R
+
+499
+00:34:54,950 --> 00:34:54,950
+أقل من R أقل من R أقل من R أقل من R أقل من R أقل
+
+500
+00:34:54,950 --> 00:34:55,270
+من R أقل من R أقل من R أقل من R أقل من R أقل من R
+
+501
+00:34:55,270 --> 00:34:58,910
+أقل من R أقل من R أقل من R أقل من R أقل من R أقل
+
+502
+00:34:58,910 --> 00:35:01,930
+من R أقل من R أقل من R أقل من R أقل من R أقل من R
+
+503
+00:35:01,930 --> 00:35:03,050
+أقل من R أقل من R أقل من R أقل من R أقل من R أقل
+
+504
+00:35:03,050 --> 00:35:03,670
+من R أقل من R أقل من R أقل من R أقل من R أقل من R
+
+505
+00:35:03,670 --> 00:35:11,870
+أقل من R أقل من R أقلهتساوي minus rho node R تربيه
+
+506
+00:35:11,870 --> 00:35:18,830
+على 6Y node plus C2 فلقيت
+
+507
+00:35:18,830 --> 00:35:23,270
+احنا كمان لازم يكون في عنا حاجة مهمة انا برا داخل
+
+508
+00:35:23,270 --> 00:35:27,910
+في برا هنا عندى ال region اللى برا اللى اكبر من R
+
+509
+00:35:27,910 --> 00:35:33,190
+و اقدر اروح لحد ال infinity جوا انا محصورة من 0 لR
+
+510
+00:35:33,190 --> 00:35:35,550
+ماضحش اقول ان والله ال reference بتاعتى عند R goes
+
+511
+00:35:35,550 --> 00:35:39,970
+to infinity ان ال region هاديلما حسبت ال potential
+
+512
+00:35:39,970 --> 00:35:44,590
+محصولة من 0 ل R هناك من R ل infinity فاستخدلنا
+
+513
+00:35:44,590 --> 00:35:48,670
+نقطة ال infinity طب جوا كيف بدأ أخلص من ال C2 من
+
+514
+00:35:48,670 --> 00:35:50,590
+ال boundary condition يعني ال boundary condition
+
+515
+00:35:50,590 --> 00:35:55,450
+لازم ال potential عند R بتساوي R capital يعني أسوأ
+
+516
+00:35:55,450 --> 00:36:00,450
+جت من هنا على ال R أو جت من هنا على ال R عشان لازم
+
+517
+00:36:00,450 --> 00:36:04,770
+يكون ال potential بقى المتساوي فمنها بقدر أجيب C2
+
+518
+00:36:09,520 --> 00:36:14,320
+الـ R بتساوي R اعوض عن R اش بتساوي رونوت R تربية
+
+519
+00:36:14,320 --> 00:36:19,360
+على 6 Epsilon Note هذه اللي من هنا و اللي من
+
+520
+00:36:19,360 --> 00:36:26,000
+المعادلة اللي السابقة بتعود اعوض عن R بR Capital
+
+521
+00:36:26,000 --> 00:36:29,380
+هتسيي رونوت R تربية على 3 Epsilon Note بسويهم في
+
+522
+00:36:29,380 --> 00:36:35,570
+بعضواضح ليش انا استخدمت هيك؟ هدول مهمين لأنه دايما
+
+523
+00:36:35,570 --> 00:36:39,570
+لازم تعرفيه من C1 و C2 احنا في ال region اللي برا
+
+524
+00:36:39,570 --> 00:36:45,070
+for R أكبر من R بقدر أروح ل infinityفي ال region
+
+525
+00:36:45,070 --> 00:36:48,850
+اللي جوا و انا محووثة من ال zero ل ال R لازم ألاقي
+
+526
+00:36:48,850 --> 00:36:51,850
+طريقة تانية عشان أجيب اللي هو ال constant تبعي
+
+527
+00:36:51,850 --> 00:36:54,310
+براه سهل جبت ال constant قلت عند R goes to
+
+528
+00:36:54,310 --> 00:36:57,410
+infinity ال reference potential عندي بيساوي zero
+
+529
+00:36:57,410 --> 00:37:01,510
+جوا هقول اه إذا أنا بتستخدم boundary كل شي لازم ال
+
+530
+00:37:01,510 --> 00:37:04,950
+potential عند ال surface هذا أسوأ يجيله من هنا ولا
+
+531
+00:37:04,950 --> 00:37:08,130
+من هنا يكون واحد مش منطقي يكون feels continuity
+
+532
+00:37:08,130 --> 00:37:13,000
+على ال surfaceهكي بقدر أجيب سيقيم ال C2 و بالتالي
+
+533
+00:37:13,000 --> 00:37:16,140
+بيطلع عندى ال potential بيساوره نوت على 6 epsilon
+
+534
+00:37:16,140 --> 00:37:22,020
+نوت في 3R تربية minus R تربية هيجيبنا V V for R
+
+535
+00:37:22,020 --> 00:37:23,020
+أكبر مساوية R
+
+536
+00:37:49,200 --> 00:37:50,600
+3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r3r
+
+537
+00:37:53,450 --> 00:37:56,250
+لأن highly stored في الجسم يعني فرقار اقل من او
+
+538
+00:37:56,250 --> 00:38:00,530
+سواء، واضح؟
+
+539
+00:38:01,900 --> 00:38:05,440
+هك احنا تقريبا خلصنا الشطر يعنى، هنا بعض نص نماذج
+
+540
+00:38:05,440 --> 00:38:09,040
+كيف ان ال electrostatic بتأثر كتير على ال
+
+541
+00:38:09,040 --> 00:38:12,500
+components، أي component زي مثلا للمصفد،
+
+542
+00:38:12,500 --> 00:38:15,360
+electrical components اللي أخدتهم في ال digital
+
+543
+00:38:15,360 --> 00:38:19,820
+electronics، هدرا كتير بتأثر و حتى بال .. يعني هى
+
+544
+00:38:19,820 --> 00:38:23,400
+وين بتكون ال static forces؟ غالبا بتكون في أي جسم،
+
+545
+00:38:23,400 --> 00:38:28,580
+جسم هنا في static force، static energyفانا ممكن ال
+
+546
+00:38:28,580 --> 00:38:31,080
+aesthetic energy اللى فى أعطراف أصابعى نقشة تسوي و
+
+547
+00:38:31,080 --> 00:38:34,140
+تعمل damage لل electrical components، فإذا عمركم
+
+548
+00:38:34,140 --> 00:38:37,120
+شفتوا فى التلفازيون المصانع و هم بيجيبوهم أحيان
+
+549
+00:38:37,120 --> 00:38:40,920
+بيجيبوا كيف بيصنعوا أو بيصنحوا اللى هى ال digital
+
+550
+00:38:40,920 --> 00:38:44,420
+circuits، يبقى غالبا إياه حاطينلهم حاجة على إيدهم
+
+551
+00:38:44,420 --> 00:38:47,600
+عشان تعمل تفريف لل aesthetic .. ال electro
+
+552
+00:38:47,600 --> 00:38:50,700
+-aesthetic forces أو للنساء أحيان محبوش النساء
+
+553
+00:38:50,700 --> 00:38:54,260
+يكون حاجة فى إيدهم فمحطولهم إياها فى الرجلهم يعنىو
+
+554
+00:38:54,260 --> 00:38:56,780
+برضه ممكن الرجال يحبوا نفس الاشي تكون في رجلهم
+
+555
+00:38:56,780 --> 00:39:01,260
+بيسموها electrostatic band adjustment أسوأ في اللي
+
+556
+00:39:01,260 --> 00:39:05,760
+على الإيد ال wrists strap أو ال foot grounder كويس
+
+557
+00:39:05,760 --> 00:39:10,140
+واضحة أكيد حتى ممكن شوفته ممكن في غزة صاروا يعني
+
+558
+00:39:10,140 --> 00:39:12,000
+أصلا يعني يعملوه لإنه كتير صاروا يصاحوا برضه
+
+559
+00:39:12,000 --> 00:39:16,040
+electrostatic أو digital circuits تبقى حتى زي سلك
+
+560
+00:39:16,040 --> 00:39:19,850
+التليفون أحيانا منهميبقى موصول واحد و إيده طابعة
+
+561
+00:39:19,850 --> 00:39:22,630
+نازلة و محة كإنه بتقولوش اسمك التليفون هدولة بس
+
+562
+00:39:22,630 --> 00:39:27,230
+مالهم discharger لما تكون الدنيا صافة كتير بتحسوا
+
+563
+00:39:27,230 --> 00:39:31,610
+فيها ال ecostatic force بتحسوا زي كهربا لما تمسكوا
+
+564
+00:39:31,610 --> 00:39:34,590
+قطعة معدنية بتفرح ال ecostatic force من إيدك
+
+565
+00:39:34,590 --> 00:39:37,730
+للقطعة المعدنية بتحس زي إيشيلات شده أحيانا الناس
+
+566
+00:39:37,730 --> 00:39:42,630
+ماتمش تمسك برد بالسيارة لما تكون الحرارة شوية
+
+567
+00:39:42,630 --> 00:39:47,550
+عالية جفاف يعني لما يكون الجو فيه جفاف بتكون بتحس
+
+568
+00:39:47,550 --> 00:39:51,700
+فيهأعتقد يعطيكوا العافية و ان شاء الله اللقاء
+
+569
+00:39:51,700 --> 00:39:56,440
+القادم بنكمل في الشفطة لغة جديدة و بدي أكمل ان شاء
+
+570
+00:39:56,440 --> 00:39:57,820
+الله جاهزين للامتحان
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/dU0noz-nJFA_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/dU0noz-nJFA_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..39bcbd5429b32bcbcad99f61e64da53855299e2e
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/dU0noz-nJFA_postprocess.srt
@@ -0,0 +1,2128 @@
+1
+00:00:21,040 --> 00:00:23,480
+باسم الله الرحمن الرحيم السلام عليكم و رحمة الله و
+
+2
+00:00:23,480 --> 00:00:26,080
+بركاته و احنا اليوم ان شاء الله هنكمل في ال
+
+3
+00:00:26,080 --> 00:00:28,580
+coordinate system في المحاضرة الماضية احنا بقفنا
+
+4
+00:00:28,580 --> 00:00:31,840
+لحد و شوفنا ان احنا ممكن نحافظ على حد ال
+
+5
+00:00:31,840 --> 00:00:34,300
+coordinate constant لما نحافظ على حد ال coordinate
+
+6
+00:00:34,300 --> 00:00:36,660
+constant ليه بنتجها اننا لأن احنا عندنا space
+
+7
+00:00:36,660 --> 00:00:40,740
+three dimension واحد من ال three coordinatesسابت
+
+8
+00:00:40,740 --> 00:00:44,060
+هيعطينا plan فإحنا مثلا عندنا في ال Cartesian
+
+9
+00:00:44,060 --> 00:00:48,700
+coordinate عندنا ال X Y Z لو أنا مثلا ثبتت ال Y
+
+10
+00:00:48,700 --> 00:00:52,660
+ثبتت ال Y طلعوا معايا هذا ال plan بيصير هذا ال
+
+11
+00:00:52,660 --> 00:00:57,980
+plan هذا ال plan عند Y ثابتة هذا ال plan و بيكونوا
+
+12
+00:00:57,980 --> 00:01:02,360
+ال Xتتحرك من مناسبتي تلبس انفتي والزد من مناسبتي
+
+13
+00:01:02,360 --> 00:01:06,620
+تلبس انفتي إذا هذا الplane بيكون ماله constant y
+
+14
+00:01:06,620 --> 00:01:10,280
+لو أخدنا ال z constant هذا اللي من حياتنا معناه
+
+15
+00:01:10,280 --> 00:01:15,160
+هذا ال plane عن z ثابتة قيمة مثلا خمسة تلاتة أربعة
+
+16
+00:01:15,160 --> 00:01:19,860
+فبعطيني ال plane موازي لل xy plane لإن ال xy plane
+
+17
+00:01:19,860 --> 00:01:24,080
+أصلا ماله عن z equals zeroوالـ y plan اللى توا
+
+18
+00:01:24,080 --> 00:01:27,560
+حكينا عنه اللى عند constant y plan اللى هو برضه
+
+19
+00:01:27,560 --> 00:01:31,300
+موازي لمين لل x z plan بمعنى ان الحالة الخاصة
+
+20
+00:01:31,300 --> 00:01:34,960
+بتكون عند اللى هي y بتساوى zero بتكون اللى هو ال x
+
+21
+00:01:34,960 --> 00:01:38,680
+z plan دمعنا عند x equal constant اللى هو هذا ال
+
+22
+00:01:38,680 --> 00:01:42,620
+plan عند x equal constant بيعطينا هذا ال plan اللى
+
+23
+00:01:42,620 --> 00:01:47,980
+فيه بيبقى بها ال y متغيرة و ال z متغيرة طبعا إذا
+
+24
+00:01:47,980 --> 00:01:52,690
+ان عند constant كواردينات بتولد عندنا a planلو نجي
+
+25
+00:01:52,690 --> 00:01:55,330
+على الـ cylindrical coordinates فالـ cylindrical
+
+26
+00:01:55,330 --> 00:02:00,870
+coordinates انها رو و فاي و زد لو احنا ثبتنا رو،
+
+27
+00:02:00,870 --> 00:02:04,850
+رو ثابتة، ايش هيطلع عليه؟ سلمدر، سرف السلمدر، رو
+
+28
+00:02:04,850 --> 00:02:08,010
+ثابتة هذا الأزرق اللي على الشكل اللي هو القلم
+
+29
+00:02:08,010 --> 00:02:10,370
+الارصاص يعني أو يعني المحيط طبعا اللي هو القلم
+
+30
+00:02:10,370 --> 00:02:15,430
+الارصاص، السلمدر هذا رو constant لو أنا ثبتت فاي و
+
+31
+00:02:15,430 --> 00:02:20,470
+خلته تروح من zero ل infinityخلّت فاي ال constant و
+
+32
+00:02:20,470 --> 00:02:22,690
+خلّت روت روح من zero ل infinity و set من minus
+
+33
+00:02:22,690 --> 00:02:25,670
+infinity ل infinity هيعطينا هذا ال plan هذا ال
+
+34
+00:02:25,670 --> 00:02:32,430
+plan هذا ال plan هيكون in five constant هذا
+
+35
+00:02:32,430 --> 00:02:42,330
+ال plan in five constant روم
+
+36
+00:02:42,330 --> 00:02:45,690
+تتحرك من zero ل infinity و set من minus infinity ل
+
+37
+00:02:45,690 --> 00:02:51,110
+plus infinityطب لو ثبتنا Z، خلّينا Z ثابتة، عند Z
+
+38
+00:02:51,110 --> 00:02:54,670
+بتساوي constant، هيتولد عندي هذا ال plan هذا ال
+
+39
+00:02:54,670 --> 00:02:57,270
+plan اللي عنده Z constant، لأن Phi هتتغير من Zero
+
+40
+00:02:57,270 --> 00:03:01,630
+ل Two Pi، فهتتغير عندي اللي هي رو من Zero ل
+
+41
+00:03:01,630 --> 00:03:06,550
+Infinity، فعندي بتكون Z constant هو plan موازن XY
+
+42
+00:03:06,550 --> 00:03:08,410
+ال plan، واضح؟
+
+43
+00:03:13,340 --> 00:03:16,600
+ميجي لها ال spherical coordinate نفس الاشي ممكن
+
+44
+00:03:16,600 --> 00:03:18,440
+احصل علي ال plans اللي هي انا ال constant
+
+45
+00:03:18,440 --> 00:03:21,880
+coordinates و ال coordinates كمان مره هم ال R و ال
+
+46
+00:03:21,880 --> 00:03:26,700
+theta و الفاى طب عند constant R ايش بيطلع عليه
+
+47
+00:03:26,700 --> 00:03:31,700
+اللي هي سفير سطح سفير الشل تبع السفير عند R
+
+48
+00:03:31,700 --> 00:03:34,220
+constant هيطلع عندي اللي هو الشل لأن فاى ثتا
+
+49
+00:03:34,220 --> 00:03:39,180
+بتتغير من zero ل two πاى و ثتا من zero ل باى فتطلع
+
+50
+00:03:39,180 --> 00:03:43,630
+عندي اللي هي البلونة او الشل تبع السفيرفاي
+
+51
+00:03:43,630 --> 00:03:49,610
+constant هي فاي constant بتتغير عندى سيتا من باي ل
+
+52
+00:03:49,610 --> 00:03:53,710
+.. من zero ل باي سيتا بتتغير وعندي ال R بتتغير من
+
+53
+00:03:53,710 --> 00:03:57,250
+zero ل infinity بينما فاي ثابتة على مكان يحدد هي
+
+54
+00:03:57,250 --> 00:04:01,690
+فاي زاوية فاي اللى عاملة مع ال x axis فهي constant
+
+55
+00:04:01,690 --> 00:04:05,550
+فاي هذه constant فاي تمام هذا ال plane is a
+
+56
+00:04:05,550 --> 00:04:10,260
+constantconstant theta هيعطيني cone constant theta
+
+57
+00:04:10,260 --> 00:04:14,060
+لأن فاي ستة هتبقى بتتحرك من zero ل two pi وR من
+
+58
+00:04:14,060 --> 00:04:17,420
+zero ل infinity فتعطيني cone رأس الكون هي قيمة
+
+59
+00:04:17,420 --> 00:04:22,740
+theta واضح بتخيلينهم؟ اذا ايه ال theta هذا ال cone
+
+60
+00:04:22,740 --> 00:04:27,920
+احنا كم بدناه هذا عند theta constant انا ال theta
+
+61
+00:04:27,920 --> 00:04:32,920
+قيمتها سابتة بينما فاي هتلف من zero ل two pi
+
+62
+00:04:32,920 --> 00:04:39,400
+فتعطيني مسار الكونوطبعا المخروض يعني اه من zero ل
+
+63
+00:04:39,400 --> 00:04:43,980
+infinity معايا؟ لذا لو طلب مني ان اثبت احد
+
+64
+00:04:43,980 --> 00:04:46,200
+المتغيرات او احد ال coordinate بدي اعرف انا وين
+
+65
+00:04:46,200 --> 00:04:49,520
+بحكي يعني لما اقول انه theta constant بقول هتعطول
+
+66
+00:04:49,520 --> 00:04:53,120
+coin في ال spherical coordinate المخروج لو انا بدي
+
+67
+00:04:53,120 --> 00:04:56,420
+اقول انه phi constant هقول انه في ال spherical
+
+68
+00:04:56,420 --> 00:05:00,580
+coordinate هيكون عندى plane اللي هو بيبتد مع ال
+
+69
+00:05:00,580 --> 00:05:04,230
+infinity في الالـ r و بتغير الـ minus infinity ل
+
+70
+00:05:04,230 --> 00:05:08,090
+plus infinity في z direction و عامل فاي ثابتة مع
+
+71
+00:05:08,090 --> 00:05:12,610
+ال x direction وهي ال shell اللي عند r بتساوي ثابت
+
+72
+00:05:14,680 --> 00:05:18,220
+خلّين نشوف أمثلة ناخد المثال الأول هى uniform
+
+73
+00:05:18,220 --> 00:05:21,760
+vector field طبعا دول ال vectors احنا بناخدهم لحد
+
+74
+00:05:21,760 --> 00:05:24,440
+لتة بشكل عام هم vectors بس دول ال vectors ممكن
+
+75
+00:05:24,440 --> 00:05:27,520
+يكونوا ما هم ال fields اللى حكينا عنهم إذا scalar
+
+76
+00:05:27,520 --> 00:05:29,920
+بيكون scalar field إذا vector بيكونوا vector
+
+77
+00:05:29,920 --> 00:05:33,000
+fields وأنواع مختلفة ممكن تكون ال electric field و
+
+78
+00:05:33,000 --> 00:05:36,680
+magnetic field ورجع نشوف كل هذا الحكي لما نحكي على
+
+79
+00:05:36,680 --> 00:05:41,050
+ال fieldsطب لو احنا كانوا عندنا two uniform fields
+
+80
+00:05:41,050 --> 00:05:45,250
+vector fields E اللي هو بدلة ال cylindrical
+
+81
+00:05:45,250 --> 00:05:48,210
+coordinate و F برضه بدلة cylindrical coordinate
+
+82
+00:05:48,210 --> 00:05:52,070
+طالب مني ان اجيب ال cross product تبع E cross F
+
+83
+00:05:52,070 --> 00:05:54,890
+اول حاجة و الحاجة التانية اللي بتدي ال vector
+
+84
+00:05:54,890 --> 00:06:01,050
+component of E عند اللي هي Phi خمسة رو خمسة و Phi
+
+85
+00:06:01,050 --> 00:06:05,230
+Pi على اتنين و Z تلاتة parallel to the line اللي
+
+86
+00:06:05,230 --> 00:06:10,000
+هو X بتساوي اتنين و Z بتساوي تلاتةكمان بتنزّاوي ال
+
+87
+00:06:10,000 --> 00:06:13,460
+E بيعملها مع ال surface at z equal تلاتة عند
+
+88
+00:06:13,460 --> 00:06:16,540
+النقطة B ال surface عندي z equal تلاتة احنا قولنا
+
+89
+00:06:16,540 --> 00:06:18,820
+لما يكون constant احد ال coordinate احنا ده
+
+90
+00:06:18,820 --> 00:06:21,840
+cylindrical coordinate z constant ايش بيكون عند
+
+91
+00:06:21,840 --> 00:06:31,140
+surface طب حد بحده يحل حد حاول يحل تعالي
+
+92
+00:06:36,070 --> 00:06:38,930
+أول حاجة احنا بنشوف ال cross product في ال
+
+93
+00:06:38,930 --> 00:06:42,990
+cylindrical coordinate احنا
+
+94
+00:06:42,990 --> 00:06:45,350
+قولنا ال cross product هو determinant وبيتنا ال
+
+95
+00:06:45,350 --> 00:06:54,630
+magnitude احنا تبعه E cross F احنا
+
+96
+00:06:54,630 --> 00:06:57,070
+أخدناها مع بعض اللي هي determinant تاعة ال rho و
+
+97
+00:06:57,070 --> 00:06:57,890
+ال phi و ال z
+
+98
+00:07:12,690 --> 00:07:16,130
+الكتاب بيحط فوقهم vectors عشان بيزهم يعني انا
+
+99
+00:07:16,130 --> 00:07:19,030
+بشغلكم اياهم ان انا كنت هو الكتاب بحطهم both بس
+
+100
+00:07:19,030 --> 00:07:24,470
+احنا بنحط فوقهم vector اذا عندي E x F بس بجيب اللي
+
+101
+00:07:24,470 --> 00:07:25,230
+هو ال determinant
+
+102
+00:07:33,290 --> 00:07:36,990
+ايه اللي هي الروحات؟ عشرة أقل ما نص ستة ما نص ما
+
+103
+00:07:36,990 --> 00:07:44,890
+نص ستة زاد ما نص ستة زاد اللي هي πاي كومبونم زاد
+
+104
+00:07:44,890 --> 00:07:51,630
+تلاتين نقص تلاتة سالب
+
+105
+00:07:51,630 --> 00:07:59,330
+عشر نقص سالب عشر ما نص ما نص ما نص ما نص
+
+106
+00:08:14,000 --> 00:08:17,820
+مش مشكلة إيه ستة و ستين روحها كاملة؟
+
+107
+00:08:43,200 --> 00:08:49,200
+الاخر حاجة هي z hat-11.11.21 z hat تمامإذا نطلع
+
+108
+00:08:49,200 --> 00:08:54,820
+معانا .. برضه أول واحدة ثالثة يعني .. فإن هي من
+
+109
+00:08:54,820 --> 00:08:56,320
+الانت من الانت من الانت من الانت من الانت من الانت
+
+110
+00:08:56,320 --> 00:08:57,660
+من الانت من الانت من الانت من الانت من الانت من
+
+111
+00:08:57,660 --> 00:08:57,760
+الانت من الانت من الانت من الانت من الانت من الانت
+
+112
+00:08:57,760 --> 00:09:00,360
+من الانت من الانت من الانت من الانت من الانت من
+
+113
+00:09:00,360 --> 00:09:01,360
+الانت من الانت من الانت من الانت من الانت من الانت
+
+114
+00:09:01,360 --> 00:09:01,680
+من الانت من الانت من الانت من الانت من الانت من
+
+115
+00:09:01,680 --> 00:09:01,760
+الانت من الانت من الانت من الانت من الانت من الانت
+
+116
+00:09:01,760 --> 00:09:04,600
+من الانت من الانت من الانت من الانت من الانت من
+
+117
+00:09:04,600 --> 00:09:09,980
+الانت من الانت من الانت من الانت من الانيعني معناه
+
+118
+00:09:09,980 --> 00:09:14,720
+هتكون ال component الأولى تربية ثم تربية ثم تربية
+
+119
+00:09:14,720 --> 00:09:16,480
+ثم تربية ثم تربية ثم تربية ثم تربية ثم تربية ثم
+
+120
+00:09:16,480 --> 00:09:17,000
+ثم تربية ثم تربية ثم تربية ثم تربية ثم تربية ثم
+
+121
+00:09:17,000 --> 00:09:17,480
+تربية ثم تربية ثم تربية ثم تربية ثم تربية ثم تربية
+
+122
+00:09:17,480 --> 00:09:17,880
+ثم تربية ثم تربية ثم تربية ثم تربية ثم تربية ثم
+
+123
+00:09:17,880 --> 00:09:19,560
+تربية ثم تربية ثم تربية ثم تربية ثم تربية ثم تربية
+
+124
+00:09:19,560 --> 00:09:32,780
+ثم تربية ثم تربية ثم تربية ثم تربية ثم تربية ثم
+
+125
+00:09:32,780 --> 00:09:33,900
+تربية ثم ت
+
+126
+00:09:43,900 --> 00:09:50,640
+بعض الاختصارات الاختصارات الاختصارات
+
+127
+00:09:50,640 --> 00:09:59,080
+الاختصارات
+
+128
+00:09:59,080 --> 00:10:02,620
+الاختصارات
+
+129
+00:10:02,620 --> 00:10:04,070
+الاختصارات الاختصارات الاختصاراتالحاجة التانية ايش
+
+130
+00:10:04,070 --> 00:10:11,570
+ال y component بتاعته؟ كداش؟ zero في حتة تانية
+
+131
+00:10:11,570 --> 00:10:15,930
+انتوا كلام تاني؟ هذا line خط مين ال constant في
+
+132
+00:10:15,930 --> 00:10:20,450
+هذا الحط؟ قيمة x وزدهم يعطينا x بالساعة تانية
+
+133
+00:10:20,450 --> 00:10:24,290
+وزدهم بالساعة تلاتة مين المتغير؟ ال y ال y بتروح
+
+134
+00:10:24,290 --> 00:10:27,530
+من minus infinity ل plus infinity هذا ال line لو
+
+135
+00:10:27,530 --> 00:10:28,470
+انا حكيت على ال x
+
+136
+00:10:32,470 --> 00:10:40,230
+x,y,z عند قيمة x بتساوي 2 و y بتساوي 3 و عند دي
+
+137
+00:10:40,230 --> 00:10:43,790
+اللي هو ال line اللي بيروح من minus ال 20 ل plus
+
+138
+00:10:43,790 --> 00:10:49,330
+ال 20 sorry عكست ال coordinate هذا ال z اللي موجود
+
+139
+00:10:49,330 --> 00:10:54,490
+يعني و لاش و ليس ال y x
+
+140
+00:10:54,490 --> 00:11:05,300
+,x,y,z يعني x و z x 2 و z 3هذه ال coordinate و ال
+
+141
+00:11:05,300 --> 00:11:08,260
+line هيكون y بتروح minus infinity ل plus infinity
+
+142
+00:11:08,260 --> 00:11:12,780
+هاي ال line اللي عند النقطة سادة اي نقطة على هذا
+
+143
+00:11:12,780 --> 00:11:17,300
+ال line هيكون قيمة x فيها 2 و z 3 و y بتروح minus
+
+144
+00:11:17,300 --> 00:11:24,420
+infinity ل plus infinity في حد بيحاول انا احله
+
+145
+00:11:24,420 --> 00:11:29,080
+سواه بسيط
+
+146
+00:11:29,080 --> 00:11:34,600
+أبسط من اللي حلته لماإذا هو بده ال vector
+
+147
+00:11:34,600 --> 00:11:39,080
+component عند الخط هذا الموازي ال vector component
+
+148
+00:11:39,080 --> 00:11:41,460
+احنا اشتفى عن اول حاجة ايش ال component و ايش ال
+
+149
+00:11:41,460 --> 00:11:44,360
+vector component الذاكرين انتوا درسنا هذا ايش ال
+
+150
+00:11:44,360 --> 00:11:47,020
+component و ايش ال vector component ال component
+
+151
+00:11:47,020 --> 00:11:51,520
+لأي field في اتجاه معين ايش ال product بتاعه هذا
+
+152
+00:11:51,520 --> 00:11:55,100
+scalar عشان اجيب ال vector بتاعه ايش بنسوي بال
+
+153
+00:11:55,100 --> 00:11:59,300
+unit vector في اتجاه هذا المصار فهو بده ال vector
+
+154
+00:11:59,300 --> 00:12:02,720
+component اللي موازية لل lineأنا عند ال field E
+
+155
+00:12:02,720 --> 00:12:04,980
+انه component في ال raw واحدة في ال phi واحدة في
+
+156
+00:12:04,980 --> 00:12:07,820
+ال z three components و ايه اللي انا بده ال
+
+157
+00:12:07,820 --> 00:12:11,660
+component بتاعته اللي هو على هذا الحط ال component
+
+158
+00:12:11,660 --> 00:12:14,760
+بتاعته فاحنا قولنا اشي في ال component مش ال
+
+159
+00:12:14,760 --> 00:12:18,000
+vector component هي dot ال product ذاكرين؟ ذت ال
+
+160
+00:12:18,000 --> 00:12:21,160
+product لأي field على مثلا ال x-axis بيبطيني ال
+
+161
+00:12:21,160 --> 00:12:25,720
+component في ال x-axis dotted لو عملت ال E dot مع
+
+162
+00:12:25,720 --> 00:12:29,210
+ال x-axis حصلتيني ال component تجاه ال x-axisهو
+
+163
+00:12:29,210 --> 00:12:31,810
+يعطينا المسار اللى بدهويا وين بدهو ال component؟
+
+164
+00:12:31,810 --> 00:12:34,190
+بدهو ال component على هذا ال line مش على زى ما
+
+165
+00:12:34,190 --> 00:12:36,650
+احنا شوفنا الأمثلة السابقة كانت مره على ال x axis
+
+166
+00:12:36,650 --> 00:12:38,870
+و مره على ال y axis بس بدهويا على هذا ال axis
+
+167
+00:12:38,870 --> 00:12:44,280
+الجديداللي هو ال line اللي له x بساوة 2 و z بساوة
+
+168
+00:12:44,280 --> 00:12:48,040
+3 عشان أخليه vector و إيش كنا نضربه نضربه هذا اللي
+
+169
+00:12:48,040 --> 00:12:51,660
+عملناه ال E dot ال line اللي بدنا فى اتجاهه فى
+
+170
+00:12:51,660 --> 00:12:54,220
+اتجاه ال line إيش اتجاه ال line قولنا ال vector
+
+171
+00:12:54,220 --> 00:12:57,960
+تبع ال line على ال unit vector تبع ال line فهي
+
+172
+00:12:57,960 --> 00:13:02,760
+محالة بسيط هو a y y hat ال line تبعنا إيش اتجاهه
+
+173
+00:13:02,760 --> 00:13:07,300
+مش تجاه y hat احنا
+
+174
+00:13:07,300 --> 00:13:11,090
+تعرفنا عن هذا ال lineالـY أمناه موازي للـY، إذا
+
+175
+00:13:11,090 --> 00:13:15,450
+انتجاهه هو Y hat وعشان أعرف ال component تبع ال
+
+176
+00:13:15,450 --> 00:13:18,510
+field في اتجاه هذا ال line، برضه لو ده بعرف أن أنا
+
+177
+00:13:18,510 --> 00:13:21,870
+بقيت مع ال Y hat، حققنينيها، يعني اللي هيكون عند
+
+178
+00:13:21,870 --> 00:13:26,990
+ال component اللي بدور عليها أولا، هي Y hat، هاي
+
+179
+00:13:26,990 --> 00:13:29,710
+ال component عشان أخليها vector، أقرمها في ال unit
+
+180
+00:13:29,710 --> 00:13:33,030
+vectorباخدناها قبل انكم تذكرين اي component اللى
+
+181
+00:13:33,030 --> 00:13:36,330
+بتبقى بدى يقولها على اتجاه معين بتعمل product مع
+
+182
+00:13:36,330 --> 00:13:38,870
+هذا الاتجاه او مع هذا ال line يعني انتوا اللى
+
+183
+00:13:38,870 --> 00:13:42,570
+اتعودتوا عليه اللى شوفناهم بالامثلة and vector
+
+184
+00:13:42,570 --> 00:13:45,730
+قولنا ال component مثلا في ال X بتذكرينه المثال
+
+185
+00:13:45,730 --> 00:13:49,530
+ايه قولنا a dot x اعطاني ال component لأنها a
+
+186
+00:13:49,530 --> 00:13:52,530
+cosine theta و هذا التحليل اللى اتعودتوا عليه
+
+187
+00:13:52,530 --> 00:13:54,310
+دُغرة كنتوا كتبوا a cosine theta هي ال component
+
+188
+00:13:54,310 --> 00:13:57,730
+في ال X direction عشان اعطيه vector C شكل vector
+
+189
+00:13:57,730 --> 00:14:03,150
+ال component اللى هى a X عشان بتساويإيه مغنيتو
+
+190
+00:14:03,150 --> 00:14:05,490
+يتبع إيه؟ cosine مثال ثانوية ثانوية ثانوية ثانوية
+
+191
+00:14:05,490 --> 00:14:06,410
+ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية
+
+192
+00:14:06,410 --> 00:14:07,570
+ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية
+
+193
+00:14:07,570 --> 00:14:08,950
+ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية
+
+194
+00:14:08,950 --> 00:14:11,030
+ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية
+
+195
+00:14:11,030 --> 00:14:13,330
+ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية
+
+196
+00:14:13,330 --> 00:14:16,930
+ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية ثانوية
+
+197
+00:14:16,930 --> 00:14:20,330
+ثانوية ثانوية ثانوية ثانوية ثانوية ثهيكون E اللى
+
+198
+00:14:20,330 --> 00:14:24,330
+هى ال vector مطنية ال vector field doted مع اللى
+
+199
+00:14:24,330 --> 00:14:30,150
+هو ال A hat و بدي اعوض عن القيم بعدها بRaw خمسة و
+
+200
+00:14:30,150 --> 00:14:34,190
+Phi Pi على اتنين و Z تلاتة اذا نشوف اش اللى عملناه
+
+201
+00:14:34,190 --> 00:14:38,590
+مع بعض اذا ان عندي ال line X بيساوى تنين و Z تلاتة
+
+202
+00:14:38,590 --> 00:14:42,130
+هو parallel Y axis هو بيحصل لكم لما يكون تنين
+
+203
+00:14:42,130 --> 00:14:44,830
+constant فى ال space هيكون line
+
+204
+00:14:47,620 --> 00:14:53,060
+لكن لو واحدة constant إيش هيكون؟ ال plan ممتازة
+
+205
+00:14:53,060 --> 00:14:56,440
+يعني إذا كانوا جنين constant هيكون line أكيد لكن
+
+206
+00:14:56,440 --> 00:14:58,740
+لو واحدة منهم constant coordinates زي الأمثل اللي
+
+207
+00:14:58,740 --> 00:15:04,080
+شفناها قبل قليل هيكون ال planعشان اجيب ال E في
+
+208
+00:15:04,080 --> 00:15:07,820
+اتجاه اللي هو ال line اللي واصفنايا هيكون E dot A
+
+209
+00:15:07,820 --> 00:15:12,380
+hat في A hat و بتعود عنه في النقطة فيه عند النقطة
+
+210
+00:15:12,380 --> 00:15:15,780
+B ايش ال A y hat A y hat هو طبعا لان النقطة عندى
+
+211
+00:15:15,780 --> 00:15:19,980
+كله ال field بال raw فائزت بينما ال A y hat مالها
+
+212
+00:15:20,560 --> 00:15:24,260
+كاوتيشن كواردينت فأول خطوة بتعملها ان اكتب ال a y
+
+213
+00:15:24,260 --> 00:15:27,280
+hat بدلالة ال cylindrical coordinate و هذا شوفناه
+
+214
+00:15:27,280 --> 00:15:30,860
+اعلنكم كيف حتى تجيبوه متذكرين هيكون sin phi rho
+
+215
+00:15:30,860 --> 00:15:34,240
+hat هيكون sin phi phi hat بعود عن phi باي على
+
+216
+00:15:34,240 --> 00:15:39,100
+اتنين هيطلع معايا ان a y hat بتساوي a rho hat في
+
+217
+00:15:39,100 --> 00:15:44,400
+هالحلقة لأن باي على اتنين قدش قمتها باي على اتنين
+
+218
+00:15:44,400 --> 00:15:46,540
+تسعين فإيش اكيد انه هيكون بالتمام
+
+219
+00:15:50,990 --> 00:15:59,050
+فاي فاي على اتنين و فاي مين هي الزاوية فاي مين هي
+
+220
+00:15:59,050 --> 00:16:04,450
+الزاوية ما بين ال X-axis و ال Y-axis لما تكون فاي
+
+221
+00:16:04,450 --> 00:16:07,470
+باع على اتنين أكيد تكون الطبق من ال Z-axis مين يه
+
+222
+00:16:07,470 --> 00:16:11,390
+فاي على اتنين فأكيد هيكون ال row فاي في اتجاه ال Z
+
+223
+00:16:11,390 --> 00:16:19,180
+يعني احنا ال row هات وهي الفلما تكون في بتساوي باي
+
+224
+00:16:19,180 --> 00:16:23,260
+على اتنين الروحة بتنطبق بالتنين على ال Y hat عرفنا
+
+225
+00:16:23,260 --> 00:16:27,160
+ليش انطبق ال Y hat على ال روحة و الروحة في اي مكان
+
+226
+00:16:27,160 --> 00:16:31,420
+في ال cylindrical coordinate هي في بتغير من zero ل
+
+227
+00:16:31,420 --> 00:16:34,940
+two pi لما في تكون بالتمام باي على اتنين هتكون
+
+228
+00:16:34,940 --> 00:16:38,940
+الروحة بتساوي Y hat لما تكون في zero الروحة بتساوي
+
+229
+00:16:38,940 --> 00:16:45,520
+X hat معين؟لما تكون الـPhi 0 هيكون الـRowها منطبقة
+
+230
+00:16:45,520 --> 00:16:49,200
+على الـX Axis لما تكون Phi Pi على 2 هتكون الـRow
+
+231
+00:16:49,200 --> 00:16:53,440
+منطبقة بالتمام على الـY Axis ففي هذه الحالة لأن
+
+232
+00:16:53,440 --> 00:16:56,300
+Phi عندي Pi على 2 هلاقي أن الـY hat منطبقة على
+
+233
+00:16:56,300 --> 00:17:02,800
+الـRow hat Ay hat سين الـPhi Row hat زي الـCos Phi
+
+234
+00:17:02,800 --> 00:17:05,620
+Phi hat هذا احنا شوفناه مع بعض كيف أنتقل من
+
+235
+00:17:05,620 --> 00:17:11,340
+الـCylindrical لالـCartesianألاحظ ان ال a y hat هي
+
+236
+00:17:11,340 --> 00:17:19,940
+يتنطبق
+
+237
+00:17:19,940 --> 00:17:21,180
+على ال y hat
+
+238
+00:17:24,810 --> 00:17:28,470
+Y hat أو Y hat في Y hat وقلنا ليش نضره في Y hat
+
+239
+00:17:28,470 --> 00:17:31,430
+عشان هو بده ال vector component مش ال component
+
+240
+00:17:31,430 --> 00:17:35,190
+بده ال vector component E dot row hat في row hat
+
+241
+00:17:35,190 --> 00:17:40,130
+فإذا بتدرج على E و أعملها dot مع ال row hat هال E
+
+242
+00:17:40,130 --> 00:17:42,950
+عندي، عندي واحدة في ال row hat اللي هي minus خمسة
+
+243
+00:17:42,950 --> 00:17:46,090
+و هدوله هيكونوا zero لإن بعملها dot مع ال row hat
+
+244
+00:17:48,910 --> 00:17:53,250
+فإذا e dot rho hat اللي هي minus خمسة واتجاه في
+
+245
+00:17:53,250 --> 00:17:56,070
+اتجاه الروهات سبعة فيه من الاتجاه لأنه في اتجاه ال
+
+246
+00:17:56,070 --> 00:17:59,630
+Y hat هو نفسه اتجاه الروهات في هذه الحالة الخاصة
+
+247
+00:17:59,630 --> 00:18:04,210
+المطالب عند نقطة اللي اللي لها الروه خمسة و Phi Pi
+
+248
+00:18:04,210 --> 00:18:08,130
+على اتنين ففي هذه الحالة هيطبق ال Y hat مع الروهات
+
+249
+00:18:08,130 --> 00:18:12,470
+طبعا في طالب أيش كمان
+
+250
+00:18:15,420 --> 00:18:18,580
+الزاوية اللى بيعملها ال field مع ال surface z
+
+251
+00:18:18,580 --> 00:18:22,360
+equal تلاتة عند النقطة بي يعني ان النقطة بي هذه
+
+252
+00:18:22,360 --> 00:18:26,420
+انا ثبتت ال z حلتها تلاتة فصار عندى عند النقطة بي
+
+253
+00:18:26,420 --> 00:18:30,900
+فيه surface z constant معايا اذا هذا ال surface
+
+254
+00:18:30,900 --> 00:18:35,800
+اللى عند z equal تلاتة اللى عند النقطة five و five
+
+255
+00:18:35,800 --> 00:18:39,680
+على اتنين و تلاتةسبت الـ z فصار عندى ال surface
+
+256
+00:18:39,680 --> 00:18:43,180
+بيسوى تلاتة بينما في بتروح من zero to pi او z
+
+257
+00:18:43,180 --> 00:18:46,900
+minus انك انت بتروح من zero ل infinity هذا ال
+
+258
+00:18:46,900 --> 00:18:52,480
+surface عند ال z بتسوى تلاتة ايش بده الزاوية اللى
+
+259
+00:18:52,480 --> 00:18:57,440
+بيعملها ال field عند هذا ال surface اذا رجعنا ده
+
+260
+00:18:57,440 --> 00:19:00,340
+ال cylindrical coordinate هاي ال surface اللى z
+
+261
+00:19:00,340 --> 00:19:04,940
+فيه constantمعايا؟ إيش العمودي عليها ده الذت؟
+
+262
+00:19:04,940 --> 00:19:10,360
+النورم عليها ده الذت؟ مين هيكون؟النورم اللي عمودي
+
+263
+00:19:10,360 --> 00:19:16,360
+عليه هذا اتجاه XY صح؟ Z ثابتة لو بتعمل عمودي عليه
+
+264
+00:19:16,360 --> 00:19:21,440
+إيش بيكون اتجاه العمودي عليه؟ Z hat ممتاز إذا
+
+265
+00:19:21,440 --> 00:19:24,460
+العمودي عليه Z hat أنا عندي field موجود في ال
+
+266
+00:19:24,460 --> 00:19:27,680
+space و بدي الزاوية بين هذا ال field و ال z axis و
+
+267
+00:19:27,680 --> 00:19:33,120
+ال plane هذا مش أسهل أعمل الزاوية اللي مابين ال
+
+268
+00:19:33,120 --> 00:19:36,400
+field و ال z axis و الزاوية اللي طالبها اللي مابين
+
+269
+00:19:36,400 --> 00:19:40,120
+ال field و اللي مابين ايش هتكون مكملةأذا بدأ أرجع
+
+270
+00:19:40,120 --> 00:19:42,420
+أتذكر إيش هو ال plan هذا اللي عنده z بتساوي
+
+271
+00:19:42,420 --> 00:19:47,540
+constant هو ال z الموازي لل xy plan معناه إنه أي
+
+272
+00:19:47,540 --> 00:19:52,020
+نوع ما عليها بده يكون في اتجاه ال z axis بالتالي
+
+273
+00:19:52,020 --> 00:19:56,820
+هو طالب مني أجيب الزاوية اللي بين ال field هذا E و
+
+274
+00:19:56,820 --> 00:20:01,740
+ال surfaceو ال surface هذا فعشان اجيب الزاوية بين
+
+275
+00:20:01,740 --> 00:20:04,500
+a و ال surface انا عارفة ان هذا ال surface هيكون
+
+276
+00:20:04,500 --> 00:20:07,360
+العمودي عليها mean اللي هو z hat فبجيب اولا
+
+277
+00:20:07,360 --> 00:20:12,520
+الزاوية بين ال field و ال z hat و بعدين ايش بسوي
+
+278
+00:20:12,520 --> 00:20:16,160
+باخد المكملة يعني هذا اللي هو z طبعا plan انا ممكن
+
+279
+00:20:16,160 --> 00:20:25,380
+عشان اجيب زواية عشان
+
+280
+00:20:25,380 --> 00:20:29,570
+احنا نجيب زاوية بين field و planتجيب اللغة اللي
+
+281
+00:20:29,570 --> 00:20:33,390
+وحط علي ال plan هينا على الزاوية هينا من هذه
+
+282
+00:20:33,390 --> 00:20:42,970
+الزاوية ساميها theta E و z بتساوي تلاتة high ما
+
+283
+00:20:42,970 --> 00:20:50,550
+بين ال acre field و 1 z بتساوي تلاتة قبل ما قصدنا
+
+284
+00:20:50,550 --> 00:20:52,550
+ساميها ثلاثة كمية درجة سنة
+
+285
+00:20:56,030 --> 00:21:00,450
+هذه الزاوية عشان نعرف هذه الزاوية أسهلنا لإن انا
+
+286
+00:21:00,450 --> 00:21:04,330
+بدي أجيب هذا ال vector بدل ما أجيب هذا ال vector و
+
+287
+00:21:04,330 --> 00:21:07,850
+أنا عارفة ان ال norm على هذا ال plane هو مين ال Z
+
+288
+00:21:07,850 --> 00:21:11,770
+hat لأن ال vector العمود على ال plane هو Z hat
+
+289
+00:21:11,770 --> 00:21:15,950
+فإذا جيبت الزاوية اللي ما بين ال field و ال norm
+
+290
+00:21:15,950 --> 00:21:19,410
+بقدر أجيب الزاوية اللي بين ال field و ال plane
+
+291
+00:21:19,410 --> 00:21:23,270
+لأنه الزاوية هتكون مكملة للزاوية اللي بين ال field
+
+292
+00:21:23,270 --> 00:21:27,660
+و العمودفهذا اللي عملنا اي دوت زت هات إيش هي عبارة
+
+293
+00:21:27,660 --> 00:21:31,400
+عن مجموعة تبع ال field في المجموعة زت هات هو واحد
+
+294
+00:21:31,400 --> 00:21:34,700
+ال chips المقتنع اللي ساوية بينهم هو سميها zeta a
+
+295
+00:21:34,700 --> 00:21:42,260
+z اللي هو اوضع قيمة اي اللي هي جزر التربية ل134 و
+
+296
+00:21:42,260 --> 00:21:47,240
+ال dot product للإي و زت إذا رجعنا لل field اي dot
+
+297
+00:21:47,240 --> 00:21:53,360
+مع زت هات three component لل field اللي هو minus
+
+298
+00:21:53,360 --> 00:21:53,840
+five
+
+299
+00:21:56,500 --> 00:22:00,300
+الـ dot مع الـ z ده هاتيش هيعطيني تلاتة اذا عندي
+
+300
+00:22:00,300 --> 00:22:00,920
+تلاتة
+
+301
+00:22:04,550 --> 00:22:08,610
+تلاتة بتتساوي المجنتو التبع ال field اللى هى جزر
+
+302
+00:22:08,610 --> 00:22:14,150
+تربيعى لإي رو تربيع زد إي في تربيع زد إي ز تربيع
+
+303
+00:22:14,150 --> 00:22:17,870
+بتطلع جزر تربيع لمية و أربعة و تلاتين في ال cosine
+
+304
+00:22:17,870 --> 00:22:22,450
+الزاوية اللى بين ال vector و ال z component و z
+
+305
+00:22:22,450 --> 00:22:26,370
+hat بجيب ال set هات بالتالى الزاوية بين ال field و
+
+306
+00:22:26,370 --> 00:22:30,690
+ال surface هتكون تسعين مقص الزاوية واضح؟
+
+307
+00:22:34,250 --> 00:22:39,470
+بتوقف من هنا و نيجي لل lecture جديدة بتاعة اليوم
+
+308
+00:22:39,470 --> 00:22:45,190
+فيها استفتار بدي أكوا تحلوه تتسيروا يعني تعرفين
+
+309
+00:22:45,190 --> 00:22:48,530
+عليهم يعني تتعودوا عليهم الاشي مش جديد عليكم انتوا
+
+310
+00:22:48,530 --> 00:22:51,570
+حد حكيتوليا ال vector field مش جديد علينا او ال
+
+311
+00:22:51,570 --> 00:22:54,750
+vector الاساس لكن الجديد انه التعامل مع ال fields
+
+312
+00:22:54,750 --> 00:22:58,690
+نفهم كيف نتعامل مع ال fields في وجود ال vector
+
+313
+00:22:58,690 --> 00:23:02,550
+كالقلص فبدي أكوا تدرس أول بأول معايا أول بأول
+
+314
+00:23:02,550 --> 00:23:07,730
+انتوا؟هلقيت اني جلع ال vector calculus
+
+315
+00:23:07,730 --> 00:23:10,630
+differentiation and integration لحد اللي احنا
+
+316
+00:23:10,630 --> 00:23:14,610
+ماشوفناش لا تفاضل ولا اتكامل شوفنا جميع شوفنا
+
+317
+00:23:14,610 --> 00:23:18,610
+cross product و product شوفنا طريح لكن ماشوفناش ال
+
+318
+00:23:18,610 --> 00:23:22,030
+differentiation ولا ال integration هتكمل ال
+
+319
+00:23:22,030 --> 00:23:24,890
+differentiation و ال integration هنشوف ايش معناه
+
+320
+00:23:24,890 --> 00:23:27,550
+هذا الحكي يعني معناه هشوف انا ال differential
+
+321
+00:23:27,550 --> 00:23:29,470
+links هي المقصود فيها
+
+322
+00:23:42,860 --> 00:23:47,220
+هنشوف ال differential links هنشوف المساحة و نشوف
+
+323
+00:23:47,220 --> 00:23:50,600
+ال volume نبدأ بال Cartesian coordinate لإن هو ال
+
+324
+00:23:50,600 --> 00:23:52,820
+coordinate اللى احنا بتعودى عليه هنروح ل ال
+
+325
+00:23:52,820 --> 00:23:54,720
+cylindrical coordinate و بعدين هنروح ل ال
+
+326
+00:23:54,720 --> 00:23:57,520
+spherical coordinate انتوا كان مطلوب منكم تسكين
+
+327
+00:23:57,520 --> 00:24:04,980
+صحيح اه؟ و حاليا انا عملتلكم this book group اه؟
+
+328
+00:24:04,980 --> 00:24:08,600
+مانضمتيش؟ اليوم بعد المحاضرة لازم كلكوا تنضموا
+
+329
+00:24:08,600 --> 00:24:08,940
+فيها
+
+330
+00:24:24,120 --> 00:24:27,920
+مش مقصود في الـ differential links احنا بنحكي اول
+
+331
+00:24:27,920 --> 00:24:30,080
+حاجة عن ال differential links ايش المقصود في ال
+
+332
+00:24:30,080 --> 00:24:32,640
+differential links المقصود في ال differential
+
+333
+00:24:32,640 --> 00:24:36,460
+links اللي هو جزء صغير فيها ال space تبعنا
+
+334
+00:24:36,460 --> 00:24:39,610
+differential يعني جزءيعني لو نحكي ع كارتيشن
+
+335
+00:24:39,610 --> 00:24:43,790
+كواردينات ان دي x, y, z هاي نقطة في ال space مثلا
+
+336
+00:24:43,790 --> 00:24:49,030
+بي لها x كواردينات و y كواردينات و z كواردينات لو
+
+337
+00:24:49,030 --> 00:24:52,690
+طبعا هذا المكعب اللي في ال space هذا المكعب في ال
+
+338
+00:24:52,690 --> 00:24:55,610
+space جزء من ال space ال space ان x بتروح minus
+
+339
+00:24:55,610 --> 00:24:58,530
+infinity ل plus infinity و y بتروح minus infinity
+
+340
+00:24:58,530 --> 00:25:00,830
+ل plus infinity و z بال minus infinity ل plus
+
+341
+00:25:00,830 --> 00:25:04,850
+infinityهذا المكعب هو جزء من ال space مربع صغير
+
+342
+00:25:04,850 --> 00:25:09,510
+مكعب قاعد في ال space اللى طول كل ضلع من أضلعه هو
+
+343
+00:25:09,510 --> 00:25:12,790
+delta من ال space فهذه ال differential matrix اذا
+
+344
+00:25:12,790 --> 00:25:17,230
+طلعتوا عليه هاي الموازي ل X axis اللى هو زي DS وCR
+
+345
+00:25:17,230 --> 00:25:23,170
+هدولة طولهم DX الموازين ل Z axis اللى هي زي QR و
+
+346
+00:25:23,170 --> 00:25:29,950
+BC و AD و DS هدولة طولهم DZ جزء fraction من الالـ
+
+347
+00:25:29,950 --> 00:25:34,910
+space جزء من الـ z component و الموازين لل y اللي
+
+348
+00:25:34,910 --> 00:25:41,280
+هم زي a,b و b,q و d,c و s,r طولهم dyإذاً في الـ
+
+349
+00:25:41,280 --> 00:25:44,800
+Cartesian coordinate هيكون لو أنا عند ال space X
+
+350
+00:25:44,800 --> 00:25:48,260
+بروح minus infinity ل plus infinity جزء على هذا ال
+
+351
+00:25:48,260 --> 00:25:52,100
+line هيكون ماله DX لو عند ال Y بروح minus infinity
+
+352
+00:25:52,100 --> 00:25:56,780
+ل plus infinity عين عليه ايش هتكون DY ال Z بروح
+
+353
+00:25:56,780 --> 00:25:59,880
+minus infinity ل plus infinity عين عليه هتكون DZ
+
+354
+00:25:59,880 --> 00:26:06,020
+إذا ال differential X هو DX X hat DY Y hat DZ Z
+
+355
+00:26:06,020 --> 00:26:06,400
+hat
+
+356
+00:26:10,940 --> 00:26:16,080
+لذن عندي DL الـ differential displacement طبعا DL
+
+357
+00:26:16,080 --> 00:26:18,940
+ايش هي؟ displacement ليش هي displacement؟ لأن أنا
+
+358
+00:26:18,940 --> 00:26:21,040
+بروح من نقطة لنقطة عشان هيك بيصير عندي
+
+359
+00:26:21,040 --> 00:26:23,920
+differential links لو أنا عند نقطة سابت أبدا سابت
+
+360
+00:26:23,920 --> 00:26:27,200
+لو كنت على ال X-axis و كنت عند هذه النقطة و اتحركت
+
+361
+00:26:27,200 --> 00:26:30,860
+لهذه النقطة مش هيصير عندي Delta X لو أنا على Y
+
+362
+00:26:30,860 --> 00:26:33,160
+-axis و اتحركت من هذه النقطة لهذه النقطة مش هيصير
+
+363
+00:26:33,160 --> 00:26:37,220
+عندي Delta Y لو أنا على Z-axis و اتحركت Delta Z
+
+364
+00:26:38,050 --> 00:26:46,010
+عشان هي اسمها displacement دلت أل هي
+
+365
+00:26:46,010 --> 00:26:53,310
+عبارة عن دي اكس دي اكس اكسات دي وي وي هات دي زي زي
+
+366
+00:26:53,310 --> 00:26:56,170
+هات وهي دلت أل اللي هتكون تمام زي ما عملنا ال
+
+367
+00:26:56,170 --> 00:26:59,790
+displacement الحقيقية بين مقطتين بس عادى بين
+
+368
+00:26:59,790 --> 00:27:03,050
+differentiation يعني جزء صغير في ال space
+
+369
+00:27:10,060 --> 00:27:13,240
+لقم نحكي على differential surface إذا إحنا شفنا
+
+370
+00:27:13,240 --> 00:27:16,760
+displacement .. differential displacementاللي هي
+
+371
+00:27:16,760 --> 00:27:21,460
+dx, x hat, dy, y hat, z, z hat ال plan او ال
+
+372
+00:27:21,460 --> 00:27:25,940
+surface بتغير في coordinate فانا بحكي ع ال surface
+
+373
+00:27:25,940 --> 00:27:31,160
+عدي مثلا انا هذا ال surface فيه كان تغير في ال z
+
+374
+00:27:31,160 --> 00:27:34,840
+direction و ال y direction هذا ال plan ايش اللي
+
+375
+00:27:34,840 --> 00:27:37,500
+هيكون العمود عليه زي ال surface اللي توجفناه ال x
+
+376
+00:27:37,500 --> 00:27:40,760
+hat دائما احنا بناخد لو هذا ال surface جزء من
+
+377
+00:27:40,760 --> 00:27:45,570
+volume بناخد ال norm برا ال volumeيعني لو أنا عندي
+
+378
+00:27:45,570 --> 00:27:51,450
+هذا الجزء من .. من مكعةمكعب هدوجي من المكعب باخد
+
+379
+00:27:51,450 --> 00:27:55,470
+ال norm اللي عليه مرة المكعب مش في قلب المكعب هذا
+
+380
+00:27:55,470 --> 00:27:59,110
+يعني convention دايما بكون العمودي مرة المكعب
+
+381
+00:27:59,110 --> 00:28:03,070
+فعندي مثلا هذا ال surface اللي هو دي إيه عبارة عن
+
+382
+00:28:03,070 --> 00:28:06,490
+دي زت في دي واي ال area هنا ال differential area
+
+383
+00:28:06,490 --> 00:28:10,890
+دي إيه هتكون دي واي في دي زت هنا مين اللي ثابت و
+
+384
+00:28:10,890 --> 00:28:14,550
+مين متغير هنا عندي اللي متغير ال X و ال Z عندي دي
+
+385
+00:28:14,550 --> 00:28:20,030
+X و دي Z والثابت هو ال Yفهذا ما يلو ال norm تبعه
+
+386
+00:28:20,030 --> 00:28:25,030
+عمودي على ال y عند ال x متغيرة و ال z متغيرة فعند
+
+387
+00:28:25,030 --> 00:28:28,050
+ال plane هذا جزء من ال plane ما يلو اللي فيه z
+
+388
+00:28:28,050 --> 00:28:31,750
+constant هذا جزء من ال plane اللي فيه ال y قبل
+
+389
+00:28:31,750 --> 00:28:35,350
+تأسفه constant و ال norm تبعه هيكون y hat هذا ال
+
+390
+00:28:35,350 --> 00:28:39,520
+plane اللي هو في ال z yجزء هذا الـ differential من
+
+391
+00:28:39,520 --> 00:28:44,120
+الـ plane عنده الـ X ثابتة يمكن أن تكون X0,5,6 أو
+
+392
+00:28:44,120 --> 00:28:48,280
+ماينوس تلاتة ماينوس أربعة و النور تتجاه ال X axis
+
+393
+00:28:48,280 --> 00:28:54,000
+هنا ال X و ال Z متغيرين ان هو عند surface عنده ال
+
+394
+00:28:54,000 --> 00:28:59,780
+Y ثابتة و النور تبع تجاه ال Y hatهنا عندى dx dy
+
+395
+00:28:59,780 --> 00:29:04,260
+مين اللى ثابت؟ z, z constant و هيكون ال north تجاه
+
+396
+00:29:04,260 --> 00:29:07,300
+ال z hat إذا ال differential area هنا إيش هتكون؟
+
+397
+00:29:07,300 --> 00:29:16,420
+dz dy هنا هتكون dx dz هنا dx dy DS
+
+398
+00:29:16,420 --> 00:29:21,560
+as a vector هتكون في هالحالة dy dz و تجاه مين؟ ال
+
+399
+00:29:21,560 --> 00:29:29,380
+x hatانها هتكون dx dz y hat هدى هتكون dx dy z hat
+
+400
+00:29:29,380 --> 00:29:32,980
+اذا عرفنا اش هو ال differential line او ال
+
+401
+00:29:32,980 --> 00:29:35,240
+differential links ال differential links اللى هو
+
+402
+00:29:35,240 --> 00:29:35,700
+dx
+
+403
+00:30:02,700 --> 00:30:04,100
+DxDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDyDy
+
+404
+00:30:05,490 --> 00:30:10,090
+الشكل العام ال DS هي عبارة عن إلها magnitude و
+
+405
+00:30:10,090 --> 00:30:14,730
+اتجاه عمودي عليها non vector اللي هي الاتجاه دبعها
+
+406
+00:30:14,730 --> 00:30:16,930
+دايما عمودي على ال surface يعني إذا بحكي على ال
+
+407
+00:30:16,930 --> 00:30:20,270
+surface هو الطاولة تعطي اتجاهها اللي هو العمودي
+
+408
+00:30:20,270 --> 00:30:22,070
+عليها تمام؟
+
+409
+00:30:32,610 --> 00:30:34,810
+Differential volume عشان نحكي عن الـ differential
+
+410
+00:30:34,810 --> 00:30:37,990
+volume أكيد هتكون بيتغير في التلات اتجاهات هتعطيني
+
+411
+00:30:37,990 --> 00:30:43,310
+في ال coordinate cube DXDYDZ هتعطيني حجم بكيوب
+
+412
+00:30:43,310 --> 00:30:48,170
+بينما ال area هتكون surface لأحد أو جهة الكيوب
+
+413
+00:30:48,170 --> 00:30:57,990
+يعني إذا رجعنا لكيوب المرسوم هنا هذا
+
+414
+00:30:57,990 --> 00:31:03,450
+الكيوب احنا هذا differential surface مثلاهذا الـ
+
+415
+00:31:03,450 --> 00:31:06,670
+differential surface دي اكس دي واي هذا بالنسبالنا
+
+416
+00:31:06,670 --> 00:31:10,270
+هيكون دي واي دي زت وكذا كل واحد من هدولة ال
+
+417
+00:31:10,270 --> 00:31:13,510
+surfaces ماله differential surface هذا اتجاهه ايش
+
+418
+00:31:13,510 --> 00:31:19,410
+هيكون مثلا اللي هو a,b,c,d,x hat نجلأ ال line هذا
+
+419
+00:31:19,410 --> 00:31:24,790
+الجزء اللي هو PQ هذا ال differential line دي واي
+
+420
+00:31:25,580 --> 00:31:29,200
+هذا qr differential line لكن كله على بعض اللي هو
+
+421
+00:31:29,200 --> 00:31:33,240
+بي كيو بي اي دي دي دي دي دي دي دي دي دي دي دي دي
+
+422
+00:31:33,240 --> 00:31:37,720
+دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي دي
+
+423
+00:31:37,720 --> 00:31:45,240
+دي دي دي
+
+424
+00:31:47,500 --> 00:31:50,200
+هذا السبب نعرفين إيش هو differential lengths و
+
+425
+00:31:50,200 --> 00:31:53,460
+differential area و ال area دايما إلها نور يعني
+
+426
+00:31:53,460 --> 00:31:57,720
+اتجاهه عمودي عليها اتجاه تبعها دايما عمودي عليها و
+
+427
+00:31:57,720 --> 00:32:00,440
+عندي ال differential volume لو حاصل ضرب ب three
+
+428
+00:32:00,440 --> 00:32:04,630
+coordinateحاجة مهمة كتير نلاحظها ان دي ال مالها
+
+429
+00:32:04,630 --> 00:32:08,370
+احنا اكتبناها دي ال مثلا دي displacement دي XX hat
+
+430
+00:32:08,370 --> 00:32:11,690
+دي YY hat، دي ZZ hat displacement في الـ Cartesian
+
+431
+00:32:11,690 --> 00:32:15,130
+coordinate و دي S قولنا دي S magnitude و N hat،
+
+432
+00:32:15,130 --> 00:32:18,770
+نهات عمودي على الـplane تبع الـsurface بينما ال
+
+433
+00:32:18,770 --> 00:32:23,250
+volume ماله scalar، اذا ال displacement vector ال
+
+434
+00:32:23,250 --> 00:32:26,930
+surface vector بينما ال volume scalar، ال volume
+
+435
+00:32:26,930 --> 00:32:29,050
+هو DX DY DZ
+
+436
+00:32:33,610 --> 00:32:36,410
+النقطة اللي في ال space أو الجزء من ال space هذا
+
+437
+00:32:36,410 --> 00:32:40,550
+هيك بيكون شكله بيكون شكله بهذا الشكل لو أخدت قطعة
+
+438
+00:32:40,550 --> 00:32:43,570
+من ال cylinder هيكون شكلها بهذا الشكل هيكون هنا
+
+439
+00:32:43,570 --> 00:32:49,650
+ماله أعراض من هنا قطعة شريحة زي هيك لو أنا طلعت
+
+440
+00:32:49,650 --> 00:32:53,390
+عها جزئية من أسلة B فإيش هيكون في عندي تغير في
+
+441
+00:32:53,390 --> 00:32:58,430
+تجاه مين ال raw؟بس احد اللي هي هنا هذا القطع القطع
+
+442
+00:32:58,430 --> 00:33:03,250
+من السليندر Z عنده ثابتة نقطة في الاسم Z ثابتة و
+
+443
+00:33:03,250 --> 00:33:07,890
+Phi ثابتة وهي قيمة رو مثلا خمسة من أصله بيه ايش هو
+
+444
+00:33:07,890 --> 00:33:13,290
+تغير في رو دلتا رو هتكون دي رو نفس الاشي ل دي ايه
+
+445
+00:33:13,290 --> 00:33:20,270
+هتكون دي رو RQ دي رو PCP
+
+446
+00:33:20,270 --> 00:33:24,610
+هادي برضه دي رو تمام اذا نهاي جزئية
+
+447
+00:33:28,870 --> 00:33:35,830
+الصغيرة هي الأجزة هي تغير في دي رو وهي رو وهي دي
+
+448
+00:33:35,830 --> 00:33:39,450
+رو هنا الساوية و الزاوية ثابتة على واحد مثلا نفس
+
+449
+00:33:39,450 --> 00:33:45,670
+الأشهر هي دي رو لا ثابت مثلا على قائتين صحيح؟ إذا
+
+450
+00:33:45,670 --> 00:33:50,330
+مافيه أحدين تغير في رو هنا و هنا وهذا دي رو وهذا
+
+451
+00:33:50,330 --> 00:33:56,570
+دي رو طب نيجي نحكي على إيه شعب الزواياهذا كانت فاي
+
+452
+00:33:56,570 --> 00:34:03,610
+واحد و أنا صارت فاتنين هذا كم يكون دي فاي هذا
+
+453
+00:34:03,610 --> 00:34:11,350
+كله طول ثابت مقطع رو هذا بيساوي هذا صح معين هذا
+
+454
+00:34:11,350 --> 00:34:15,730
+جزئية رو وهذا رو هذا زاوية فاي واحد و هذا زاوية
+
+455
+00:34:15,730 --> 00:34:19,230
+فاتنين بينهم كم يكون دي فاي لماذا هذا القصر مقابل
+
+456
+00:34:19,230 --> 00:34:23,350
+اللي هو كم يكون رو دي فاي لأنه مقابل أي زاوية لدي
+
+457
+00:34:23,350 --> 00:34:32,580
+فايهذه الجزئية وهذه الجزئية دي فاي ليش سميتها دي
+
+458
+00:34:32,580 --> 00:34:37,020
+فاي لأن هذه الزاوية فاي واحد وهذه الزاوية فاي تنين
+
+459
+00:34:37,020 --> 00:34:44,760
+معايا اذا فاي تنين وفاي واحد هي دي فاي والقص لقبل
+
+460
+00:34:44,760 --> 00:34:50,660
+اي زاوية متذكرين على الدائرة انتوا؟
+
+461
+00:34:50,660 --> 00:34:56,510
+هذه زاوية ستا وهذا R ايش كنتوا تسموا هذا معاك؟طول
+
+462
+00:34:56,510 --> 00:35:00,830
+القوس طول القوس نفس الاشي من هنا هنا عندي row و
+
+463
+00:35:00,830 --> 00:35:05,370
+هنا D5 اشهر
+
+464
+00:35:05,370 --> 00:35:10,370
+الحكم row D5 اذا ان احنا فرقنا على هيئها D row
+
+465
+00:35:10,370 --> 00:35:19,850
+وهدول امامهم row D5 هذي اشهر تكون row plus D row
+
+466
+00:35:19,850 --> 00:35:23,490
+D5 لان القطول حيسير
+
+467
+00:35:27,210 --> 00:35:31,710
+بشكل عام نسمي هذا الطول هو رو، هذا القوس هو عبارة
+
+468
+00:35:31,710 --> 00:35:38,190
+عن رو دي فاية، طب مش كمان؟ هذه جزئية منها D زت،
+
+469
+00:35:38,190 --> 00:35:43,570
+انتقلت من زت نقطة معينة لزقة نقطة معينة، اذا هدول
+
+470
+00:35:43,570 --> 00:35:47,350
+ال differential links في ال cylindrical coordinate
+
+471
+00:35:47,950 --> 00:36:00,370
+هذا هو رو دي فار وهذا هو دي رو وهذا هو دي زد دي
+
+472
+00:36:00,370 --> 00:36:13,130
+الوضع دي الوضع دي الوضع
+
+473
+00:36:13,130 --> 00:36:17,010
+دي الوضع دي الوضع دي الوضع دي الوضع دي الوضع دي
+
+474
+00:36:17,010 --> 00:36:17,270
+الوضع دي الوضع دي الوضع دي ال
+
+475
+00:36:20,490 --> 00:36:24,210
+هذا الاتجاه اللي هو رو هات والعمود اللي عليها فانا
+
+476
+00:36:24,210 --> 00:36:28,270
+علي المنصة اللي بتقرا من هو فاي هات فالتغير عندي
+
+477
+00:36:28,270 --> 00:36:32,250
+لإن فاي بتروح من zero لكو فاي هيكون في اتجاه الدي
+
+478
+00:36:32,250 --> 00:36:34,870
+فاي هات الدي فاي هيكون في اتجاه الدي فاي هات ده ال
+
+479
+00:36:34,870 --> 00:36:40,950
+close to الدي رو دي فاي واتجاه الدي فاي هات معين؟
+
+480
+00:36:41,410 --> 00:36:46,110
+بظلمين اللي هو ال z فعندي dz z hat اذا عندي فيه
+
+481
+00:36:46,110 --> 00:36:48,550
+تغير في تجاه ال raw ب raw differential
+
+482
+00:36:48,550 --> 00:36:53,470
+displacement رو هات القوس هيكون رو دي فاي فاي هات
+
+483
+00:36:53,470 --> 00:36:58,170
+وبعدين اللي هو في تجاه ال z axis اللي هو dz z hat
+
+484
+00:36:58,170 --> 00:37:02,130
+فانهي
+
+485
+00:37:02,130 --> 00:37:05,210
+ال displacement ال differential displacement في ال
+
+486
+00:37:05,210 --> 00:37:10,250
+cylindrical coordinateبنجي لها ال area ال area
+
+487
+00:37:10,250 --> 00:37:13,090
+هتكون حاصل طارب اتنين من هدولة ال surface اللي
+
+488
+00:37:13,090 --> 00:37:15,670
+احنا شوفناهم يعني اتنين من ال coordinates يعني لو
+
+489
+00:37:15,670 --> 00:37:18,790
+انا بحكي على هذا ال area على هذا ال surface او
+
+490
+00:37:18,790 --> 00:37:21,690
+بحكي على هذا ال surface او بحكي على هذا ال surface
+
+491
+00:37:21,690 --> 00:37:25,510
+صحيح؟ ايه ال surfaces التلاتة؟ يعني مثلا بحكي على
+
+492
+00:37:25,510 --> 00:37:28,570
+هذا ال surface ايش هيكون اللي عندي؟ هذا dz اللي هو
+
+493
+00:37:28,570 --> 00:37:33,460
+مثلا pq dzو QP اللي هو ماله رو دي فاي اللي هو
+
+494
+00:37:33,460 --> 00:37:38,660
+القوس فال area هي ايش هتكون دي زد رو دي فاي رو دي
+
+495
+00:37:38,660 --> 00:37:42,680
+فاي دي زد هذه ال area لو احنا بنحكي عن هال area
+
+496
+00:37:42,680 --> 00:37:49,660
+اللي هنا اللي هي SPQR مش فيه متغيرات فيها دي رو و
+
+497
+00:37:49,660 --> 00:37:54,700
+دي زد فهي ثابتة فعرف هذا اتجاه ما هو ثابتة
+
+498
+00:37:57,740 --> 00:38:02,340
+بنفس الزاوية دي five في فانها الرومة بس دائرة
+
+499
+00:38:02,340 --> 00:38:07,380
+تانية و five ثالثة فهذا ال plan إيش هيكون دي رو دي
+
+500
+00:38:07,380 --> 00:38:12,320
+زت هذا ال plan إيش هيكون رو دي five في دي زت هذا
+
+501
+00:38:12,320 --> 00:38:17,220
+إيش هيكون رو دي five في مين في دي رو إذا فني دي
+
+502
+00:38:17,220 --> 00:38:21,260
+تلت surfaces بحوطه جزئيا من ال aspects اللي في ال
+
+503
+00:38:21,260 --> 00:38:25,120
+cylindrical coordinate و قيمة كل واحدة فيهم حاصل
+
+504
+00:38:25,120 --> 00:38:29,000
+ضل ال two links بتاعونهاوكل واحدة مرضوا إليها ال
+
+505
+00:38:29,000 --> 00:38:33,680
+norm اللي عليها يعني
+
+506
+00:38:33,680 --> 00:38:38,300
+مثلا هذه اللي هي ال قوص رو D5 في DZ وين هيكون
+
+507
+00:38:38,300 --> 00:38:40,760
+اتجاهها؟ مين اللي سبب في هذه الحالة؟ اللي هو ال
+
+508
+00:38:40,760 --> 00:38:46,520
+raw hat ال raw hat يعني مش عليها ليه هذه؟ هذه
+
+509
+00:38:46,520 --> 00:38:52,300
+الشقفة، هذه الجزئية اللي هو DZ وهي رو D5 وين هيكون
+
+510
+00:38:52,300 --> 00:38:55,860
+ال norm عليها؟ عمودي على هذا هو اتجاه ال raw hat
+
+511
+00:38:55,860 --> 00:39:02,130
+واضح؟هذه الجزئية اللي هي رو دي رو دي زد هذي انا
+
+512
+00:39:02,130 --> 00:39:05,450
+هيقول دي رو و هذا دي زد اللي عاموتي هيكون في تجاه
+
+513
+00:39:05,450 --> 00:39:09,610
+الـ pi hat و اللي فوق اللي هي فرع رو دي في في دي
+
+514
+00:39:09,610 --> 00:39:15,890
+رو هيكون في تجاه الـ z hat واضح؟
+
+515
+00:39:15,890 --> 00:39:19,510
+اذا عندي رو دي في دي زد اتجاهها اتجاه الـ رو hat
+
+516
+00:39:19,510 --> 00:39:23,490
+عندي دي رو دي زد هيكون اتجاهها في الـ pi hat دي رو
+
+517
+00:39:23,490 --> 00:39:29,620
+رو دي في هيكون اتجاه الـ z hatواضح؟ اذا شوفنا ال
+
+518
+00:39:29,620 --> 00:39:32,420
+differential links و اخرجت شوفنا ال surface ال
+
+519
+00:39:32,420 --> 00:39:35,880
+differential surface و اتجاهه اللى هو دايما زى ما
+
+520
+00:39:35,880 --> 00:39:39,720
+اتفقنا عمودي على ال surface اللى بنحكى عنه فمثلا
+
+521
+00:39:39,720 --> 00:39:44,500
+DS vector هتكون رو D5 و DZ اتجاهها هيكون طبعا
+
+522
+00:39:44,500 --> 00:39:47,160
+انتوا لما تشوفوا D5 و DZ انتوا عارفين مين الثابت
+
+523
+00:39:47,160 --> 00:39:50,600
+اللى هو ال rawبتجاه الـ rho hat هنا مين السابق الـ
+
+524
+00:39:50,600 --> 00:39:53,780
+d rho d z اللي هي الـ phi تجاه الـ phi hat هنا
+
+525
+00:39:53,780 --> 00:39:57,480
+السابق مين اللي هو الـ z فعندي rho d rho d phi
+
+526
+00:39:57,480 --> 00:40:03,720
+تجاه الـ z hat طيب ال volume مش هيكون حاصل ضغط
+
+527
+00:40:03,720 --> 00:40:09,400
+بالتلاتة اللي هو rho d rho d phi ب d z أنا عندي
+
+528
+00:40:09,400 --> 00:40:13,760
+القوس rho d phi وفي عندي اللي هو d rho و في d z
+
+529
+00:40:13,760 --> 00:40:15,200
+إذا عندي d rho
+
+530
+00:40:22,280 --> 00:40:25,140
+اللقاء القادم ان شاء الله هنعمل هو الـ spherical
+
+531
+00:40:25,140 --> 00:40:28,620
+coordinate نشوف فيه ال differential displacement و
+
+532
+00:40:28,620 --> 00:40:31,760
+ال differential area و ال differential volume
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/dU0noz-nJFA_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/dU0noz-nJFA_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..a3d9df3da30024bac2c5c33475c8a63f9b2b8ecf
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/dU0noz-nJFA_raw.json
@@ -0,0 +1 @@
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2426.6, "word": " فيه", "probability": 0.649169921875}, {"start": 2426.6, "end": 2426.7, "word": " ال", "probability": 0.79443359375}, {"start": 2426.7, "end": 2427.08, "word": " differential", "probability": 0.69091796875}, {"start": 2427.08, "end": 2427.8, "word": " displacement", "probability": 0.9365234375}, {"start": 2427.8, "end": 2428.62, "word": " و", "probability": 0.51904296875}, {"start": 2428.62, "end": 2428.66, "word": " ال", "probability": 0.7529296875}, {"start": 2428.66, "end": 2429.16, "word": " differential", "probability": 0.90966796875}, {"start": 2429.16, "end": 2430.0, "word": " area", "probability": 0.8505859375}, {"start": 2430.0, "end": 2430.32, "word": " و", "probability": 0.9853515625}, {"start": 2430.32, "end": 2430.38, "word": " ال", "probability": 0.7158203125}, {"start": 2430.38, "end": 2430.84, "word": " differential", "probability": 0.888671875}, {"start": 2430.84, "end": 2431.76, "word": " volume", "probability": 0.94091796875}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2437.956, "duration_after_vad": 2300.964999999992}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/iWj--QJF6uM.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/iWj--QJF6uM.srt
new file mode 100644
index 0000000000000000000000000000000000000000..58a9f843f64bcf2387dc0cd08c844673f55743c8
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/iWj--QJF6uM.srt
@@ -0,0 +1,2384 @@
+1
+00:00:12,710 --> 00:00:15,490
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:15,490 --> 00:00:20,550
+وبركاته احنا اليوم هناخد بيو سافارت لاو و أمبيرز لاو
+
+3
+00:00:20,550 --> 00:00:23,870
+كم مرة أمبيرز لاو احنا مرّ علينا هناخده كم مرة لكن
+
+4
+00:00:23,870 --> 00:00:27,450
+بيو سافارت لاو أول مرة هناخده احنا إذا بدنا من هاي
+
+5
+00:00:27,450 --> 00:00:31,010
+المعادلة بي كيرل ال A احنا يعني ما عندنا مين هي كيرل 
+
+6
+00:00:31,010 --> 00:00:36,140
+ال B صح؟ كيرل كيرل ال A اللي هي كيرل ال B هذه معادلة
+
+7
+00:00:36,140 --> 00:00:39,280
+شفناها قبل هيك لما أخذنا ال calculus لما كيرل كيرل
+
+8
+00:00:39,280 --> 00:00:42,340
+ال B ومتذكرين قلت لكم كيرل كيرل أنا أشعر أن أنتم 
+
+9
+00:00:42,340 --> 00:00:46,160
+بتدلّوا على ال diversity لما ينزل تربية M متذكرينها
+
+10
+00:00:46,160 --> 00:00:50,160
+فبنشيلّها هاي المعادلة وكمان احنا هنبدأ من عشان
+
+11
+00:00:50,160 --> 00:00:53,740
+نشتق بصوره لو أنا مش هشتقه بس هحكي على السريع أن
+
+12
+00:00:53,740 --> 00:00:58,090
+B هي أدوّة عن كيرل ال A لو بدأنا من هنا واشتغلنا
+
+13
+00:00:58,090 --> 00:01:02,630
+شوية على ال curve وشوية على تعريفاتها نحصل على
+
+14
+00:01:02,630 --> 00:01:05,930
+اللي هو biot of our plot مجرد من curve ال A بداية
+
+15
+00:01:05,930 --> 00:01:09,510
+من curve ال A أعوّض عن A اللي هي mu not I دي ال ال
+
+16
+00:01:09,510 --> 00:01:13,850
+prime على four by R واخد ال curve لواحد على R لإنه 
+
+17
+00:01:13,850 --> 00:01:18,930
+curve بس بيأثر على مين؟ على R، R فيها X وY وZ فدلوقتِ
+
+18
+00:01:18,930 --> 00:01:24,870
+باصلة R بنستخدم identity اللي هي علاقة بالـ curve و
+
+19
+00:01:24,870 --> 00:01:29,370
+بنجيب اللي هي القيم اللي بنعوّض مجرد تعويض مباشر نحصل
+
+20
+00:01:29,370 --> 00:01:33,150
+على اللي هو بيو سافارت لو مش بتطلب منه اشتقاق بيو
+
+21
+00:01:33,150 --> 00:01:36,870
+سافارت لو بيقول لنا أن ال magnetic field بتساوي mu node
+
+22
+00:01:36,870 --> 00:01:42,070
+على 4pi ال line integral ل IDL اللي هو ال element
+
+23
+00:01:42,430 --> 00:01:45,650
+من الـ Filament اللي مضروف فيها تيار مضروف في تيار
+
+24
+00:01:45,650 --> 00:01:49,430
+مضروف في هذا الـ Filament الـ cross R hat اللي هو
+
+25
+00:01:49,430 --> 00:01:52,610
+ال unit vector من ال element هذا للنقطة الباقية
+
+26
+00:01:52,610 --> 00:01:56,210
+ساعدها الوطن شرك ال cross R hat على R تربيع و
+
+27
+00:01:56,210 --> 00:01:59,370
+احنا شفناها قبلها كده المعادلة هذه اللي هي curl
+
+28
+00:01:59,370 --> 00:02:03,470
+بيه أنها بتساوي curl curl A بتذكرينها يعني curl
+
+29
+00:02:03,470 --> 00:02:06,770
+curl A بتساوي grad divergence A minus delta بيه R
+
+30
+00:02:06,770 --> 00:02:11,420
+إذا أخذنا أن divergence A بيساوي Zero في هذه الحالة
+
+31
+00:02:11,420 --> 00:02:15,680
+بيكون عندنا دل تربيع A ايش بتساوي سالب كيرل ال B
+
+32
+00:02:15,680 --> 00:02:21,820
+اللي هي سالب ميو كيرل ال H لأن B بتساوي ميو نوت H
+
+33
+00:02:21,820 --> 00:02:24,560
+ميو نوت اللي هي في ال free space ميو نوت بقالها
+
+34
+00:02:24,560 --> 00:02:27,780
+isotropic constant في ال free space فهي هي جنس
+
+35
+00:02:27,780 --> 00:02:31,220
+isotropic والأخر يعني فدل تربيع هتساوي minus ميو
+
+36
+00:02:31,220 --> 00:02:36,530
+نوت كيرل ال H وكيرل ال H بتساوي J فإذا دل تربيع A
+
+37
+00:02:36,530 --> 00:02:40,690
+بتساوي minus الـ mu0 J وهدي عبارة عن vector بس هو
+
+38
+00:02:40,690 --> 00:02:45,050
+equation مش vector لأن ال A vector field وJ ال
+
+39
+00:02:45,050 --> 00:02:49,390
+vector field هدي
+
+40
+00:02:49,390 --> 00:02:54,570
+عبارة عن دل تربيع ل A vector يعني A XXH زائد 
+
+41
+00:02:54,570 --> 00:03:04,380
+AYYH زائد AZZH ده بتساوي minus ال mu0 وهدي J XXH زي
+
+42
+00:03:04,380 --> 00:03:09,600
+جي وي وي هت زي جي وزي زي وزي كمان احنا بنقدر نقسّم
+
+43
+00:03:09,600 --> 00:03:14,460
+المعادلة لثلاث معادلات ال X component لازم تساوي X
+
+44
+00:03:14,460 --> 00:03:16,460
+component ال Y component لازم تساوي Y component
+
+45
+00:03:16,460 --> 00:03:25,800
+فبقدر أقسّمها ل three scalar components واضح؟
+
+46
+00:03:36,780 --> 00:03:40,740
+واضح؟ في أسئلة عندنا؟ إذا احنا ال vector basal
+
+47
+00:03:40,740 --> 00:03:45,100
+equation بتصير عندنا اللي هي بقدر أكتبها بشكل ال
+
+48
+00:03:45,100 --> 00:03:48,780
+components فبتكون three scalar equations
+
+49
+00:03:53,840 --> 00:03:58,480
+احنا متذكرين أن ال close line integral ل H.DL بقدر
+
+50
+00:03:58,480 --> 00:04:02,080
+أستخدم ستوك ثيورم بتعطينا surface integral لكل H
+
+51
+00:04:02,080 --> 00:04:08,940
+.DS وكل H منها 1 على new node B فبتصير كل B
+
+52
+00:04:09,660 --> 00:04:13,980
+كل كل ال A واضح بيقولها ايجت H هي واحدة ع ال mu
+
+53
+00:04:13,980 --> 00:04:18,700
+not b ف H بتساوي B بتساوي كل A فهي هتكون واحدة ع ال
+
+54
+00:04:18,700 --> 00:04:22,080
+mu ال surface integral كل كل ال A دلوقتي أصلاً كل
+
+55
+00:04:22,080 --> 00:04:25,260
+كل ال A احنا قلنا في حالة diverge A بتساوي zero
+
+56
+00:04:25,260 --> 00:04:30,540
+بتساوي هذه المعادلة كل كل A بتساوي minus delta بيه A
+
+57
+00:04:31,960 --> 00:04:36,320
+بعوّض مباشرة عن كيرل
+
+58
+00:04:36,320 --> 00:04:42,160
+كيرل ل A بقى من ميو 
+
+59
+00:04:42,160 --> 00:04:50,440
+نوت J اللي هي 
+
+60
+00:04:50,440 --> 00:04:53,880
+ميو نوت بتروح مع ميو نوت هتصبح ال surface integral
+
+61
+00:04:53,880 --> 00:04:57,390
+ل J دوت ال DS الـ service integral دي أسمها هي
+
+62
+00:04:57,390 --> 00:04:59,890
+التيار إذا أمبيرز لاو اللي احنا شفناها قبل
+
+63
+00:04:59,890 --> 00:05:02,250
+هيك ال line enclosed line integral اتش و ال dl
+
+64
+00:05:02,250 --> 00:05:08,830
+بتساوي ال enclosed كمان واضح؟ احنا بنكون خلّصناهم
+
+65
+00:05:08,830 --> 00:05:14,810
+الجزئية هاي من الشابتر او يعني ما هيتمنّى هذا الشابتر
+
+66
+00:05:14,810 --> 00:05:18,530
+بيبقى علينا المبدأ إن شاء الله شبتر ثمانية اذا
+
+67
+00:05:18,530 --> 00:05:22,530
+ما فيش أي استفسار في أي استفسار؟
+
+68
+00:05:25,500 --> 00:05:31,200
+الشابتر 8 هو magnetic force سنركّز
+
+69
+00:05:31,200 --> 00:05:34,340
+على magnetic force في هذا الشابتر
+
+70
+00:05:42,290 --> 00:05:45,890
+يا أستاذ بس هدأ نقولّه magnetic force و لا انوان
+
+71
+00:05:45,890 --> 00:05:49,130
+هيكون الدكتورة هل جيتها في chapter 7 شرحت اللي
+
+72
+00:05:49,130 --> 00:05:52,290
+عندي slide 55 اللي الباقي مش مطلوب ولا عادي؟ لأ
+
+73
+00:05:52,290 --> 00:05:55,830
+الباقي أنا كنت حاطة اللي هي الأمثلة و أسئلة و
+
+74
+00:05:55,830 --> 00:06:04,550
+مركّزة بس خلاص هيك اه اللي هو magnetic force إذا أن 
+
+75
+00:06:04,550 --> 00:06:06,690
+شاء الله اليوم احنا هنبدأ ال magnetic force
+
+76
+00:06:06,690 --> 00:06:10,410
+يا رب نخلصها يا إن شاء الله لازم ده كمان محاضرة 
+
+77
+00:06:12,240 --> 00:06:15,600
+إذا بدنا نحسب ال force due to magnetic field، فيه
+
+78
+00:06:15,600 --> 00:06:19,200
+هنا ثلاثة طرق اللي ممكن نحسب فيها ال magnetic force
+
+79
+00:06:19,200 --> 00:06:22,100
+أو يعني اللي نحكي فيها عن magnetic force ناتجة عن
+
+80
+00:06:22,100 --> 00:06:25,290
+magnetic field، يعني لو أنا دي magnetic field وفي 
+
+81
+00:06:25,290 --> 00:06:28,130
+عندي charge في قلب هذا ال magnetic field بتتحرك
+
+82
+00:06:28,130 --> 00:06:30,910
+بيكون في عندي force على ال charge اللي بتتحرك هي
+
+83
+00:06:30,910 --> 00:06:34,490
+أول نوع إذا في الأول افترض أن بدي magnetic field
+
+84
+00:06:34,490 --> 00:06:36,610
+بدي أشوف ايش القوة اللي بتأثر فيها ال magnetic
+
+85
+00:06:36,610 --> 00:06:40,430
+field على ايش وكيف أحسبها فعندي ثلاثة أنواع أنّه
+
+86
+00:06:40,430 --> 00:06:43,670
+يكون عندي magnetic field بت charge بتتحرك لازم
+
+87
+00:06:43,670 --> 00:06:47,410
+تكون تتحرك إذا ساكنة مش هعندي force لازم تكون
+
+88
+00:06:47,410 --> 00:06:50,550
+تتحرك إذا في عندي moving charge بيكون عندي force
+
+89
+00:06:50,550 --> 00:06:53,630
+متولدة على هي ال moving charge نتيجة وجود ال
+
+90
+00:06:53,630 --> 00:06:58,050
+magnetic field الثاني لو كان عندي current element
+
+91
+00:06:58,050 --> 00:07:02,610
+أسوأ يعني line ولا surface plane ولا volume وهذا
+
+92
+00:07:02,610 --> 00:07:08,830
+ال element موجود في external field برضه هنقيص القوة
+
+93
+00:07:08,830 --> 00:07:12,270
+على ال current ال current بمعنى load charge متحركة
+
+94
+00:07:12,270 --> 00:07:15,730
+هيكون هذا القانون أعمل من moving charge moving
+
+95
+00:07:15,730 --> 00:07:20,070
+charge بحكي عنه charge واحدة ال current تدفق من ال
+
+96
+00:07:20,070 --> 00:07:23,650
+charges يعني لازم احنا بنحكي عن charges متحركة
+
+97
+00:07:23,650 --> 00:07:27,270
+أسوأ في filament أو في surface أو في volume ايش
+
+98
+00:07:27,270 --> 00:07:30,890
+القوة اللي بتأثر على هذا ال current نتيجة وجوده في
+
+99
+00:07:30,890 --> 00:07:37,030
+ال magnetic field آخر واحدة طيارين، بس هو في .. في
+
+100
+00:07:37,030 --> 00:07:40,290
+خطين، في two filaments أو في two planes أو في two
+
+101
+00:07:40,290 --> 00:07:43,530
+volumes، إذا بتحركوا يعني ال current مدافي،
+
+102
+00:07:43,530 --> 00:07:45,990
+current يعملها تشارج اسمها اللي هم تحركها، ايش
+
+103
+00:07:45,990 --> 00:07:49,490
+القوة اللي بتنتج على واحد من هدول ال filaments،
+
+104
+00:07:49,490 --> 00:07:52,810
+نتيجة وجوده في المجال المواطيسي للfilament الثاني؟
+
+105
+00:07:52,810 --> 00:07:55,510
+هنا ما بنحكيش على external field، ملاحظين؟ الحل
+
+106
+00:07:55,510 --> 00:07:59,490
+قلنا إنه moving charge في magnetic field الثاني
+
+107
+00:07:59,490 --> 00:08:01,850
+قلنا current في external التالت قلنا two
+
+108
+00:08:01,850 --> 00:08:05,590
+currents واحد منهم هيولد magnetic field هتكون في 
+
+109
+00:08:05,590 --> 00:08:08,530
+قوة تولد على الثاني نتيجة من ال magnetic field
+
+110
+00:08:08,530 --> 00:08:12,470
+اللي ناتج من الأول واضح؟ طب إذا ما بنحكي عن القوة
+
+111
+00:08:12,470 --> 00:08:15,470
+بنحكي عن هاي الثلاث حلوة نبدأ في مين في اللي هي
+
+112
+00:08:15,470 --> 00:08:19,670
+moving charge قلنا قلنا إذا في عندي magnetic field
+
+113
+00:08:19,670 --> 00:08:23,310
+وفي عندي charge اللي بتتحرك بتتحرك في وجود ال
+
+114
+00:08:23,310 --> 00:08:28,450
+magnetic field هيتولد عندي magnetic force بتساوي Q
+
+115
+00:08:28,450 --> 00:08:31,810
+اللي هي قيمة ال charge V ال volume بتاع ال charge
+
+116
+00:08:31,810 --> 00:08:39,950
+cross B إذا القوة هذه هتكون Q في V cross B مالها
+
+117
+00:08:39,950 --> 00:08:42,970
+ايه؟ ايش هتكون نوع ال force عمودية لأنها دي مالها right
+
+118
+00:08:42,970 --> 00:08:48,250
+hand rule V X B هتكون F صح؟ إذا هيتولد عندي قوة
+
+119
+00:08:48,250 --> 00:08:52,450
+عمودية على حركة ال particle وعلى magnetic field
+
+120
+00:08:52,450 --> 00:08:57,230
+إذا هدول الثلاث components عمودين على بعض ال
+
+121
+00:08:57,230 --> 00:09:01,170
+velocity و ال magnetic field و ال force الناتجة
+
+122
+00:09:01,170 --> 00:09:05,550
+إذا بيستنتج إنّ ال magnetic force هذي رمز منها
+
+123
+00:09:05,550 --> 00:09:09,830
+يعني magnetic force في معناه فعل الـ magnet force
+
+124
+00:09:09,830 --> 00:09:12,770
+بتولدش عنها work، فأنا بأذكرك ايش ال work اللي احنا
+
+125
+00:09:12,770 --> 00:09:18,830
+قلنا هو F دوت DL أو التكامل line
+
+126
+00:09:18,830 --> 00:09:22,150
+integral F دوت DL ال force ما لهاش في اتجاه
+
+127
+00:09:22,150 --> 00:09:25,750
+الحركة عمودية عليها ف F دوت DR ايش بدها تساوي؟
+
+128
+00:09:25,750 --> 00:09:30,170
+Zero ال velocity فين؟ اتجاه والقوة عمودية عليها
+
+129
+00:09:30,170 --> 00:09:35,090
+ف F دوت DL ايش بدها تساوي؟ Zero إذا ال work الناقش
+
+130
+00:09:35,090 --> 00:09:37,150
+من القوة المغناطيسية بتساوي Zero
+
+131
+00:09:43,260 --> 00:09:49,080
+غالباً بيكون ال magnitude لل magnetic force مهمل
+
+132
+00:09:49,080 --> 00:09:55,660
+جنب القوة بتاعة ال electric field وطبعاً أول حاجة
+
+133
+00:09:55,660 --> 00:09:59,160
+أنّه ال magnetic force بتتولد فقط عند moving charge
+
+134
+00:09:59,160 --> 00:10:03,500
+يعني أنا لو عندي charge في electric field هيتولد
+
+135
+00:10:03,500 --> 00:10:08,980
+عندي force، force بتساوي Q في E، صح؟ لو تحرّكت ال
+
+136
+00:10:08,980 --> 00:10:12,260
+charge في وجود ال magnetic field هيتولد عندي كمان
+
+137
+00:10:12,260 --> 00:10:15,340
+قوة ناتجة من magnetic field بس ما تتحركش من ال
+
+138
+00:10:15,340 --> 00:10:18,340
+charge هفترض أن في عندي electric field و magnetic
+
+139
+00:10:18,340 --> 00:10:21,600
+field واتولد عندي two قوة ال F electric اللي هي 
+
+140
+00:10:21,600 --> 00:10:24,560
+القوة الناتجة على ال charge نتيجة وجودها في ال
+
+141
+00:10:24,560 --> 00:10:27,420
+electric field وعاملها بتتحرك وفي magnetic field
+
+142
+00:10:27,420 --> 00:10:30,320
+فكمان عندي كمان قوة بتأثر عليها نتيجة وجودها في
+
+143
+00:10:30,320 --> 00:10:33,580
+magnetic field دائماً بتكون القوة اللي ناتجة من
+
+144
+00:10:33,580 --> 00:10:36,240
+magnetic field أقل بكثير من ناتجة من ال electric
+
+145
+00:10:36,240 --> 00:10:41,990
+field تهمل في .. لأن غالباً بتكون ال velocity صغيرة 
+
+146
+00:10:41,990 --> 00:10:46,390
+كثير لكن لو كانت ال velocity قريبة من سرعة الضوء 
+
+147
+00:10:46,390 --> 00:10:49,950
+ثلاثة فعاشرة قوة ثمانية قريبة منها ساعتها ما أقدرش
+
+148
+00:10:49,950 --> 00:10:54,450
+أهمل ال magnetic force لكن بشكل عام بتكون ال
+
+149
+00:10:54,450 --> 00:10:58,550
+magnetic force صغيرة مقارنة مع ال electric force
+
+150
+00:10:58,550 --> 00:11:00,970
+صح؟
+
+151
+00:11:03,880 --> 00:11:08,820
+E عبارة عن KQ نأخذ أبسط حاجة KQ1 KQ2 على 4 بي أر تربيع
+
+152
+00:11:08,820 --> 00:11:15,060
+بي اللي قبل كيو طلعناها فهتكون KQ1 مثلاً اللي ناتج
+
+153
+00:11:15,060 --> 00:11:17,400
+ال electric field ناتج نفترض أنه جاي من point of
+
+154
+00:11:17,400 --> 00:11:23,120
+charge قيمتها كيو واحد فهتكون E KQ1 على أو واحد على
+
+155
+00:11:23,120 --> 00:11:27,800
+4 بي إبسلون KQ على أر تربيع بيه صح أو الواحد على 4 بي
+
+156
+00:11:27,800 --> 00:11:30,820
+إبسلون مش هي K 9 constant 9 فعشان قيمة 9
+
+157
+00:11:35,740 --> 00:11:39,620
+مقارنة مع أنّ هي ال magnetic field اللي بتتعدّاش
+
+158
+00:11:39,620 --> 00:11:42,560
+يعني a few values يعني بتكون صغيرة كثير ال magnetic
+
+159
+00:11:42,560 --> 00:11:47,280
+field نجي
+
+160
+00:11:47,280 --> 00:11:50,480
+لقى ال force بشكل عام ما أقدر أكتبها بدلالة ال
+
+161
+00:11:50,480 --> 00:11:54,700
+electric force و ال magnetic force فإذا F بتساوي Q
+
+162
+00:11:54,700 --> 00:11:58,960
+في E اللي هي ال electric force زائد U cross B اللي 
+
+163
+00:11:58,960 --> 00:12:02,360
+هي ال magnetic force هذه كلها بنسميها Lorentz
+
+164
+00:12:02,360 --> 00:12:06,880
+force لما نحكي عشان أسألك امتحان ايش هي ال lawrence 
+
+165
+00:12:06,880 --> 00:12:09,440
+force ال lawrence force هي مجموعة electric و
+
+166
+00:12:09,440 --> 00:12:14,600
+magnetic forces طبعاً force بشكل عام على moving
+
+167
+00:12:14,600 --> 00:12:22,000
+object أو على اللي اللي له كتلة هو m dv by dt صح؟
+
+168
+00:12:22,000 --> 00:12:26,400
+mdv by dt إذا ال total force هي م ايه؟ اللي هي ال
+
+169
+00:12:26,400 --> 00:12:31,080
+acceleration هي dv by dt بتساوي q في e plus v cross
+
+170
+00:12:31,080 --> 00:12:31,340
+b
+
+171
+00:12:34,630 --> 00:12:42,630
+لو كانت قوة
+
+172
+00:12:42,630 --> 00:12:53,170
+قوة
+
+173
+00:12:53,170 --> 00:12:57,250
+قوة
+
+174
+00:12:57,250 --> 00:13:02,350
+قوة قوة قوة قوة قوة قوة قوة قوة قوة قوة قوة
+
+175
+00:13:02,350 --> 00:13:06,560
+قوة قوة قوة قوة قوة قوة قوة لو كانت moving فهيكون
+
+176
+00:13:06,560 --> 00:13:09,420
+في عندي electric field force ناتجة من ال electric
+
+177
+00:13:09,420 --> 00:13:12,740
+field QE أو force ناتجة من ال magnetic field هي QV
+
+178
+00:13:12,740 --> 00:13:19,440
+cross B وال total اللي هي لورنتز force نيجي
+
+179
+00:13:19,440 --> 00:13:24,960
+لفورس الناجحة من ال current filament طبعاً أنا مش 
+
+180
+00:13:24
+
+201
+00:15:09,110 --> 00:15:13,460
+موجود وفي عندي element بيمر فيه التيار فهتتولد عليه
+
+202
+00:15:13,460 --> 00:15:17,620
+هذا ال element قوة مقدرها ال close line integral I
+
+203
+00:15:17,620 --> 00:15:22,900
+DL. هنا vector cross B vector و ال force بتكون 
+
+204
+00:15:22,900 --> 00:15:27,180
+اللي عمودية على ال filament و المجال فيه لو كانت 
+
+205
+00:15:27,180 --> 00:15:31,360
+surface يعني عندي plane و مافيه current هتكون Kds
+
+206
+00:15:31,360 --> 00:15:35,480
+cross B أو لو كانت عندي اللي هي volume هيكون ال
+
+207
+00:15:35,480 --> 00:15:39,240
+volume integral ل JdV cross B واضح؟
+
+208
+00:15:42,860 --> 00:15:45,840
+أحيانا الناس بتسمي ال magnetic fields هو ال force
+
+209
+00:15:45,840 --> 00:15:51,820
+per unit current element يعني ال current element F
+
+210
+00:15:51,820 --> 00:15:56,640
+على Idl هاي ال B force per unit current element أو
+
+211
+00:15:56,640 --> 00:16:00,600
+يعني B بيساوي F على Idl أو F على KdS
+
+212
+00:16:06,110 --> 00:16:09,330
+إحنا شفنا ال force أنها جايه من اللي هو ال magnetic
+
+213
+00:16:09,330 --> 00:16:12,010
+field على point of charge أنه بتساوي افضل تساوي qv
+
+214
+00:16:12,010 --> 00:16:16,290
+cross b ال force اللي بتنتجها ال magnetic field على
+
+215
+00:16:16,290 --> 00:16:19,670
+filament أو plane أو volume اللي بتساوي ال force
+
+216
+00:16:19,670 --> 00:16:28,390
+بتساوي ال line integral Idl cross b أو I DL X B أو 
+
+217
+00:16:28,390 --> 00:16:34,090
+K DS X B أو J DV X B طب لو كانوا two lines مثلا 
+
+218
+00:16:34,090 --> 00:16:36,970
+كل واحد فيه تيار زي ما أنتو شايفين هنا و أنا
+
+219
+00:16:36,970 --> 00:16:41,170
+هأجيب القوة اللي على ال line الأول اللي ناتجة من
+
+220
+00:16:41,170 --> 00:16:45,690
+مرور التيار في ال line التاني هناخدله elements ان
+
+221
+00:16:45,690 --> 00:16:50,130
+ال element تبعنا I1 DI1 و ال element التاني I2
+
+222
+00:16:50,130 --> 00:16:55,920
+DI2 القوة اللي ناتجة على ال element الأول اللي هو
+
+223
+00:16:55,920 --> 00:17:02,520
+I1D1 من مرشود من مرور التيار في ال element I2DI2
+
+224
+00:17:04,620 --> 00:17:08,600
+I1DI1 cross dB2 اللي هو ال magnetic field
+
+225
+00:17:08,600 --> 00:17:13,240
+الناج من ال element I2DI2 يعني باختصار أنا بجيب
+
+226
+00:17:13,240 --> 00:17:17,600
+القوة على ال element اللي أنا مسميها واحد اللي فيه 
+
+227
+00:17:17,600 --> 00:17:22,380
+تيار نتيجة ال magnetic field اللي ناتجة من مرور
+
+228
+00:17:22,380 --> 00:17:25,620
+التيار في ال element التاني فالقوة الناتجة between
+
+229
+00:17:25,620 --> 00:17:29,100
+two current elements هي ببساطة بقدر أبسطها أقول أن
+
+230
+00:17:29,100 --> 00:17:31,700
+هي القوة الناتجة على ال element الأول أو ال
+
+231
+00:17:31,700 --> 00:17:36,030
+element الأول نتيجة مرور نتيجة ال magnetic field
+
+232
+00:17:36,030 --> 00:17:39,750
+المتولد من مرور التيار في ال element التاني لو
+
+233
+00:17:39,750 --> 00:17:44,690
+عوضنا بيوسفر بلو HDB بالساوية ميو نوت اي تنين دي 
+
+234
+00:17:44,690 --> 00:17:49,690
+اي تنين اكروس ار هات على four by ار تربيع وين هي ار
+
+235
+00:17:49,690 --> 00:17:53,530
+هي المسافة ما بين ال element اللي بيولد ال
+
+236
+00:17:53,530 --> 00:17:56,410
+magnetic field و النقطة اللي أنا بحسب عندها ال
+
+237
+00:17:56,410 --> 00:18:01,170
+force يعني في ال space إيش بكون بحط حط ال position
+
+238
+00:18:01,170 --> 00:18:06,810
+تبع هذا هيكون R1 ال position تبع هذا R2 وR21 هي 
+
+239
+00:18:06,810 --> 00:18:11,490
+عبارة عن المسافة بين ال source اللي هو ال element
+
+240
+00:18:11,490 --> 00:18:14,670
+اللي بيولد المجال و المكان اللي بقي اسم منه let
+
+241
+00:18:14,670 --> 00:18:20,900
+charge اللي هو هسميه R21 لو عوضت عن اللي هو dB2 في
+
+242
+00:18:20,900 --> 00:18:25,200
+المعادلة بتاعتي هيكون عندي ميو نوت اي واحد دي
+
+243
+00:18:25,200 --> 00:18:29,540
+الواحد ال cross عند cross product اي تانين دي اي
+
+244
+00:18:29,540 --> 00:18:35,030
+تانين cross are hat على four by are تربيع اذا عندي
+
+245
+00:18:35,030 --> 00:18:38,970
+بقدر أقول ال total force هي double انتيجرة عندي دي
+
+246
+00:18:38,970 --> 00:18:42,510
+I1 و دي I2 اذا عندي double انتيجرة اذا اقف واحد 
+
+247
+00:18:42,510 --> 00:18:46,910
+منه I1 I2 بطلعهم برا على 4πI ال double integer
+
+248
+00:18:46,910 --> 00:18:51,090
+اللي مر على اللوب الأول و مر على اللوب التاني طبعا
+
+249
+00:18:51,090 --> 00:18:53,870
+حتى اللوب التاني بيعطيني كل المجال تفيد انها تجمد
+
+250
+00:18:53,870 --> 00:18:56,980
+مرور تيار في كل ال elements لو أخد قطعة صغيرة قطعة
+
+251
+00:18:56,980 --> 00:18:59,800
+صغيرة بدي أكمل عليهم كلهم بيعطيني ال magnitude
+
+252
+00:18:59,800 --> 00:19:04,280
+الناتج من كل ال loop و لما أكمل على الواحد ايش
+
+253
+00:19:04,280 --> 00:19:08,420
+بيعطيني أول حاجة لما أخد قطعة هنا أكمل كليا بقول
+
+254
+00:19:08,420 --> 00:19:11,220
+كل القوة الناتجة من كل ال elements على هذا ال loop
+
+255
+00:19:11,220 --> 00:19:15,040
+على هذا ال element I1DI1 لما أكمل على ال loop
+
+256
+00:19:15,040 --> 00:19:18,280
+التاني بيعطيني كل القوة الناتجة على هذا ال loop من
+
+257
+00:19:18,280 --> 00:19:22,540
+نتيجة اللي هو ال loop التاني واضح؟ هيكون دي الواحد
+
+258
+00:19:22,540 --> 00:19:27,420
+cross دي الاتنين cross R هات على R اتنين واحد تربيع
+
+259
+00:19:27,420 --> 00:19:31,320
+طبعا لو أنا بدي القوة اللي بيؤثرها ال element واحد
+
+260
+00:19:31,320 --> 00:19:34,220
+أو ال filament واحد على اتنين هتكون بتساوي بال
+
+261
+00:19:34,220 --> 00:19:36,800
+تمام في المقدار القوة اللي بيؤثرها ال filament
+
+262
+00:19:36,800 --> 00:19:39,640
+اتنين على واحد بس بتعكسها باتجاهها زي ما أنتو
+
+263
+00:19:39,640 --> 00:19:42,860
+شايفين هذه هتكون اتجاهها هيك بينما اتجاه التاني
+
+264
+00:19:42,860 --> 00:19:47,320
+هيك يعني دي F واحد هي اتجاهها دي F تاني هتكون
+
+265
+00:19:47,320 --> 00:19:49,780
+العكس يعني دي F واحد
+
+266
+00:19:58,850 --> 00:20:05,040
+خلصنا القوانين آخر واحد هو يمكن أسهلهم بس كنت
+
+267
+00:20:05,040 --> 00:20:09,760
+بأتذكرهم مجرد اللي هو أضعف بيو سوبرت لو على I DL
+
+268
+00:20:09,760 --> 00:20:14,120
+هذا هو بس بنكامل طبعا عشان نجيب ال total force و
+
+269
+00:20:14,120 --> 00:20:17,080
+بنكامل على بيو سوبرت لو إذا اف و أح سن نيون اي
+
+270
+00:20:17,080 --> 00:20:20,360
+واحد اي اتين أربعة أربعة اي دوبل انتيجرة DL واحد
+
+271
+00:20:20,360 --> 00:20:23,280
+across DL تانين across R هات اللي هو ال unit
+
+272
+00:20:23,280 --> 00:20:26,260
+vector بين ال two elements على اللي هو R تانين
+
+273
+00:20:26,260 --> 00:20:31,630
+واحد تانين فنبدأ أول حاجة على ال point of charge لو
+
+274
+00:20:31,630 --> 00:20:37,050
+كان عندك charge particle of mass 2 kilogram يعني
+
+275
+00:20:37,050 --> 00:20:41,730
+قيمتها ال charge هذه لها كتلة مقدارها 3 kilogram و
+
+276
+00:20:41,730 --> 00:20:46,990
+لها charge 2 kilogram و لها charge 3 coulomb starts
+
+277
+00:20:46,990 --> 00:20:50,390
+at a point يعني بدأت في ال space عند نقطة مقدار
+
+278
+00:20:50,390 --> 00:20:53,790
+موجودة 1 مقاس 2 0 يعني وين هي موجودة في ال XY
+
+279
+00:20:53,790 --> 00:20:54,190
+plane
+
+280
+00:21:04,290 --> 00:21:16,710
+X مقدارها 1 و Y قدرها X و Y قدرها Z يعني
+
+281
+00:21:16,710 --> 00:21:20,150
+هنا بدأت الموضوع عند X واحد و ثالث تانية طبعا اليم
+
+282
+00:21:20,150 --> 00:21:23,710
+موجودة وين؟ في ال XY plane لأن زد بتساوي Zero
+
+283
+00:21:23,710 --> 00:21:32,930
+الماس بتساوي 2 كيلو جرام و الشحنة بتساوي 3 هي كل
+
+284
+00:21:32,930 --> 00:21:36,230
+معلومات عن ال point in charge ايش كمان قايلة أن ها
+
+285
+00:21:36,230 --> 00:21:38,690
+بدأت ال velocity يعني هاي الموضوع ال initial
+
+286
+00:21:38,690 --> 00:21:41,930
+position بدأت من هذا ال position ال initial
+
+287
+00:21:41,930 --> 00:21:52,030
+velocity V0 بتساوي 4X hat plus 3Z hat قد ايه ال meter
+
+288
+00:21:52,030 --> 00:21:57,650
+per second initial position initial velocity في
+
+289
+00:21:57,650 --> 00:22:04,060
+وجود electric field في وجود electric field اللي
+
+290
+00:22:04,060 --> 00:22:13,340
+قيمته 12x hat plus 10y hat وضعه موجود في ال XY
+
+291
+00:22:13,340 --> 00:22:18,900
+plane Electric field موجود في ال XY plane أن اتنين عشرة
+
+292
+00:22:18,900 --> 00:22:27,520
+اتجاهه 12x hat و 10y hat Electric field في اتجاهه
+
+293
+00:22:27,520 --> 00:22:33,830
+في هذا المصار موجود في ال X Y يعني يكون موازي هذا 
+
+294
+00:22:33,830 --> 00:22:37,970
+الخط يعني لو حطينا أول خط عشرة electric field فهذا
+
+295
+00:22:37,970 --> 00:22:43,550
+متشابه طبعا عرفنا ال electric field وين هو موجود
+
+296
+00:22:43,550 --> 00:22:46,250
+في ال X Y plane اللي component في ال X مقدارها
+
+297
+00:22:46,250 --> 00:22:51,130
+اتناش وفي ال Z مقدارها عشرة volt per meter طبعا وي
+
+298
+00:22:51,130 --> 00:22:55,230
+end الزمن T واحد T بيساوي واحد second انتهت اللحظة
+
+299
+00:22:55,230 --> 00:23:00,510
+أن T بيساوي واحد second بدنا نحدد التالي إذا إحنا
+
+300
+00:23:00,510 --> 00:23:03,430
+قلنا initially يعني عند t equal zero كان عندنا
+
+301
+00:23:03,430 --> 00:23:06,610
+initial position اللي هو عند x يتساوى واحد و y
+
+302
+00:23:06,610 --> 00:23:09,830
+ناقص اتنين عندنا initial velocity اللي هي أربعة x
+
+303
+00:23:09,830 --> 00:23:14,460
+hat زي تلاتة z hat في اللي هو ال electric field
+
+304
+00:23:14,460 --> 00:23:18,320
+اللي مقداره 12 x hat زي 10 y hat عند اللحظة 
+
+305
+00:23:18,320 --> 00:23:21,480
+السؤال بقول ليه عند اللحظة T بيساوي واحد second حدد
+
+306
+00:23:21,480 --> 00:23:24,940
+اللي التالي ال acceleration of the particle احنا 
+
+307
+00:23:24,940 --> 00:23:28,240
+طالما بنعرف أن مدام هاد جسم له كتلة اللي كتلة 
+
+308
+00:23:28,240 --> 00:23:32,440
+جسم اللي كتلة و بيتحرك إذا في عندي فرصة في
+
+309
+00:23:32,440 --> 00:23:36,200
+acceleration في وجود في عندي قوة خارجية أول حاجة 
+
+310
+00:23:36,200 --> 00:23:38,280
+هي اللي هي القوة الخارجية هي ال electric field
+
+311
+00:23:38,280 --> 00:23:42,140
+وجود highlight charge في مجال ال electric field
+
+312
+00:23:42,460 --> 00:23:49,980
+هيعطينا قوة مقدارها Q في E وهي أول حاجة وهذه ال
+
+313
+00:23:49,980 --> 00:23:54,040
+force هتولّد يعني ال force هذه بتساوي MA اللي هو
+
+314
+00:23:54,040 --> 00:23:58,260
+مين ال Newton's second law أنتو شايفين قدامكم على 
+
+315
+00:23:58,260 --> 00:24:03,580
+ال slide إذا القوة اللي exerted على ال object تبعي
+
+316
+00:24:03,580 --> 00:24:07,280
+على ال charge ناتجة من وجودها في مجال ال electric
+
+317
+00:24:07,280 --> 00:24:10,880
+field بتساوي Q في E والقوة من ال Newton's law
+
+318
+00:24:10,880 --> 00:24:14,560
+بتساوي M في A إذا ال acceleration إيش بيساوي ساوي
+
+319
+00:24:14,560 --> 00:24:19,900
+القوة على ال mass ال Q في E على M ال Q قيمتها
+
+320
+00:24:19,900 --> 00:24:24,700
+تلاتة كولوم E قيمته اتناش اكساد زي عشرة وايهات على ال
+
+321
+00:24:24,700 --> 00:24:27,240
+mass اللي هي اتنين كيلو و بالتالي حصلت على ال
+
+322
+00:24:27,240 --> 00:24:29,840
+acceleration واضح؟
+
+323
+00:24:31,300 --> 00:24:34,760
+تاني it's velocity قيمته ال acceleration و بدهوا
+
+324
+00:24:34,760 --> 00:24:37,000
+ال velocity ايش العلاقة بال acceleration و ال
+
+325
+00:24:37,000 --> 00:24:41,900
+velocity ال acceleration dv by dt صح إذا بقدر 
+
+326
+00:24:41,900 --> 00:24:44,320
+أستخدم هاي العلاقة ان أقول ال acceleration هاي
+
+327
+00:24:44,320 --> 00:24:49,380
+بتساوي dv by dt بتساوي 18x hat زي 15y hat و
+
+328
+00:24:49,380 --> 00:24:54,180
+كامل إذا عندي ال acceleration بتساوي dv by dt اللي
+
+329
+00:24:54,180 --> 00:24:59,100
+هي d by dt لمين Vx x hat Vy y hat
+
+330
+00:25:06,810 --> 00:25:11,050
+بتساوي 18x hat زي 15 y hat ايش تفاعله ابن الكابل
+
+331
+00:25:11,050 --> 00:25:13,730
+طبعا ال x component هتساوي ال x component و ال y 
+
+332
+00:25:13,730 --> 00:25:15,530
+component هتساوي ال y component و ال z component
+
+333
+00:25:15,530 --> 00:25:18,690
+هتساوي ال z component ال x component بيقول ال dvx
+
+334
+00:25:18,690 --> 00:25:23,050
+by dt بتساوي 18 ال y component بيقول ال dvy by dt
+
+335
+00:25:23,050 --> 00:25:27,350
+بتساوي 15 بينما ال z component dvz by dt بتساوي 0
+
+336
+00:25:28,150 --> 00:25:31,790
+طبعا هاي اذا الأول واحدة اللي هي دي vx by dt بيساوي
+
+337
+00:25:31,790 --> 00:25:36,410
+18 هكامل vx مش بيساوي 18t زائد some constant
+
+338
+00:25:36,410 --> 00:25:42,530
+أكامل التانية اللي هي دي vy by dt بيساوي 15 هتعطيني
+
+339
+00:25:42,530 --> 00:25:48,050
+vy بيساوي 15t زائد b dvz by dt بتساوي 0 إذا vz
+
+340
+00:25:48,050 --> 00:25:52,270
+بتساوي constant من هنا بدأ أجيب قيم a و b و c من ال
+
+341
+00:25:52,270 --> 00:25:56,890
+initial conditions قال يعني t equals 0 الفرصة v
+
+342
+00:25:56,890 --> 00:26:02,920
+not بتساوي 4x hat زائد تلاتة z hat Initially كان
+
+343
+00:26:02,920 --> 00:26:06,460
+الجسم بيتحرك ب initial velocity أو ال charge
+
+344
+00:26:06,460 --> 00:26:10,760
+بتاعتي الكتلة اللي عليها ال charge بتتحرك ب
+
+345
+00:26:10,760 --> 00:26:14,740
+initial velocity مقدار 4x plus 3z ذلك، معناه ال X
+
+346
+00:26:14,740 --> 00:26:19,790
+component اللي هي initial value يعني T equal 0 إيش
+
+347
+00:26:19,790 --> 00:26:25,710
+بتساوي 4 إذا vx at T بتساوي 0 بتساوي ايه لإن 18 
+
+348
+00:26:25,710 --> 00:26:30,710
+في 0 صفر إذا vx at T equal 0 بتساوي 4 given
+
+349
+00:26:30,710 --> 00:26:36,750
+لنا بتساوي ايه إذا a بتساوي 4 عرفنا a  Y ال
+
+350
+00:26:36,750 --> 00:26:41,210
+component لل velocity initial بتساوي تلاتة يعني vy
+
+351
+00:26:41,210 --> 00:26:45,050
+at zero بتساوي B بتساوي قد ايه تلاتة إذا b بتساوي
+
+352
+00:26:45,050 --> 00:26:49,550
+تلاتة vz بتساوي Zero هاد ال Z component ال Y
+
+353
+00:26:49,550 --> 00:26:53,070
+component لأ ال velocity بتساوي Zero إذا vy at
+
+354
+00:26:53,070 --> 00:26:56,610
+zero بتساوي Zero إذا b بتساوي Zero ال Z component
+
+355
+00:26:56,610 --> 00:27:02,500
+بتساوي تلاتة إذا  vz at zero بتساوي c بتساوي تلاتة
+
+356
+00:27:02,500 --> 00:27:06,360
+زي أن c بتساوي تلاتة إذا عرفنا أن ال A بتساوي
+
+357
+00:27:06,360 --> 00:27:10,440
+أربعة ال B بتساوي صفر و ال C بتساوي تلاتة فبعوض عن
+
+358
+00:27:10,440 --> 00:27:16,690
+ال velocity V of T اللي هي vx vy vz أو VxVx يعني
+
+359
+00:27:16,690 --> 00:27:20,650
+الطرقتين ممكن أكتبهم ال X component هي تمن طعش T
+
+360
+00:27:20,650 --> 00:27:24,410
+زائد a اللي طلعناها أربعة ال Y component خمس طعش
+
+361
+00:27:24,410 --> 00:27:27,950
+T لإن b بيساوي Zero و ال Z component بتساوي تلاتة
+
+362
+00:27:27,950 --> 00:27:30,970
+تمام؟ إذا هلقيته جبنا ال acceleration و جبنا ال
+
+363
+00:27:30,970 --> 00:27:35,450
+velocity عند أي لحظة it's kinetic energy مش نص ك
+
+364
+00:27:35,450 --> 00:27:39,890
+نصف M V تربيع اه؟ إذا ال kinetic energy أهم متحركة
+
+365
+00:27:39,890 --> 00:27:42,130
+مافيش potential energy ال total energy هنا kinetic
+
+366
+00:27:42,130 --> 00:27:48,830
+energy نصف M V تربيع ال V تربيع في مقدارها dot ال
+
+367
+00:27:48,830 --> 00:27:51,750
+product في نفسها تحت جذر التربيع ماشي خلال ال
+
+368
+00:27:51,750 --> 00:27:56,750
+magnitude إذا حتساوي نصف اتنين اتنين و عشرين تربيع 
+
+369
+00:27:56,750 --> 00:28:01,550
+زائد خمساش تربيع زائد تلات تربيع تحت الجذر التربيع
+
+370
+00:28:01,550 --> 00:28:04,050
+لكل تربيع بتصير اتنين و عشرين تربيع زائد خمساش
+
+371
+00:28:04,050 --> 00:28:07,190
+تربيع زائد تلات تربيع ال magnitude هو جذر التربيع
+
+372
+00:28:07,190 --> 00:28:08,910
+ل U dot U
+
+373
+00:28:11,650 --> 00:28:14,390
+هي اللي بتضربها مع بعضها تحسب التربيع بتوطين ال
+
+374
+00:28:14,390 --> 00:28:19,010
+magnitude تربيعها برفع فبيروح الجذر التربيع فقدر
+
+375
+00:28:19,010 --> 00:28:21,610
+أحسبها اللي كانت
+
+401
+00:30:14,990 --> 00:30:18,610
+component سبعة و نصف متر/ثانية minus تانين و z
+
+402
+00:30:18,610 --> 00:30:23,170
+component تلاتة T بدوياها عند اللحظة T بتساوي واحد
+
+403
+00:30:23,170 --> 00:30:27,110
+second بعود عن T بواحد second بحصل على ال position
+
+404
+00:30:27,110 --> 00:30:33,650
+and height اللحظة طبعا في حاجة طالما خلصناها S
+
+405
+00:30:33,650 --> 00:30:37,430
+position سهل السؤال صح يعني كل الحاجة الجديدة فيه
+
+406
+00:30:37,430 --> 00:30:42,110
+أن اجيب ال force Q V cross P بس هناك ال electric
+
+407
+00:30:42,110 --> 00:30:47,270
+field Q في E بس و بعدين كله Newton's law ده كان
+
+408
+00:30:47,270 --> 00:30:51,050
+بلعته الجبرة هنا طبعا في وجود magnetic field شفنا
+
+409
+00:30:51,050 --> 00:30:55,050
+غير المثال كان في وجود ال electric field حسبنا ال
+
+410
+00:30:55,050 --> 00:30:58,270
+force و جيبنا منها ال acceleration و ال position و
+
+411
+00:30:58,270 --> 00:31:01,590
+ال kinetic energy لو كان عندي charged particle
+
+412
+00:31:01,590 --> 00:31:08,420
+وزنها 2 kilogram لها واحد coulomb ال charge بدأت عند
+
+413
+00:31:08,420 --> 00:31:11,920
+ال origin هنا بدأت عند ال zero zero zero initially
+
+414
+00:31:11,920 --> 00:31:15,660
+وين كانت؟ واحد ثمانية ثمانية ثمانية ثمانية zero
+
+415
+00:31:15,660 --> 00:31:19,420
+zero zero هنا initial هنا الكتلة بتاعتها أو برضه
+
+416
+00:31:19,420 --> 00:31:26,900
+اثنين كيلو جرام واحد coulomb هنا واحد coulomb بدأت
+
+417
+00:31:26,900 --> 00:31:32,190
+هنا عند ال origin start at the origin with velocity
+
+418
+00:31:32,190 --> 00:31:40,010
+initial velocity تلاتة y hat
+
+419
+00:31:40,010 --> 00:31:47,610
+متر per second هاي
+
+420
+00:31:47,610 --> 00:31:50,810
+عرفنا ال initial velocity and travels in the
+
+421
+00:31:50,810 --> 00:31:53,130
+region of the four magnetic field in the magnetic
+
+422
+00:31:53,130 --> 00:31:57,530
+field بيساوي
+
+423
+00:31:57,530 --> 00:31:59,250
+عشر زدها
+
+424
+00:32:01,730 --> 00:32:08,190
+والدور تسلا متر تربيع بدنا
+
+425
+00:32:08,190 --> 00:32:11,950
+عند اللحظة T بتساوي أربع ساكن تحسب التالي كلها نفس
+
+426
+00:32:11,950 --> 00:32:15,430
+الفكرة يعني احنا لاقيها هنا بس ناقص كانت Q في E
+
+427
+00:32:15,430 --> 00:32:19,870
+هنا هتسيب فيها ماكروس صفر ده دي اول حاجة طالب مننا
+
+428
+00:32:19,870 --> 00:32:23,570
+ال force و ال acceleration of the particle بدنا ال
+
+429
+00:32:23,570 --> 00:32:25,650
+acceleration هو اللي بتجيبها من ال force يعني ال
+
+430
+00:32:25,650 --> 00:32:28,430
+force مش بتساوي القوة اللي على الجسم يعني الجسم
+
+431
+00:32:28,430 --> 00:32:32,610
+اللي كتلة اثنين كيلو جرام تساوي إن قانتساوي Q في
+
+432
+00:32:32,610 --> 00:32:37,310
+V X B لأنها موجودة في مجال مغناطيسي في اتجاه ال Z
+
+433
+00:32:37,310 --> 00:32:42,030
+axis والفلوس بتاعتنا في أي اتجاه في اتجاه ال Y
+
+434
+00:32:42,030 --> 00:32:49,910
+axis ال acceleration قلنا هي Q على M V X B
+
+435
+00:32:50,830 --> 00:32:55,410
+ال acceleration هي q على m v cross b لو أنا استخدمت
+
+436
+00:32:55,410 --> 00:32:59,770
+ال cross product هيكون i x hat j y hat k z hat الفلوس
+
+437
+00:32:59,770 --> 00:33:05,610
+اللى بتحسبها vx vy vz اللى مش عارفاها وعندي المادة
+
+438
+00:33:05,610 --> 00:33:10,390
+تكفي دوا إتجاهه في اتجاه z هذا بتعطيني ال cross
+
+439
+00:33:10,390 --> 00:33:14,690
+product بيعطيني قيمين اللي هي q على m v cross b
+
+440
+00:33:14,690 --> 00:33:17,810
+طبعا عشان أربط فلوسي ففلوسي فبعوض عن ال
+
+441
+00:33:17,810 --> 00:33:21,480
+acceleration dv by dt هنا عندي أكسر ال velocity
+
+442
+00:33:21,480 --> 00:33:24,600
+فبعود بال velocity و بجيب اول ال velocity و منها
+
+443
+00:33:24,600 --> 00:33:27,540
+برجع بجيب ال acceleration هو بده اثنين بس و ال
+
+444
+00:33:27,540 --> 00:33:30,680
+acceleration إذا أنا لما اجيب ال cross product لك
+
+445
+00:33:30,680 --> 00:33:34,360
+V cross B بطلع النتيجة بدلات ال velocity اللي يمين
+
+446
+00:33:34,360 --> 00:33:38,140
+بطلع افضل لأن الوحيد اللي بسوي الصفر اللي هو ال Z
+
+447
+00:33:38,140 --> 00:33:44,100
+component فهيكون دائما عند ال X component هي 10 في
+
+448
+00:33:44,100 --> 00:33:48,400
+Y hat على 2 طبعا لان الـ M اللي جاي من M هيعطيني
+
+449
+00:33:48,400 --> 00:33:52,400
+خمسة هي الـ واحد component هو ال X hat و الثانية
+
+450
+00:33:52,400 --> 00:33:58,740
+اللي هي ال Y hat لكن Z hat هتكون صفر صفر، صح؟ فD
+
+451
+00:33:58,740 --> 00:34:05,080
+by DT VX X hat زي VY Y hat زي VZ Z hat بسوي ال X
+
+452
+00:34:05,080 --> 00:34:07,860
+component مع بعض و ال Y component مع بعض و ال Z
+
+453
+00:34:07,860 --> 00:34:11,240
+component مع بعض، هيكون عندي DVX by DT بتساوي خمسة
+
+454
+00:34:11,240 --> 00:34:18,100
+VY دي vy by dt بتساوي minus خمسة vx و دي vz by dt
+
+455
+00:34:18,100 --> 00:34:22,400
+بتساوي صفر هي المعادلات الثلاث اللى معناها بدي
+
+456
+00:34:22,400 --> 00:34:25,600
+اجيبهم من اين ال .. ال .. ال .. ال .. ال constant
+
+457
+00:34:25,600 --> 00:34:27,500
+هذا طبعا من ال initial condition و هدول بدي اشوف
+
+458
+00:34:27,500 --> 00:34:30,360
+كيف بدي احلهم اولا بدي افكر في ال constant يعني ال Z
+
+459
+00:34:30,360 --> 00:34:33,740
+component initially قد ايش كانت السرعة initially
+
+460
+00:34:33,740 --> 00:34:41,210
+كانت تلاتة y hat إذا لو انا حطيت vz at zero بتكون V
+
+461
+00:34:41,210 --> 00:34:44,450
+total يعني ما فيش ال DZ component اللي هي صفر فإذا
+
+462
+00:34:44,450 --> 00:34:48,710
+C not بتساوي صفر كيف بدأت أحلها دولة ال two
+
+463
+00:34:48,710 --> 00:34:53,850
+equations هاد ال X مربوطة بال Y و هنا ال Y مربوطة
+
+464
+00:34:53,850 --> 00:34:58,410
+بال X الحل الوحيد أن أخد الكمان مرة يعني ال D2 ب X
+
+465
+00:34:58,410 --> 00:35:05,510
+by DT تربيع بتساوي 5 DBY by DT و DV بي وي وDT
+
+466
+00:35:05,510 --> 00:35:09,230
+مربوطة بين VX فبصير المعادلة تفاضليها من درجة
+
+467
+00:35:09,230 --> 00:35:14,090
+ثانية تربط VX مع بعض واضح؟ إذا بفاضل كمان مرة
+
+468
+00:35:14,090 --> 00:35:19,630
+بيصير D2VX بي DT بيساوي 5DVY بي DT اللي بتساوي منص
+
+469
+00:35:19,630 --> 00:35:27,510
+5VX فبتطلع عندي D2VX بي DT تربيع بتساوي منص 25VX
+
+470
+00:35:27,510 --> 00:35:32,650
+لو عملت نفس الحكي هنا ايش هيكون D2VY بي D2
+
+471
+00:35:55,230 --> 00:35:58,690
+طبعا هذه احنا شفناها في الدوائر و اكيد شوفتها في
+
+472
+00:35:58,690 --> 00:36:03,670
+ال differential و بتعرفوا كيف تحلوها ولا لافها دي
+
+473
+00:36:03,670 --> 00:36:07,070
+oscillator اه اللي هي ها دي بتكون على شكل E to the
+
+474
+00:36:07,070 --> 00:36:14,450
+J خمسة X T ليش؟ افاضل أول مرة بتعطيني اللي هي
+
+475
+00:36:14,450 --> 00:36:18,630
+الخمسة و كمان مرة بتعطيني كمان J في J بتعطيني ال
+
+476
+00:36:18,630 --> 00:36:23,310
+minus صح؟ لإن لو قلت E to the minus خمسة T أول مرة
+
+477
+00:36:23,310 --> 00:36:25,230
+بتعطيني ال minus خمسة و أول مرة minus خمسة تصير ال
+
+478
+00:36:25,230 --> 00:36:31,510
+plus فهي لازم تكون على شكل E to the J خمسة T طبعا
+
+479
+00:36:31,510 --> 00:36:35,910
+أو بعضرتها بشكل Cos و Sin ياسي واحد E to the plus J
+
+480
+00:36:35,910 --> 00:36:39,650
+plus C اثنين E to the minus J خمسة T أو بشكل Sin
+
+481
+00:36:39,650 --> 00:36:43,830
+و Cos فإذا إن الناتج تبعنا ل UX بسوء C واحد Cos
+
+482
+00:36:43,830 --> 00:36:53,790
+خمسة T زي C اثنين Sin الخمسة T طيب هذه أول حاجة
+
+483
+00:36:53,790 --> 00:36:59,010
+بالنسبة لل X ال Y نفس الحاجة اللي عملنا بيعطينا أو
+
+484
+00:36:59,010 --> 00:37:02,450
+ايش كمان ممكن استخدم عشان اجيب ال Y أن عندي
+
+485
+00:37:02,450 --> 00:37:06,910
+المعادلة أن متفاضل ال X بالنسبة لـ T ايش تعطيني خمسة
+
+486
+00:37:06,910 --> 00:37:13,490
+VY و أنا جبت الجواب تبع ال VX لو فضلتها دي VX by دي
+
+487
+00:37:13,490 --> 00:37:17,850
+TY بتعطيني خمسة VY بحصل على VY مباشرة أو زي ما
+
+488
+00:37:17,850 --> 00:37:20,710
+قلتلكوا بفاضل مرة ثانية بحصل على معادلة تاعة ال Y
+
+489
+00:37:20,710 --> 00:37:25,690
+يا هيك يا هيك بتنصحي إذا أنا عرفت قيمة ال VX و عرفت
+
+490
+00:37:25,690 --> 00:37:32,870
+قيمة ال VY واضح علينا أن اجيب قيم
+
+491
+00:37:32,870 --> 00:37:37,330
+C1 و C2 إن هما دولة مجاهيل بالنسبة لي و ال solution
+
+492
+00:37:37,330 --> 00:37:41,930
+ماله مش كامل إلا أنا اعرف قيم C1 و C2 عشان اجيبهم
+
+493
+00:37:41,930 --> 00:37:43,970
+هنا و اجيبهم ال initial value ال initial value ان
+
+494
+00:37:43,970 --> 00:37:48,570
+T equal 0 و V اتجاهها في ال Y direction قيمتها 3
+
+495
+00:37:48,570 --> 00:37:54,520
+إذا نقول ان V X هو 0 جبتها من ال 0 و 1 سين ال 00 ش
+
+496
+00:37:54,520 --> 00:38:00,600
+بيضل عند Vx الـ 0 C1 بتساوي 0 if C1 is 0 بيضل عند
+
+497
+00:38:00,600 --> 00:38:06,440
+Vx بتساوي C2 sin 5T صح؟ الحاجة الثانية المهمة اللي
+
+498
+00:38:06,440 --> 00:38:10,540
+بيجيب الـ C2 من Vy Vy اللي لها قيمة بتساوي قد ايش
+
+499
+00:38:10,540 --> 00:38:16,460
+تلاتة يعني T equals 0 سين الـ 00 و جبتها من ال 0 و
+
+500
+00:38:16,460 --> 00:38:20,200
+1 فهتكون C اثنين ايش بتساوي تلاتة إذا يعرفنا C1
+
+501
+00:38:20,200 --> 00:38:23,080
+بتساوي صفر من و جيبناها من و VX ايش هي اللي كانت
+
+502
+00:38:23,080 --> 00:38:27,820
+Zero واضح أعملهم على اللوح و لا واضح أكتب و لا
+
+503
+00:38:27,820 --> 00:38:33,180
+واضح يعني VX at Zero Zero جبتها من ال Zero واحد
+
+504
+00:38:33,180 --> 00:38:38,230
+صالي Zero Zero إذا هتظل عندي Zero بتساوي C1 إذا
+
+505
+00:38:38,230 --> 00:38:43,490
+عرفنا c1 تساوي 0 من ال y component Y at 0 بتساوي 3
+
+506
+00:38:43,490 --> 00:38:49,250
+sin 0 هذا المقدار 0 لكن جبتها من 0 و 1 حتى c2 تساوي 3
+
+507
+00:38:49,250 --> 00:38:56,350
+إذا c1 0 c2 3 و c قلنا 0 لأن z component مش اللي
+
+508
+00:38:56,350 --> 00:38:59,930
+كانت 0 احنا عملناها من بدري إذا ايش هيكون vx
+
+509
+00:38:59,930 --> 00:39:03,890
+بتساوي c1 0 هتروح من هنا و من هنا هيكون vx بتساوي
+
+510
+00:39:03,890 --> 00:39:11,180
+3 sin 5t و Vy ايش بتساوي تلاتة cos خمسة T و Vz
+
+511
+00:39:11,180 --> 00:39:15,520
+ايش بتساوي Zero احنا طلعناها constant و ال
+
+512
+00:39:15,520 --> 00:39:19,980
+constant طلعناها تساوي Zero إذا هي ال volumetric
+
+513
+00:39:19,980 --> 00:39:24,080
+step تلاتة cos الخمسة T تلاتة cos الخمسة T و
+
+514
+00:39:24,080 --> 00:39:29,290
+Zero بده عند اللحظة T بالساوي أربعة بعوض ايش كمان
+
+515
+00:39:29,290 --> 00:39:32,870
+طالب منها ال acceleration ال acceleration هي dP by
+
+516
+00:39:32,870 --> 00:39:37,070
+dt بفاضل بحصل على ال acceleration عند ال T بتساوي
+
+517
+00:39:37,070 --> 00:39:40,710
+أربع هي تفضل ال sign خمسة cos تفضل cos
+
+518
+00:39:40,710 --> 00:39:45,630
+minus طبعا خمسة في sin الخمسة T فهتصير هنا minus
+
+519
+00:39:45,630 --> 00:39:50,090
+خمسة عشر فهيصير خلاص خمسة عشر واضح تفضل ال sign
+
+520
+00:39:50,090 --> 00:39:53,670
+ب plus cos تفضل cos minus sin هي ال
+
+521
+00:39:53,670 --> 00:39:56,370
+acceleration يعني أربعة بعوض عن T بأربعة و بحصل على
+
+522
+00:39:56,370 --> 00:40:02,080
+ال acceleration الفرق ال B واضح أنه طالب القوة اللي
+
+523
+00:40:02,080 --> 00:40:08,920
+بتأثر ال magnetic force on it عند اللحظة T
+
+524
+00:40:08,920 --> 00:40:12,680
+بالساوي أربعة second احنا عارفين أن ال force
+
+525
+00:40:12,680 --> 00:40:15,700
+بالساوي امبير ايه و احنا جيبنا ال acceleration عند
+
+526
+00:40:15,700 --> 00:40:18,800
+اللحظة T بالساوي أربعة فبس بدروبها اعطي الكتلة
+
+527
+00:40:18,800 --> 00:40:22,520
+اللي هو في اثنين بعدين تطلب مننا ال kinetic energy
+
+528
+00:40:22,520 --> 00:40:26,700
+عند T بالسوء 4 نصف mv تربيع و احنا عارفين ال
+
+529
+00:40:26,700 --> 00:40:31,760
+velocity عند ال 4 بس بربع هاي مربع هاي بحصل على ال
+
+530
+00:40:31,760 --> 00:40:35,360
+kinetic energy عند اللحظة T بالسوء 4 هي لحد ال
+
+531
+00:40:35,360 --> 00:40:38,820
+point T بعدين تطلب أنه بدنا ال particles
+
+532
+00:40:38,820 --> 00:40:41,980
+trajectory بيقلمنات ال T ال particles trajectory
+
+533
+00:40:41,980 --> 00:40:46,100
+يعني بدي ال X و ال Y بدون الاعتمادية على ال T حالة
+
+534
+00:40:46,100 --> 00:40:51,630
+trajectory مساره مساره في ال X و Y يعني لو انا بس
+
+535
+00:40:51,630 --> 00:40:56,110
+حطيت XYZ احصل على المسار بدلت ال X و Y و Z بدون ما
+
+536
+00:40:56,110 --> 00:41:00,470
+أنه يكون لأنه احنا عندنا لحد ال اتا ال X ال
+
+537
+00:41:00,470 --> 00:41:02,890
+velocity بدلت ال T و ال acceleration بدلت ال T
+
+538
+00:41:02,890 --> 00:41:06,410
+باتنمين المسار يعني عندنا ال X و Y و Z طبعا ال
+
+539
+00:41:06,410 --> 00:41:11,550
+velocity بتساوي DL by DT فباخد اللي هي ال X
+
+540
+00:41:11,550 --> 00:41:16,130
+component على طول مباشرة يعني ال X component مش
+
+541
+00:41:16,130 --> 00:41:21,850
+هتساوي Dx by Dt هي الـ x component للفلوس تي تلاتة
+
+542
+00:41:21,850 --> 00:41:26,090
+سين خمسة T و Dy by Dt هي ال Y component للفلوس تي
+
+543
+00:41:26,090 --> 00:41:30,910
+تلاتة سين خمسة T دي Dz by dt اللي هي ال velocity في
+
+544
+00:41:30,910 --> 00:41:34,530
+z direction بتساوي 0 عشان أجيب ال x بدي أكامل
+
+545
+00:41:34,530 --> 00:41:38,390
+فهتكون ماينوس تلاتة على خمسة cos خمسة t زاية بي
+
+546
+00:41:38,390 --> 00:41:42,350
+واحد ال y هتعطي تلاتة على خمسة sin خمسة t زاية
+
+547
+00:41:42,350 --> 00:41:45,590
+بيتنين و ال z هتعطي some constant مهم نجيبهم ال
+
+548
+00:41:45,590 --> 00:41:48,530
+initial بصش ال initial potential C1 at الناعم دي
+
+549
+00:41:48,530 --> 00:41:54,500
+ال origin إذا ال x at zero بتساوي zero جبت وامي
+
+550
+00:41:54,500 --> 00:41:57,600
+zero واحد هتكون ايش بتساوي minus تلاتة على
+
+551
+00:41:57,600 --> 00:42:00,380
+خمسة زائد بي واحد بتساوي صفر إذا بي واحد ايش
+
+552
+00:42:00,380 --> 00:42:05,900
+بتساوي تلاتة على خمسة Y at zero بتساوي zero سين ال
+
+553
+00:42:05,900 --> 00:42:10,140
+zero zero إذا Y at zero بتساوي بي اثنين ايش بتساوي
+
+554
+00:42:10,140 --> 00:42:14,300
+zero إذا بي اثنين صفر Z at zero بتساوي zero بتساوي
+
+555
+00:42:14,300 --> 00:42:17,920
+بي تلاتة زائد بي تلاتة zero إذا عندي بقدر أقول إن
+
+556
+00:42:17,920 --> 00:42:23,640
+xyz ايش بتساوي minus تلاتة على خمسة cos خمسة T ذات P
+
+557
+00:42:23,640 --> 00:42:27,040
+واحدة اش امنا بتساوي تلتة على خمسة اللي هي برضه
+
+558
+00:42:27,040 --> 00:42:29,960
+ستة من عشرة فإذا بتقدر تعوض عنها بستة من عشرة minus
+
+559
+00:42:29,960 --> 00:42:34,780
+ستة من عشرة قصارى خمسة T هل ال X component لأ ال
+
+560
+00:42:34,780 --> 00:42:40,820
+position ال Y .6 sin 5t لأن P2 هو صفر و Z هو صفر
+
+561
+00:42:40,820 --> 00:42:45,000
+إذا أنا أنا اولا عندي ال component انت في ال X و Y
+
+562
+00:42:45,000 --> 00:42:49,340
+فقط ال particle تبعي في ال X و Y بس كمان بدويا عن
+
+563
+00:42:49,340 --> 00:42:53,280
+T equal 4 حسابنا لابسش ان عن T equal 4 و بده ال
+
+564
+00:42:53,280 --> 00:42:56,860
+trajectory بدون ما انه يكون فيه اعتمادية على الزمن
+
+565
+00:42:56,860 --> 00:43:04,100
+كيف بده اعمل هذا انا عند ال X component عند
+
+566
+00:43:04,100 --> 00:43:12,870
+ال X component بتساوي 6 من 10 - 6 من 10 cos 5t و ال Y
+
+567
+00:43:12,870 --> 00:43:21,990
+component تساوي 6 من 10 sin 5t لو أنا قلت X-6 من
+
+568
+00:43:21,990 --> 00:43:28,770
+10 بتساوي - 6 من 10 cos 5t و هي عندي ال two
+
+569
+00:43:28,770 --> 00:43:33,650
+components لو ربعت هاي و ربعت هاي و جمعت بقى خلص
+
+570
+00:43:33,650 --> 00:43:39,580
+من دي dependency لأن هاي تربيعها بتعطيني X minus أنا
+
+571
+00:43:39,580 --> 00:43:43,060
+بالأسف ما جبتش القلم الأسود و هذا الأزرق فات كتير
+
+57
+
+601
+00:46:20,100 --> 00:46:25,440
+طالب مننا بعدين احنا جبنا ال trajectory، آخر حاجة
+
+602
+00:46:25,440 --> 00:46:28,940
+طالب مننا ال magnetic field ال .. ال .. ال kinetic
+
+603
+00:46:28,940 --> 00:46:30,220
+energy بشكل عام
+
+604
+00:46:32,840 --> 00:46:36,480
+آخر حاجة show that the kinetic energy remains
+
+605
+00:46:36,480 --> 00:46:39,900
+constant احنا جبنا ال kinetic energy عن T بساوة
+
+606
+00:46:39,900 --> 00:46:43,700
+أربع صح هلأ تبقولنا بشكل عام أنا بدي أثبت انها 
+
+607
+00:46:43,700 --> 00:46:46,780
+constant بتبقى إذا بدي استخدم مين ال potential بشكل
+
+608
+00:46:46,780 --> 00:46:49,840
+عام ليه هي تعرف ال potential احنا مش بنعرف ال potential
+
+609
+00:46:54,860 --> 00:47:03,660
+باربعها و باربعها و باربعها و باربعها
+
+610
+00:47:03,660 --> 00:47:05,980
+و باربعها و باربعها
+
+611
+00:47:07,910 --> 00:47:10,910
+طبعا في الناس اللي هي اتنين كيلو والنص بيروحوا مع
+
+612
+00:47:10,910 --> 00:47:13,850
+بعض و بيبقوا عندي تسعة dual اللي هي نفس اللي حصلنا
+
+613
+00:47:13,850 --> 00:47:17,650
+عندها عن T بالساوة أربع نفس اللي هحصل عليها عن T
+
+614
+00:47:17,650 --> 00:47:21,030
+equal zero وعند Zero هاي واحد وهاي واحد نفس الحاجة
+
+615
+00:47:21,030 --> 00:47:24,290
+إذا اللي كانت ال energy مالها بتضلها constant لل
+
+616
+00:47:24,290 --> 00:47:28,130
+particle إذا معناها كمان مرة بنقول إن مافيش عندنا
+
+617
+00:47:28,130 --> 00:47:31,410
+اللي هو work مقبول لأنه ما تغيرتش Delta K بساوة
+
+618
+00:47:31,410 --> 00:47:36,770
+صفر أول حاجة تفتحها من أفضل DL بتساوية Zero لإن ال
+
+619
+00:47:36,770 --> 00:47:41,110
+force عمودية على ال particle دائما لإن ال force هي
+
+620
+00:47:41,110 --> 00:47:45,230
+cross product V cross B فدائما عمودية عليهم فأخدت
+
+621
+00:47:45,230 --> 00:47:49,410
+المصار السودان سفر اتجاه ال velocity و ال force
+
+622
+00:47:49,410 --> 00:47:55,200
+عمودية فمصارها و ال force عمودية دائما ال work
+
+623
+00:47:55,200 --> 00:47:57,480
+بيساوي صفر كمان و مرة اصلا اننا حسبنا ال kinetic
+
+624
+00:47:57,480 --> 00:48:00,880
+energy عند أي لحظة انها constant فدالة كامة لها
+
+625
+00:48:00,880 --> 00:48:04,100
+صفر اللي هي بيساوي ال work إذا مافيش عندي work
+
+626
+00:48:04,100 --> 00:48:05,680
+أكيد من مرة ثانية حسبناها
+
+627
+00:48:08,660 --> 00:48:11,700
+طبعا هاي معلومات إضافية اللي هي إيش بقولنا انه ال
+
+628
+00:48:11,700 --> 00:48:15,940
+angular velocity omega اللي هي الحمسة هدى احنا
+
+629
+00:48:15,940 --> 00:48:18,540
+بنتحكي عنها angular rhythm الذاكرين ال cosine ال
+
+630
+00:48:18,540 --> 00:48:22,280
+omega T و ال sine ال omega T هي الخمسة هي ال
+
+631
+00:48:22,280 --> 00:48:25,640
+angular velocity rate per second صح هدى مالها
+
+632
+00:48:25,640 --> 00:48:30,400
+بقولنا بشكل عام بتساوي Q في B على M احنا كانت
+
+633
+00:48:30,400 --> 00:48:34,060
+عاملنا خمسة لما حسبنا ال trajectory او لما حسبنا
+
+634
+00:48:34,060 --> 00:48:36,600
+ال velocity و كله طلعت معانا omega بتساوي خمسة
+
+635
+00:48:39,810 --> 00:48:43,950
+بس هو بيقولك بشكل عام هاي ال omega اللي هي طلعت
+
+636
+00:48:43,950 --> 00:48:51,710
+معنا بتساوي خمسة radian per second بشكل عام بتساوي Q
+
+637
+00:48:51,710 --> 00:48:57,270
+في B على M يعني لو حد سألك ايش قيمة ال radial
+
+638
+00:48:57,270 --> 00:49:00,850
+frequency فيها Q في B في A على M نشوف من المثال
+
+639
+00:49:00,850 --> 00:49:04,770
+تبعنا، بتعطينا خمسة ولا أحد حافظين الارقام؟
+
+640
+00:49:08,300 --> 00:49:15,880
+وحدي مقدارها قداش عشرة وعلى أمني قداش اتنين
+
+641
+00:49:21,660 --> 00:49:25,300
+QPR إذا ال radian frequency اللي هي ال frequency
+
+642
+00:49:25,300 --> 00:49:28,120
+اللي عمال ماله و بارتك ال ماله بلوف فيها يعني،
+
+643
+00:49:28,120 --> 00:49:32,700
+عندي واحدة sinusoidal في axis و cosine في axis، ال
+
+644
+00:49:32,700 --> 00:49:34,900
+cosine و ال cosine اللي أنت خذته برضه على ال
+
+645
+00:49:34,900 --> 00:49:37,020
+oscilloscope و شفت انه هذا بيعطينا اللي هو نفس ال
+
+646
+00:49:37,020 --> 00:49:39,880
+frequency و في نفس ال phase بيعطينا دائرة، لو كان
+
+647
+00:49:39,880 --> 00:49:42,380
+out of phase مش بيعطينا ellipse، هاي ال
+
+648
+00:49:42,380 --> 00:49:45,660
+trajectory، تذكرين؟ اخذتو هذا أكيد، حلصته من
+
+649
+00:49:45,660 --> 00:49:50,060
+زمان يعني ال trajectories فإذا هنا قلنا ال frequency
+
+650
+00:49:50,060 --> 00:49:56,040
+بشكل عام اللي هي Q بيلعب وال radius of the orbit
+
+651
+00:49:56,040 --> 00:50:00,780
+ال radius أقل من ال initial velocity على Omega
+
+652
+00:50:00,780 --> 00:50:04,700
+قداش ال initial velocity اللي كان في المثال
+
+653
+00:50:04,700 --> 00:50:13,240
+initial velocity تلقتك قلنا ال radius قلنا ال
+
+654
+00:50:13,240 --> 00:50:14,800
+initial velocity على R
+
+655
+00:50:18,110 --> 00:50:26,610
+على Omega تلاتة
+
+656
+00:50:26,610 --> 00:50:29,850
+على خمسة يعني ادنى 618
+
+657
+00:50:32,350 --> 00:50:34,910
+مش هيك طالع معنا؟ ال radius تبع ال trajectory
+
+658
+00:50:34,910 --> 00:50:39,510
+تمام؟ و قبل هاي النقطة، هاي ممكن تسأله فيهم يعني،
+
+659
+00:50:39,510 --> 00:50:42,830
+ايش هي ال frequency اللي بلوف فيها ال particle، ال
+
+660
+00:50:42,830 --> 00:50:46,610
+trajectory تبعه، اللي هي الدائرة تاعته، كيف شكلها،
+
+661
+00:50:46,610 --> 00:50:49,450
+ايش ال radius تبعها، طبعا هذا ما أعطينا مثال اللي
+
+662
+00:50:49,450 --> 00:50:52,360
+هي ال cathode ray tube اللي هو ال electron اللي
+
+663
+00:50:52,360 --> 00:50:56,080
+بتحرك من النقطة high إلى النقطة اللي هي على الشاشة
+
+664
+00:50:56,080 --> 00:50:59,600
+اللي بيكون حامل معلومات عن الصورة موجود في مجال
+
+665
+00:50:59,600 --> 00:51:02,900
+magnetic field هيكون ال trajectory لو أنت طلعت على
+
+666
+00:51:02,900 --> 00:51:05,420
+ال screen اللي هي ال trajectories بتاعتهم اللي هي
+
+667
+00:51:05,420 --> 00:51:10,840
+الدوائر، واضح؟ المثال
+
+668
+00:51:10,840 --> 00:51:14,640
+الثاني هيكون اللقاء القادم إن شاء الله و معاكم
+
+669
+00:51:14,640 --> 00:51:20,300
+بقينيعطيك العافية إن شاء الله يعطيك العافية إن شاء
+
+670
+00:51:20,300 --> 00:51:21,500
+الله بنكمل اللقاء القادم
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/j0dzFrOg0yk.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/j0dzFrOg0yk.srt
new file mode 100644
index 0000000000000000000000000000000000000000..73468f98ba3c7f6073cd5664e8fe5eac5f002cf0
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/j0dzFrOg0yk.srt
@@ -0,0 +1,1851 @@
+1
+00:00:20,720 --> 00:00:23,460
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,460 --> 00:00:26,240
+وبركاته إحنا اليوم إن شاء الله هنتبع موضوعنا اللي
+
+3
+00:00:26,240 --> 00:00:29,480
+هو الـ fields أو الـ fields in matter إحنا قدام
+
+4
+00:00:29,480 --> 00:00:33,140
+المحاضرة الماضية عرفنا إيش هو التيار كيف نحسن
+
+5
+00:00:33,140 --> 00:00:38,060
+التيار اللي مدفق في قلب الـ media اليوم هنتبع ونشوف
+
+6
+00:00:38,060 --> 00:00:42,400
+اللي هو الـ polarization in dielectrics إحنا عرفنا 
+
+7
+00:00:42,400 --> 00:00:44,820
+الـ dielectrics اللي هي الـ materials اللي مش metals
+
+8
+00:00:44,820 --> 00:00:48,120
+الـ metals قلنا اللي هي conductors و المحاضرات
+
+9
+00:00:48,120 --> 00:00:50,540
+الماضية ركزنا أكثر على الـ conductors و كيف الـ
+
+10
+00:00:50,540 --> 00:00:53,000
+current بتدفق خلال الـ conductor أساسًا هو في free
+
+11
+00:00:53,000 --> 00:00:58,080
+space و صعب تحت تأثير الكثير أو إحنا وصلنا by
+
+12
+00:00:58,080 --> 00:01:01,540
+brute force يعني بسلك مع اللي هو دائرة كهربائية و
+
+13
+00:01:01,540 --> 00:01:05,060
+لاحظنا لما يكون في free space و نحطه في وجود
+
+14
+00:01:05,060 --> 00:01:08,860
+المجال الكهربائي بيصير إيش معلو عامل زي echo
+
+15
+00:01:08,860 --> 00:01:11,260
+potential surface يعني الـ electric field جواه
+
+16
+00:01:11,260 --> 00:01:16,080
+zero و potential zero دلتا v بتساوي zero echo
+
+17
+00:01:16,080 --> 00:01:20,220
+potential surface وبالتالي raw جواه zero لأنه لِجاسو
+
+18
+00:01:20,220 --> 00:01:24,060
+إيش بيسور بيقول close integral e dot ds بتساوي raw
+
+19
+00:01:24,060 --> 00:01:28,840
+enclosed أو q enclosed فبما أنه الـ electric field
+
+20
+00:01:28,840 --> 00:01:32,300
+زيرو جواه معناه أنه q enclosed زيرو هذا إحنا فهمناه
+
+21
+00:01:32,300 --> 00:01:35,120
+لأن كل الـ charges معها بتروح على الـ surfaces
+
+22
+00:01:35,120 --> 00:01:40,080
+صحيح؟ طبعًا إحنا اليوم هنحكي عن حاجة ثانية اللي هي
+
+23
+00:01:40,080 --> 00:01:42,800
+الـ dielectrics وإيش بيصير للـ dielectrics عندكوا في
+
+24
+00:01:42,800 --> 00:01:45,820
+وجود الـ electric field كانت two types من الـ
+
+25
+00:01:45,820 --> 00:01:50,080
+dielectrics منهم اللي هي أصلا أساسًا هي non-polar
+
+26
+00:01:50,080 --> 00:01:55,760
+يعني مافيها polarity و ناس منهم هي polar خلّيني
+
+27
+00:01:55,760 --> 00:01:58,980
+أبدأ بتعريف أنه لو كان عندي positive charge موجودة
+
+28
+00:01:58,980 --> 00:02:02,680
+في وجود اللي هي الـ electric field إيش بيصير لها؟
+
+29
+00:02:02,680 --> 00:02:08,100
+بيصير تحت تأثير force موجبة اللي بتقول لي أنه الـ
+
+30
+00:02:08,100 --> 00:02:11,580
+charge مالها هتمشي مع اتجاه الـ electric field يعني
+
+31
+00:02:11,580 --> 00:02:15,780
+هيكون الـ plus الـ QE لو كانت minus الـ Q موجودة في
+
+32
+00:02:15,780 --> 00:02:19,280
+مجال الـ electric field هتكون الـ negative أو الـ
+
+33
+00:02:19,280 --> 00:02:22,660
+force بتأثر عليها مالها في اتجاه معاكس للـ electric
+
+34
+00:02:22,660 --> 00:02:29,970
+field اللي هي QE أو minus QE لو بدأت هتبقى أكثر فالـ
+
+35
+00:02:29,970 --> 00:02:33,050
+dipole إيش هو الـ dipole؟ عشان نحكي أنه أنواع الـ ..
+
+36
+00:02:33,050 --> 00:02:35,630
+الـ material يا ما الـ dipole يا الـ dipole خلّيني
+
+37
+00:02:35,630 --> 00:02:39,290
+أعرف إيش هو الـ dipole الـ dipole هو الفندق يعني أنه
+
+38
+00:02:39,290 --> 00:02:42,130
+بيصير displacement للـ charges بيصير عندي
+
+39
+00:02:42,130 --> 00:02:45,950
+displacement و جزءه بيصير كأنه حامل شحنات موجبة و
+
+40
+00:02:45,950 --> 00:02:50,570
+جزءه كأنه حامل شحنات سالبة و بيصير أنه اللي عندنا
+
+41
+00:02:50,570 --> 00:02:55,050
+الـ electric أنه إيش ماله polarized نفرق بين اللي هي
+
+42
+00:02:55,050 --> 00:02:58,250
+الـ polarized و الـ electrically neutral الـ atom
+
+43
+00:02:58,250 --> 00:03:01,050
+بوضعها الطبيعي لما يكون فاش electric field يعني
+
+44
+00:03:01,050 --> 00:03:05,410
+تكون الـ electric field حواليها صفر تكون منها الـ
+
+45
+00:03:05,410 --> 00:03:09,970
+neutral و شكلها زي الطبق التبعي الكراميل الشحنة
+
+46
+00:03:09,970 --> 00:03:15,290
+الموجبة بقى في الـ nucleus مركزها و حواليها الـ
+
+47
+00:03:15,290 --> 00:03:18,810
+clouds من الـ electrons  تكون neutral atom اللي
+
+48
+00:03:18,810 --> 00:03:23,210
+مجموع الشحنات فيها بتساوي zero لو كان في عندي الكرة كثير،
+
+49
+00:03:23,210 --> 00:03:27,790
+ده يساوي zero بحدث اللي أمامنا بيصير زي إنبعاد،
+
+50
+00:03:27,790 --> 00:03:32,210
+بيصير إعادة توزيع للشحنات هذا إعادة التوزيع هي
+
+51
+00:03:32,210 --> 00:03:36,550
+اللي بتخليها بطلت تحافظ على شكلها الكروي لازالت
+
+52
+00:03:36,550 --> 00:03:40,170
+الـ neutral يعني بس صار إيش عندي؟ إعادة توزيع
+
+53
+00:03:40,170 --> 00:03:45,010
+للشحنات بعبر عنه إن هاي الـ polarized atom كأنها
+
+54
+00:03:45,010 --> 00:03:49,360
+الـ neutral atom زائد dipole مجموعة لو اتنين
+
+55
+00:03:49,360 --> 00:03:52,660
+بيساوي الـ polarized atom الـ superposition ما بين
+
+56
+00:03:52,660 --> 00:03:57,020
+الـ neutral atom و الـ dipole بيعطيني مين؟ اللي هو الـ
+
+57
+00:03:57,020 --> 00:04:03,940
+polarized atom لو كان عندي N من الـ dipoles مش واحد
+
+58
+00:04:03,940 --> 00:04:10,520
+بس اللي هو نتج من أنه من atom واحدة عندي N منهم N
+
+59
+00:04:10,520 --> 00:04:15,770
+من الـ dipoles معناه أنه هيكون في عندي total dipole
+
+60
+00:04:15,770 --> 00:04:18,270
+moment مش dipole moment واحد الـ Q في D هيكون عندي
+
+61
+00:04:18,270 --> 00:04:22,010
+عدد منهم فالـ dipole moment الكلي هيكون الـ summation
+
+62
+00:04:22,010 --> 00:04:27,350
+من K واحد ل N في اللي هم عددهم مثلًا KQ و DQ اللي هو
+
+63
+00:04:27,350 --> 00:04:32,230
+الـ dipole moment عشان
+
+64
+00:04:32,230 --> 00:04:37,700
+إحنا نقيس قد إيش الـ polarization أو يعني قد إيش إن الـ
+
+65
+00:04:37,700 --> 00:04:40,860
+dipole moment بدنا نلجأ لحاجة بنسميها polarization
+
+66
+00:04:40,860 --> 00:04:47,340
+الـ polarization ببساطة اللي هي dB by dV أو يعني الـ
+
+67
+00:04:47,340 --> 00:04:51,440
+dipole moment per unit volume فإحنا هون قسمنا
+
+68
+00:04:51,440 --> 00:04:54,280
+الـ dipole على الـ volume هاي بتعطينا الـ
+
+69
+00:04:54,280 --> 00:04:57,220
+polarization polarization capital P و الـ dipole
+
+70
+00:04:57,220 --> 00:04:59,920
+بالعمر هَنْقُلها بـ small p عشان تميزوا عنهم في
+
+71
+00:04:59,920 --> 00:05:06,110
+المحاضرة small p الـ dipole moment الـ dipole moment
+
+72
+00:05:06,110 --> 00:05:12,030
+في الـ unit area الـ polarization إذا
+
+73
+00:05:12,030 --> 00:05:17,250
+لما إحنا يكون عندنا electric field موجودة هيسوي إيش
+
+74
+00:05:17,250 --> 00:05:21,870
+بيعمل في الـ atoms بيعمل لهم قاعدة تنظيم أو الـ
+
+75
+00:05:21,870 --> 00:05:25,430
+dipoles الموجودين في الـ atoms بيصير منها alignment
+
+76
+00:05:25,430 --> 00:05:28,490
+إنها تسير تجاه الـ electric field الـ center تبعها
+
+77
+00:05:28,490 --> 00:05:32,370
+بيصير aligned يعني موازي للـ electric field هذا
+
+78
+00:05:32,370 --> 00:05:34,890
+اللي بيسوي الـ electric field عندي أنا الـ atom
+
+79
+00:05:35,150 --> 00:05:38,430
+هيتكون عندي كوجود الـ electric field قاعد التوزيع
+
+80
+00:05:38,430 --> 00:05:41,850
+قلنا إيش بنسميها قاعدة التوزيع الـ neutral atom
+
+81
+00:05:41,850 --> 00:05:45,110
+كأنه neutral atom أو الـ diverse هدول الـ diverse
+
+82
+00:05:45,110 --> 00:05:48,050
+بكونوا aligned مع الـ electric field بنظمهم الـ
+
+83
+00:05:48,050 --> 00:05:53,440
+electric field بكونوا في اتجاهها هذا النوع من الـ
+
+84
+00:05:53,440 --> 00:05:56,820
+dielectrics بنسميه non-polar اللي بنعدله بـ atom و
+
+85
+00:05:56,820 --> 00:06:01,320
+dipole هو أساسًا بيكون non-polar مافيه أي polarity
+
+86
+00:06:01,320 --> 00:06:04,700
+منهم الـ hydrogen atom و الـ oxygen و الـ nitrogen و
+
+87
+00:06:04,700 --> 00:06:07,320
+الـ rare gases هدول كلهم non-polar لما بحط
+
+88
+00:06:07,320 --> 00:06:10,880
+electric field بيصير إعادة التوزيع بتصير كأنها
+
+89
+00:06:10,880 --> 00:06:14,460
+معادلة لـ neutral atom زي الـ dipoles هدول الـ
+
+90
+00:06:14,460 --> 00:06:18,880
+dipoles موزعين في اتجاه الـ electric field الـ
+
+91
+00:06:18,880 --> 00:06:21,680
+dipole atoms في الواقع هي بتكون already على شكل
+
+92
+00:06:21,680 --> 00:06:26,660
+dipole هم بيكونوا لهم dipole يعني لها positive
+
+93
+00:06:26,660 --> 00:06:30,260
+charge و negative charge و بينهم distance D يعني
+
+94
+00:06:30,260 --> 00:06:32,940
+هي already بتكون على شكل دايبل الـ atoms هدول
+
+95
+00:06:32,940 --> 00:06:37,900
+بيسميهم دايبل دا electric لكن بيكونوا بدون وجود الـ
+
+96
+00:06:37,900 --> 00:06:40,700
+electric field يعني هاي الحالة A الـ electric field
+
+97
+00:06:40,700 --> 00:06:45,440
+بيساوي Zero بدون وجود خطوط المجال بتخترقها بيكونوا
+
+98
+00:06:45,440 --> 00:06:49,660
+موزعين بشكل عشوائي العشوائي اللي موزعين فيها بتقول
+
+99
+00:06:49,660 --> 00:06:54,810
+إن مجموع هدول الـ dipole بيكون Zero توزيعهم بيكون عشوائي
+
+100
+00:06:54,810 --> 00:06:57,610
+لكن في وجود الـ electric field إيش بيعملهم الـ
+
+101
+00:06:57,610 --> 00:07:00,190
+electric field؟ هو alignment الـ phosphate charges
+
+102
+00:07:00,190 --> 00:07:04,350
+بتصير فيها قوة في اتجاه الـ electric field و السابق
+
+103
+00:07:04,350 --> 00:07:09,170
+في قوة في معاكس اتجاه الـ electric field و بترتبوا
+
+104
+00:07:09,170 --> 00:07:12,530
+موازين مع الـ electric field بيبطل الـ dipole
+
+105
+00:07:12,530 --> 00:07:16,840
+مجموعه بيساوي zero زي مين؟ اللي أصلاً dyebul دا
+
+106
+00:07:16,840 --> 00:07:19,820
+electric المية أكيد بتعرفوا عن المية خصائصها الـ
+
+107
+00:07:19,820 --> 00:07:23,120
+dyebul atoms خدتواها في المثلقات الكيميا أو ده أخرى
+
+108
+00:07:23,120 --> 00:07:28,880
+sulfur dioxide الهيدروكسيد طبعًا
+
+109
+00:07:28,880 --> 00:07:32,660
+العملية اللي بتخلي هدول الـ dipole يصلهم alignment
+
+110
+00:07:32,660 --> 00:07:35,540
+مع الـ electric field هو torque لأن هنا فيه قوة
+
+111
+00:07:35,540 --> 00:07:39,400
+موجبة وهو قوة سالبة الـ torque هو اللي بيظبطهم لحين
+
+112
+00:07:39,400 --> 00:07:41,040
+بيسيروا في اتجاه الـ electric field
+
+113
+00:07:44,180 --> 00:07:47,060
+إذا نقول الـ permanent dipole لما يكون في شكل الـ
+
+114
+00:07:47,060 --> 00:07:50,120
+electric field بيساوي 0 لأنه السبب إنهم aligned
+
+115
+00:07:50,120 --> 00:07:53,860
+مالهم بشكل عشوائي فمجموعهم بيكون يساوي Zero في وجود الـ
+
+116
+00:07:53,860 --> 00:07:57,600
+electric field بيصير كلهم alignment في اتجاه الـ
+
+117
+00:07:57,600 --> 00:08:02,560
+electric field و يبطل الـ dipole بيساوي Zero طب إحنا
+
+118
+00:08:02,560 --> 00:08:05,460
+أخذنا في المحاضرة اللي قبل الماضي إن الـ
+
+119
+00:08:05,460 --> 00:08:09,060
+potential الناتج من الـ dipole moment هو عبارة عن V
+
+120
+00:08:09,060 --> 00:08:15,640
+اللي هو الـ dipole اللي هو Q في D.r hat عرفنا مين هي r
+
+121
+00:08:16,860 --> 00:08:19,940
+hat بتجاه اللي ما بين الـ center تبع الـ dipole و
+
+122
+00:08:19,940 --> 00:08:21,660
+النقطة البعيدة عندها الـ electric field أو الـ
+
+123
+00:08:21,660 --> 00:08:25,320
+potential ماذا ذكرنا؟ الرسم كان إحنا فرضنا أول
+
+124
+00:08:25,320 --> 00:08:29,820
+حاجة أنه الـ center تبعه unaligned عن zero و R hat هو
+
+125
+00:08:29,820 --> 00:08:33,740
+اتجاه الـ line اللي وفق الـ center تبع الـ dipole مع
+
+126
+00:08:33,740 --> 00:08:38,160
+النقطة البعيدة عندها الـ potential وعملنا يعني
+
+127
+00:08:38,160 --> 00:08:40,880
+حسبنا قيمة الـ potential لقينا أنه بالنهاية بتساوي
+
+128
+00:08:40,880 --> 00:08:46,230
+P اللي هي الـ dipole اللي هي Q في D اللي هي R
+
+129
+00:08:46,230 --> 00:08:50,250
+الـ المسافة اللي بينهم vector dot r hat اللي هي
+
+130
+00:08:50,250 --> 00:08:52,270
+المسافة بين الـ center ونقطة بأيه؟ ساعتها الـ
+
+131
+00:08:52,270 --> 00:08:56,410
+potential على four pi epsilon نوت R تربيع و R تربيع
+
+132
+00:08:56,410 --> 00:09:00,390
+اللي هي قيمة المسافة بين الـ center ونقطة بأيه؟
+
+133
+00:09:00,390 --> 00:09:04,370
+ساعتها الـ potential مش ذاكرين وحده بحكي آه إن شاء
+
+134
+00:09:04,370 --> 00:09:04,550
+الله
+135
+00:09:07,730 --> 00:09:10,990
+طب لو بدي أكتب دلالة الـ Polarization دلالة
+
+136
+00:09:10,990 --> 00:09:13,670
+الـ dipole إحنا قلنا الـ Polarization إيش بتساوي؟
+
+137
+00:09:13,670 --> 00:09:19,230
+الـ Polarization هي capital P بتساوي DP by DV اللي 
+
+138
+00:09:19,230 --> 00:09:24,450
+هي mean الـ volume يعني هون الـ Polarization
+
+139
+00:09:24,450 --> 00:09:31,910
+هي capital P بتساوي DP by DV مثلًا لو أخذناها D برا
+
+140
+00:09:34,320 --> 00:09:37,900
+فإذا الـ potential اللي إحنا كنا كاتبينه ده نضربه بـ
+
+141
+00:09:37,900 --> 00:09:44,460
+r hat على four by epsilon نوت نضرب التكامل بقدر
+
+142
+00:09:44,460 --> 00:09:47,900
+أكتبه أو أكتب إن هو الـ contribution تبع الـ potential
+
+143
+00:09:47,900 --> 00:09:54,680
+ناتج من element dv بيساوي الـ polarization dot r hat
+
+144
+00:09:54,680 --> 00:10:00,080
+من dv prime هالـ volume على four by epsilon نوت نضرب 
+
+145
+00:10:04,430 --> 00:10:14,870
+مش فارق الـ R هون بس 
+
+146
+00:10:14,870 --> 00:10:19,050
+تعريف الـ R اللي هي ما بين R-R' يقولوا لو ما كانش 
+
+147
+00:10:19,050 --> 00:10:26,330
+هان بالسيطرة تمام هاي R صارت جديدة بس هو أكبر طلقة 
+
+148
+00:10:26,330 --> 00:10:32,430
+و اسمه هون اللي هي الفرق ما بين R-R' تمام هي R أو
+
+149
+00:10:32,430 --> 00:10:33,390
+يعني نخليه عشان
+
+150
+00:10:37,810 --> 00:10:42,390
+عشان يكون هون r hat عشان
+
+151
+00:10:42,390 --> 00:10:45,770
+أنه ليس عند الـ center بشكل عام يعني لو عند الـ
+
+152
+00:10:45,770 --> 00:10:50,550
+center هتكون just r hat على r hat على r تلقى زي ما 
+
+153
+00:10:50,550 --> 00:10:54,110
+إنتوا شايفين هي الـ volume اللي أنا بتحكي عن الـ
+
+154
+00:10:54,110 --> 00:10:57,110
+polarization بتاعته الـ dielectric اللي هو المحاط بـ
+
+155
+00:10:57,110 --> 00:11:01,140
+الأزرق هذا هي المخلين اللي يمكن إنه DV prime اللي
+
+156
+00:11:01,140 --> 00:11:03,660
+ماله مش قاعد عند الـ origin لو قاعد عند الـ origin
+
+157
+00:11:03,660 --> 00:11:07,860
+إيش هتكون x' y' z'؟ Zero هيكون هون لكن هيكون له
+
+158
+00:11:07,860 --> 00:11:13,900
+هون position الـ position هو x' y' z' و أنا بدي أوجد
+
+159
+00:11:13,900 --> 00:11:17,960
+الـ potential عند النقطة R اللي هي x, y, z فـ R 
+
+160
+00:11:17,960 --> 00:11:23,860
+كابتن هي الفرق ما بين R minus R' تمام؟ إذا الـ
+
+161
+00:11:23,860 --> 00:11:28,670
+potential الناتج عن الـ differential volume DV
+
+162
+00:11:28,670 --> 00:11:33,230
+برايم عند النقطة اللي أنا بقيث عندها الـ potential
+
+163
+00:11:33,230 --> 00:11:39,130
+إيش هيكون؟ DV بيساوي P الـ polarization dot r hat DV
+
+164
+00:11:39,130 --> 00:11:43,770
+برايم مع 4 بإبسيلون نوت R تربيع R زي ما عرفناها X
+
+165
+00:11:43,770 --> 00:11:47,370
+ناقص X برايم تربيع زي Y ناقص Y برايم تربيع زي Z
+
+166
+00:11:47,370 --> 00:11:51,370
+ناقص Z برايم تربيع لو R تربيع بدون تحت الجذر لو
+
+167
+00:11:51,370 --> 00:11:56,550
+كانت R بدها تكون تحت الجذر إحنا عشان بدنا نبسط هذا
+
+168
+00:11:56,550 --> 00:11:59,090
+الـ form أو بالنهاية أنا بدي الـ mean الـ potential
+
+169
+00:11:59,090 --> 00:12:02,970
+فبتبسط هذا الشكل لشكل اللي قادر أعمله integration
+
+170
+00:12:02,970 --> 00:12:08,610
+يعني بالنهاية بتكامل هذا أول حاجة بدي أربط الـ R
+
+171
+00:12:08,610 --> 00:12:12,590
+hat على R تربيع بـ identity إحنا بنعرفها اللي هو الـ
+
+172
+00:12:12,590 --> 00:12:16,570
+gradient ل 1 على R دالة prime 1 على R يعني أنا بفضل
+
+173
+00:12:16,570 --> 00:12:19,770
+بالنسبة للـ mean ل X prime Y prime و Z prime دالة
+
+174
+00:12:19,770 --> 00:12:24,470
+prime 1 على R هي في الواقع R hat على R تربيع بتعمل
+
+175
+00:12:24,470 --> 00:12:28,990
+زي التفاضل العادي R يعني بتصير 1 على R تربيع
+
+176
+00:12:28,990 --> 00:12:31,190
+بس هذا الـ vector من وين بيجي الـ vector من الـ
+
+177
+00:12:31,190 --> 00:12:35,670
+gradient الـ
+
+201
+00:14:45,260 --> 00:14:49,620
+إذاً V أشبه تساوي التكامل لهذا الحجم 1 على 4πY سنة
+
+202
+00:14:49,620 --> 00:15:00,820
+التكامل لـ P على R ناقص 1 على R P على R ناقص 1
+
+203
+00:15:00,820 --> 00:15:01,720
+على R P على R ناقص 1 على R ناقص 1 على R ناقص 1
+
+204
+00:15:01,720 --> 00:15:01,960
+على R ناقص 1 على R ناقص 1 على R ناقص 1 على R
+
+205
+00:15:01,960 --> 00:15:03,520
+ناقص 1 على R ناقص 1 على R ناقص 1 على R ناقص 1
+
+206
+00:15:03,520 --> 00:15:03,560
+ناقص 1 على R ناقص 1 على R ناقص 1 على R ناقص 1
+
+207
+00:15:03,560 --> 00:15:08,600
+على R ناقص 1 على R ناقص 1 على R ناقص 1 على R
+
+208
+00:15:08,600 --> 00:15:12,380
+ناقص 1 على R م
+
+209
+00:15:15,820 --> 00:15:19,120
+Divergence الهيكتروه EV من الذاكرينه هذا يعني
+
+210
+00:15:19,120 --> 00:15:25,240
+Divergence Theorem بقدر أقول إن هو ديلكوز Integral
+
+211
+00:15:25,240 --> 00:15:32,040
+على ال surface ل A Dot S صحيح؟ الذاكرينه؟ إذا
+
+212
+00:15:32,040 --> 00:15:35,660
+التكلمه الأولاني بقدر أبسطه ل surface Integral
+
+213
+00:15:35,660 --> 00:15:41,600
+والتاني يدله volume Integral فلنعملها إذا ما ال
+
+214
+00:15:41,600 --> 00:15:44,540
+potential سوا حد على four by epsilon
+
+215
+00:15:56,340 --> 00:16:01,200
+التان والتان هو منصة واحدة على الـ 4π و4π سنة تكامل
+
+216
+00:16:01,200 --> 00:16:01,880
+على الـ volume
+
+217
+00:16:13,580 --> 00:16:16,660
+هاتول الاتنين هم نوع ال charges اللي بالنهاية
+
+218
+00:16:16,660 --> 00:16:21,460
+بيجيبوله potential potential الأولاني و ال
+
+219
+00:16:21,460 --> 00:16:27,120
+potential التاني ندي بي dot ds على r و التاني
+
+220
+00:16:27,120 --> 00:16:32,000
+divergence بي ب dv على r potential تقريبا نايم ده
+
+221
+00:16:32,000 --> 00:16:37,760
+بتبعناه من ال divergence الواحد على r صحيح الأولاني ايه
+
+222
+00:16:37,760 --> 00:16:41,810
+اللي احنا عملناه ds كمان بقدر أكتر بهذا الشكل عشان
+
+223
+00:16:41,810 --> 00:16:48,350
+بدأ أحط الشيطنة للشاشة 1 على 4π epsilon0 plus
+
+224
+00:16:48,350 --> 00:16:52,950
+integral ده v dot اللي هو s hat او يعني ال vector
+
+225
+00:16:52,950 --> 00:16:57,470
+اللي في اتجاه ال surface هو صنعه a n hat a n hat
+
+226
+00:16:57,470 --> 00:17:02,470
+ال prime اللي هو العمودي عمودي على ال surface على r
+
+227
+00:17:02,470 --> 00:17:03,830
+d أسمنت سلسلة
+
+228
+00:17:06,930 --> 00:17:11,150
+ب.ds هي s قلنا الـ differential الـ surface
+
+229
+00:17:11,150 --> 00:17:16,790
+واتجاهه عمودي على الـ surface فقول ب.an hat prime
+
+230
+00:17:16,790 --> 00:17:20,670
+اللي هو ميله العمودي على الـ surface زائد واحد على
+
+231
+00:17:20,670 --> 00:17:26,810
+four by إيصاله منه التكامل minus delta prime ب.b
+
+232
+00:17:26,810 --> 00:17:31,730
+على r دولة
+
+233
+00:17:31,730 --> 00:17:36,080
+شفلينبأعطونى الـ differential الأول اللى حوالين ال
+
+234
+00:17:36,080 --> 00:17:39,380
+surface ناتج عن ال charge surface ال charge
+
+235
+00:17:39,380 --> 00:17:43,380
+مقدارها P dot A أنهى ال differential surface
+
+236
+00:17:43,380 --> 00:17:50,880
+charge density مقدارها كإنى بكامل ρ DS صح total Q
+
+237
+00:17:50,880 --> 00:17:56,160
+فإذا حد بتكون surface charge density وهنا كأنه raw
+
+238
+00:17:56,160 --> 00:18:01,800
+VdV فهذه volume charge density واضح؟ إذا ال
+
+239
+00:18:01,800 --> 00:18:08,140
+potential الناتج من dielectric اللي فيه diaper
+
+240
+00:18:08,140 --> 00:18:12,480
+moment زي ما احنا بدينا من الأول بيعطيني two parts
+
+241
+00:18:12,480 --> 00:18:16,120
+ال parts الأول كأنه جاي من surface charges قمتها
+
+242
+00:18:16,120 --> 00:18:21,100
+ال density بتاعتها بي dot a n hat prime
+
+243
+00:18:33,420 --> 00:18:36,240
+الشكل الأقل يعني مش ضالر احط الprime يعني بدنا
+
+244
+00:18:36,240 --> 00:18:40,290
+نقول raw ρs اللي هي ال surface الناتجة من ال
+
+245
+00:18:40,290 --> 00:18:43,830
+surface charge أو ال bound charges بنسميهم bound
+
+246
+00:18:43,830 --> 00:18:46,670
+charges لإن هم مربوطين في 100 في element ال free
+
+247
+00:18:46,670 --> 00:18:50,650
+charges احنا من فترة كنا charge q حرة أو إلكترونات
+
+248
+00:18:50,650 --> 00:18:54,370
+في أي متل اللي بتتحرك بسهولة هاي free charges لكن
+
+249
+00:18:54,370 --> 00:18:57,670
+هذه bounded charges لإن هي مربوطة في atoms سلها
+
+250
+00:19:00,750 --> 00:19:04,350
+بنسميها bound charges أو ال polarization فإذا ال
+
+251
+00:19:04,350 --> 00:19:06,990
+element الأولاني أقول نجان من مين؟ من surface
+
+252
+00:19:06,990 --> 00:19:09,730
+charge يعني بشكل عام هنا عشان احنا مع ال Integra
+
+253
+00:19:09,730 --> 00:19:12,530
+عادي قس ال prime دي في prime حطن ال prime لكن بشكل
+
+254
+00:19:12,530 --> 00:19:15,950
+عام بقدر أقول أن ال surface bound charges density
+
+255
+00:19:15,950 --> 00:19:19,670
+هي ال polarization تقطن norm اللي على ال surface و
+
+256
+00:19:19,670 --> 00:19:24,950
+الـ charge density الناتجة من ال bound charges على
+
+257
+00:19:24,950 --> 00:19:27,930
+ال volume المحصولة في ال volume هي minus
+
+258
+00:19:27,930 --> 00:19:32,910
+divergence ال polarization تمام؟ هدولة ال bound
+
+259
+00:19:32,910 --> 00:19:33,370
+charges
+
+260
+00:19:37,370 --> 00:19:40,770
+إذا من ال total charge أشبه تساوي بدأ أول حاجة
+
+261
+00:19:40,770 --> 00:19:44,490
+أجيب ال charge ال total على ال surface ال total
+
+262
+00:19:44,490 --> 00:19:47,390
+charge و ال total charge اللي عمينا على ال volume
+
+263
+00:19:47,390 --> 00:19:51,530
+فبقدر أحسب ال total charge نشوف إيش هي ال total
+
+264
+00:19:51,530 --> 00:19:54,350
+charge إحنا قبل نحكي ع مين إيش متوقع ال total
+
+265
+00:19:54,350 --> 00:19:57,670
+charge بيه تساوي؟ إيش متوقع؟ هنحكي على ال neutral
+
+266
+00:19:57,670 --> 00:20:00,130
+atom صحيح موجودة في ال electrode كتير و صار shift
+
+267
+00:20:00,130 --> 00:20:03,750
+بس في النهاية لو جمعناهم إيش بتعطينا؟ إيش بتعطينا
+
+268
+00:20:03,750 --> 00:20:17,760
+ال neutral atom؟ توتر الاتشارج Zero لان
+
+269
+00:20:17,760 --> 00:20:21,000
+أنا بحكي على ال neutral dielectric صحيح موجودة في
+
+270
+00:20:21,000 --> 00:20:24,380
+الكريك فيلد وصار shift بس مالها الاتم دلت زي ما هي
+
+271
+00:20:24,380 --> 00:20:29,200
+مجموع الكريك تساوي مجموع الـ booster charges معايا
+
+272
+00:20:29,200 --> 00:20:32,380
+طب نعملها أول حاجة هتبدأش تجيب ال total charge
+
+273
+00:20:32,380 --> 00:20:35,220
+النجرة من الميل من ال surface ال bound surface
+
+274
+00:20:35,220 --> 00:20:38,580
+charges ال bound surface charges لإنها كلها مانع
+
+275
+00:20:38,580 --> 00:20:41,860
+مربوطة في ال atoms يعني مش حرة إيش هتكون هاي
+
+276
+00:20:41,860 --> 00:20:46,420
+التكامل على عشان أجيب Qs إيش هتكون التكامل ل P dot
+
+277
+00:20:46,420 --> 00:20:51,780
+A and half ds وهد عشان أجيب ال total charge هتكامل
+
+278
+00:20:51,780 --> 00:20:55,750
+على ال volume لإن هو دي volume نعمل هذا الحاجة أول
+
+279
+00:20:55,750 --> 00:21:00,310
+حاجة الـ QB اللي هي اللي مالها الـ bounded charges
+
+280
+00:21:00,310 --> 00:21:03,870
+الـ positive اللي مالها على ال surface ال clause
+
+281
+00:21:03,870 --> 00:21:11,890
+integral ل B to DS هي هتسوى ال integral B to DS
+
+282
+00:21:11,890 --> 00:21:15,090
+أنا كملت أنا لهاي على DS على القول على scalar
+
+283
+00:21:15,090 --> 00:21:22,050
+فبصير A hat في DS بتصير DS vector واضح من أين أجه؟
+
+284
+00:21:22,380 --> 00:21:25,440
+P dot n hat اللي هو في اتجاه ال surface بيبقى
+
+285
+00:21:25,440 --> 00:21:32,080
+كاملها DS فN hat في DS بتصير DS vector واضح؟ أو
+
+286
+00:21:32,080 --> 00:21:35,620
+أكترها على اللغة
+
+287
+00:21:35,620 --> 00:21:40,840
+اشري معاكم ال
+
+288
+00:21:40,840 --> 00:21:45,300
+Q اللي هي bond ال surface bond ال charges ايش بيها
+
+289
+00:21:45,300 --> 00:21:50,940
+تساوي التكامل ل raw في DS اللي هي ال surface
+
+290
+00:21:59,510 --> 00:22:05,510
+بتجاه ال S بتساوي ال close integral ل B dot DS
+
+291
+00:22:05,510 --> 00:22:11,190
+هذا مش تعرف ال charge بس هاي اللي بنعمله احنا في
+
+292
+00:22:11,190 --> 00:22:16,450
+الشركة ايش اختراها؟ رؤس في DS عيها رؤس في DS فإيش
+
+293
+00:22:16,450 --> 00:22:21,400
+بيها تساوي؟ رؤس بدعو بر أنها B dot and hat النورم
+
+294
+00:22:21,400 --> 00:22:24,580
+على ال surface بتجاه ال surface فهتكون P dot DS
+
+295
+00:22:24,580 --> 00:22:30,160
+فال charges اللي دلت trapped في ال volume مين اللي
+
+296
+00:22:30,160 --> 00:22:33,000
+هي minus QB اللي قلنا إيش بتساوي ال integral على
+
+297
+00:22:33,000 --> 00:22:40,100
+ال volume ρ<sub>v</sub> في DV تمام؟ حوض عن ρ<sub>v</sub> اللي إيش
+
+298
+00:22:40,100 --> 00:22:46,780
+بتساوي minus divergence P فهتكون minus
+
+299
+00:22:46,780 --> 00:22:52,020
+divergence P DV تمام؟ مجموعة دولة تاني تاني مش
+
+300
+00:22:52,020 --> 00:22:58,140
+هيعطيني ال raw v dv تكامل على ال surface charge
+
+301
+00:22:58,470 --> 00:23:02,550
+زائد التكامل على ال volume و ال charge بيكون ساوي
+
+302
+00:23:02,550 --> 00:23:07,490
+0 QB minus QB هذه ال QB اللى هي اللى trapped على
+
+303
+00:23:07,490 --> 00:23:10,150
+ال surface و اللى على ال volume اللى هتكون السالب
+
+304
+00:23:10,150 --> 00:23:14,430
+تبعها مجموعة مش لازم ساوي صفر لإن هى زى ما حكينا
+
+305
+00:23:14,430 --> 00:23:17,130
+ال atoms فى حالة ال neutral طبعا صحيح سيبقى
+
+306
+00:23:17,130 --> 00:23:21,430
+بولارزيشن لكن فى النهاية مجموع ال negative charges
+
+307
+00:23:21,430 --> 00:23:25,510
+و مجموع ال positive charges بيكون ساوي 0 واضح؟
+
+308
+00:23:36,350 --> 00:23:38,470
+مجموعة التنش لازم تساوي 0
+
+309
+00:23:44,280 --> 00:23:49,260
+و بتخلفها بالإشارة I بيسوي I I يعني بقدر أرجع
+
+310
+00:23:49,260 --> 00:23:55,400
+أكتبها ال close integral ل B dot DS ف I مع I هذي
+
+311
+00:23:55,400 --> 00:23:57,920
+السالبة لإن هو أصلا معرفنها أنه ال bounded
+
+312
+00:23:57,920 --> 00:24:01,360
+charges اللي عطلناها فيها سابق فلما أكملها على ال
+
+313
+00:24:01,360 --> 00:24:04,400
+volume هذا التكامل بقدر أكتبه على شكل ال close
+
+314
+00:24:04,400 --> 00:24:08,940
+integral ل B dot DS مجموعة هذي موجبه هذي السالبة
+
+315
+00:24:08,940 --> 00:24:14,360
+بسوء صفر واضح؟ واضحش اللي بيحكيه؟ مش عارفة إيش
+
+316
+00:24:14,360 --> 00:24:18,800
+حاسسة إنها مش واضحة هذي اللي هي من ال surface
+
+317
+00:24:18,800 --> 00:24:22,880
+الباقية اللي هي ال bound اللي على ال volume إيش
+
+318
+00:24:22,880 --> 00:24:26,460
+هتكون هي بتوقعها أنها السلب تبعها؟ اللي هي إيش
+
+319
+00:24:26,460 --> 00:24:35,000
+هتساوي ال integral على VDV اللي بتساوي من minus
+
+320
+00:24:35,000 --> 00:24:40,260
+التكامل ل diverge V ال polarization في DD وهي من
+
+321
+00:24:40,260 --> 00:24:47,290
+divergence theorem ب.ds وهي ايضا متساوية هاي فهي
+
+322
+00:24:47,290 --> 00:24:52,370
+ايضا متساوية هاي فهي ايضا متساوية هاي فهي ايضا
+
+323
+00:24:52,370 --> 00:24:53,470
+متساوية هاي فهي ايضا متساوية هاي فهي ايضا متساوية
+
+324
+00:24:53,470 --> 00:24:55,790
+هاي فهي ايضا متساوية هاي فهي ايضا متساوية هاي فهي
+
+325
+00:24:55,790 --> 00:24:56,630
+ايضا متساوية هاي فهي ايضا متساوية هاي فهي ايضا
+
+326
+00:24:56,630 --> 00:24:59,970
+متساوية هاي فهي ايضا متساوية هاي فهي ايضا متساوية
+
+327
+00:24:59,970 --> 00:25:07,570
+هاي فهي ايضا متساوية هاي فهي ايضا متساوية هاي فهي
+
+328
+00:25:07,570 --> 00:25:09,970
+ايضا متساوية
+
+329
+00:25:14,830 --> 00:25:18,690
+نرجع ل raw total ال charge ال total ال charge
+
+330
+00:25:18,690 --> 00:25:23,790
+density هتكون ال raw v ذائد ال raw vv اللي هي ال
+
+331
+00:25:23,790 --> 00:25:27,290
+free charges ذائد ال bonded charges ال total ال
+
+332
+00:25:27,290 --> 00:25:32,710
+free charges ذائد ال bonded charges raw total ايش
+
+333
+00:25:32,710 --> 00:25:36,850
+بتساوي من gauss law divergence D اللي هي مين divergence
+
+334
+00:25:36,850 --> 00:25:41,390
+D؟ YE بشكل عام لو مافيش bond charges لو احنا بنحكي
+
+335
+00:25:41,390 --> 00:25:44,530
+على ال free space هيكون ال divergence D بيساومي ال raw
+
+336
+00:25:44,530 --> 00:25:48,450
+free اللي أخدتها في الشبطار السابق لإن أنا فيه
+
+337
+00:25:48,450 --> 00:25:50,590
+اندي أنا دايا الكترك و فيه اندي point of charges
+
+338
+00:25:50,590 --> 00:25:54,710
+فإيش هيكون عندى ال raw total هي ال raw v زي ال raw
+
+339
+00:25:54,710 --> 00:25:59,890
+point of charges رو v تساومي ال divergence D أو ال
+
+340
+00:25:59,890 --> 00:26:04,510
+divergence E طب ال raw v إيش هتساومي؟ اللي هي ال free
+
+341
+00:26:04,510 --> 00:26:10,670
+charges Divergence ε<sub>0</sub>E minus ρ<sub>bv</sub> اللي هي مين
+
+342
+00:26:10,670 --> 00:26:16,810
+ρ<sub>bv</sub>؟ minus ρ<sub>bv</sub> plus divergence B صح هذا gauss
+
+343
+00:26:16,810 --> 00:26:20,170
+law gauss law divergence d بيساوي ال total charge
+
+344
+00:26:20,170 --> 00:26:23,090
+enclosed او charge density هنا لان مابحكيش انتيجة
+
+345
+00:26:23,090 --> 00:26:26,850
+كده ال total charge density فال total charge
+
+346
+00:26:26,850 --> 00:26:29,310
+density في الدايرت بيبقى تكون ال free charges زي
+
+347
+00:26:29,310 --> 00:26:34,320
+ال non charges ال volume charge density إذا معناه
+
+348
+00:26:34,320 --> 00:26:37,740
+ال free charges رو v بتساوي divergence إبسلون نوت E
+
+349
+00:26:37,740 --> 00:26:41,880
+minus رو بي v بس رو بي v إيش بتساوي minus divergence
+
+350
+00:26:41,880 --> 00:26:45,900
+B minus divergence polarization بقدر أعوض عن minus رو
+
+351
+00:26:45,900 --> 00:26:49,140
+بي v إنها divergence B بالتالي بقدر أخد ال divergence
+
+352
+00:26:49,140 --> 00:26:54,680
+عن المشترك هيكون إبسلون نوت E زائد B هذا كله اللي هو
+
+353
+00:26:54,680 --> 00:26:54,960
+ال D
+
+354
+00:27:09,000 --> 00:27:13,100
+ρ<sub>total</sub> Total Charge Density ρ<sub>total</sub> Total Charge
+
+355
+00:27:13,100 --> 00:27:13,140
+Density ρ<sub>total</sub> Total Charge Density ρ<sub>total</sub> Total
+
+356
+00:27:13,140 --> 00:27:13,920
+Charge Density ρ<sub>total</sub> Total Charge Density
+
+357
+00:27:13,920 --> 00:27:15,640
+ρ<sub>total</sub> Total Charge Density ρ<sub>total</sub> Total
+
+358
+00:27:15,640 --> 00:27:16,500
+Charge Density ρ<sub>total</sub> Total Charge Density
+
+359
+00:27:16,500 --> 00:27:18,480
+ρ<sub>total</sub> Total Charge Density ρ<sub>total</sub> Total
+
+360
+00:27:18,480 --> 00:27:20,060
+Charge Density ρ<sub>total</sub> Total Charge Density
+
+361
+00:27:20,060 --> 00:27:23,180
+ρ<sub>total</sub> Total Charge Density ρ<sub>total</sub> Total
+
+362
+00:27:23,180 --> 00:27:25,160
+Charge Density ρ<sub>total</sub> Total Charge Density
+
+363
+00:27:25,160 --> 00:27:28,980
+ρ<sub>total</sub> Total Charge Density ρ<sub>total</sub> Total
+
+364
+00:27:28,980 --> 00:27:32,540
+Charge Density ρ<sub>total</sub> Total Charge Density
+
+365
+00:27:32,540 --> 00:27:36,020
+ρ<sub>total</sub> Total Charge Density ρ<sub>total</sub> Total
+
+366
+00:27:41,380 --> 00:27:47,740
+ايش بتساوي divergence ε<sub>0</sub>E زائد divergence B لو 
+
+367
+00:27:47,740 --> 00:27:52,620
+أخدت الديفرج ع المشترك هيكون ε<sub>0</sub>E زائد B
+
+368
+00:27:52,620 --> 00:27:57,420
+هذا كله من جاوسله لازم يساوي مين الديه احنا جاوسله
+
+369
+00:27:57,420 --> 00:28:02,940
+نقول ال free charge بتساوي divergence E اذا عندي
+
+370
+00:28:02,940 --> 00:28:07,960
+ε<sub>0</sub>E زائد B اللي هو في ال material space
+
+371
+00:28:07,960 --> 00:28:11,880
+بتساوي دي في ال free space ال polarization بتكون
+
+372
+00:28:11,880 --> 00:28:16,100
+zero فدي بتساوى بتاع epsilon من ال E زي ما حطته
+
+373
+00:28:16,100 --> 00:28:21,440
+في ال chapter 4 طب فى حاجة تانية كمان احنا بنعرف
+
+374
+00:28:21,440 --> 00:28:25,320
+ان ال polarization بتتناسب طرديا مع E ومعامل
+
+375
+00:28:25,320 --> 00:28:28,980
+التناسب هو عبارة عن susceptibility في ε<sub>0</sub>
+
+376
+00:28:35,600 --> 00:28:38,900
+ال susceptibility اللي بت .. susceptibility او ال
+
+377
+00:28:38,900 --> 00:28:44,680
+susceptibility اللي هي ال χ<sub>e</sub> هادي بتقولي قد ايش امكانية
+
+378
+00:28:44,680 --> 00:28:48,220
+ال dielectric انه يسمح بنفاذ ال electric field في
+
+379
+00:28:48,220 --> 00:28:53,160
+قلبه ال polarization و هذا الاشي اللي بيستغ
+
+401
+00:30:16,210 --> 00:30:21,210
+ممكن اللغة اللي بدأت عارفة فرحة يكون Y not E زائد
+
+402
+00:30:21,210 --> 00:30:25,110
+عوض عن polarization هي susceptibility Y not E
+
+403
+00:30:25,110 --> 00:30:30,520
+بلاحظ أنه مقدر أخد ال electric field ع المشتركوحتى
+
+404
+00:30:30,520 --> 00:30:33,180
+الـ Epsilon Note مقدر أخدها عامة مشترك هيقنع الـ
+
+405
+00:30:33,180 --> 00:30:40,140
+Epsilon Note في 1 زي ال accessibility في E هذا ال
+
+406
+00:30:40,140 --> 00:30:45,600
+term اللي هو 1 زي ال CE بنسميه relative dielectric
+
+407
+00:30:45,600 --> 00:30:50,720
+لأن هذا كله هسميه Epsilon E Epsilon E هو معامل
+
+408
+00:30:50,720 --> 00:30:55,520
+نفاذية للميديا Epsilon Note معامل نفاذية لمن؟ لل
+
+409
+00:30:55,520 --> 00:31:00,160
+space لل free spaceإبسلون هيكون معاني لفازية لمين
+
+410
+00:31:00,160 --> 00:31:04,040
+للمaterial إحنا في ال material space كل هذا ال
+
+411
+00:31:04,040 --> 00:31:10,080
+chapter فإذا نحكي عندي إبسلون نوت في واحد زائد CE
+
+412
+00:31:10,080 --> 00:31:15,020
+بتساوي إبسلون أو معنى آخر إبسلون على إبسلون نوت
+
+413
+00:31:15,020 --> 00:31:19,200
+بتساوي واحد زائد CE اللي بيسميها إبسلون relative
+
+414
+00:31:19,200 --> 00:31:26,120
+relative dielectric اللي هي مين إبسلون على إبسلون 
+
+415
+00:31:26,120 --> 00:31:30,990
+نوت إبسلون هو النفاذية ال permativity بتاعة الـ
+
+416
+00:31:30,990 --> 00:31:33,510
+dielectric، إبسلون نوت اللي هي ال permativity
+
+417
+00:31:33,510 --> 00:31:36,730
+بتاعة ال space، ال ratio بينهم بسميها ال relative
+
+418
+00:31:36,730 --> 00:31:40,570
+permativity، اللي بيساوي واحد زائد ال
+
+419
+00:31:40,570 --> 00:31:41,330
+susceptibility
+
+420
+00:31:43,730 --> 00:31:47,550
+إبسلون ر مالهاش unit لأنها عبارة عن إبسلون وإبسلون نوت
+
+421
+00:31:47,550 --> 00:31:51,450
+ونفس القضية accessibility لأنها ratio واضح؟ إذا
+
+422
+00:31:51,450 --> 00:31:54,630
+أنا لو كنت عارف ال accessibility بتاعة ال media
+
+423
+00:31:54,630 --> 00:31:57,550
+بقدر أجيب مالها ال relative dialectic بتاع ال
+
+424
+00:31:57,550 --> 00:32:00,270
+media لو كنت عارف ال relative dialectic بتاع ال
+
+425
+00:32:00,270 --> 00:32:03,650
+media بقدر أجيب مين accessibility بتاعة ال media
+
+426
+00:32:03,650 --> 00:32:06,590
+لو كنت عارفة برضه ال relative dialectic بتاع ال
+
+427
+00:32:06,590 --> 00:32:09,410
+media بقدر أجيب ال dialectic بتاع ال media لأن
+
+428
+00:32:09,410 --> 00:32:15,500
+إبسلون إيش بتساوي؟ إبسلون ر في إبسلون نوت إذا كنت عارفة
+
+429
+00:32:15,500 --> 00:32:18,340
+إبسلون تبع ال media بقدر أجيب إبسلون ال R لأنها
+
+430
+00:32:18,340 --> 00:32:22,540
+هتكون إبسلون على إبسلون نوت واضح؟ إذا إحنا في ال
+
+431
+00:32:22,540 --> 00:32:26,360
+material space فيه هنا بظهر term polarization إنها
+
+432
+00:32:26,360 --> 00:32:32,600
+تجميل ال bound charges بتضيف element زيادة على ال
+
+433
+00:32:32,600 --> 00:32:38,380
+field density D إنها بتساوي Epsilon E Epsilon E
+
+434
+00:32:38,380 --> 00:32:39,280
+Epsilon E Epsilon E Epsilon E Epsilon E Epsilon E
+
+435
+00:32:39,280 --> 00:32:39,340
+Epsilon E Epsilon E Epsilon E Epsilon E Epsilon E
+
+436
+00:32:39,340 --> 00:32:42,420
+Epsilon E E E E E E E E E E E E E E E E E E E E E
+
+437
+00:32:42,420 --> 00:32:47,120
+E E E E E E E
+
+438
+00:32:47,120 --> 00:32:50,440
+E E E E E E E E E E E E E E E E E E E E E E E E E
+
+439
+00:32:50,440 --> 00:32:50,740
+E E E E E E E E E E E E E E E E E E E E E E E E E
+
+440
+00:32:50,740 --> 00:32:53,720
+E E E E E E E E E E E E E E E E E E E E E E E E E
+
+441
+00:32:53,720 --> 00:32:55,780
+E E E E E E E E E E E E E E E E E E E E E E E E E
+
+442
+00:32:55,780 --> 00:33:00,500
+E
+
+443
+00:33:01,090 --> 00:33:04,850
+فبنعرف ال dialectic strings قوة ال dialectic هي
+
+444
+00:33:04,850 --> 00:33:08,470
+عبارة عن ال maximum electric field اللي عنده ال
+
+445
+00:33:08,470 --> 00:33:11,250
+dialectic can tolerate or withstand without
+
+446
+00:33:11,250 --> 00:33:14,990
+breakdown يعني ال dialectic strings أو قوة احتمال
+
+447
+00:33:14,990 --> 00:33:18,410
+ال dialectic هي ال maximum electric field مقداره
+
+448
+00:33:18,410 --> 00:33:21,820
+بأقصى ال dialectic strings  بإن مقدار ال electric
+
+449
+00:33:21,820 --> 00:33:26,380
+field اللي عنده ال dielectric بيضلوا متحمل بدون ما
+
+450
+00:33:26,380 --> 00:33:29,160
+يصلوا break down ال break down بيصير contactor
+
+451
+00:33:29,160 --> 00:33:33,280
+وهدي المشكلة اللي بيصير أنه في العوازل تستخدم
+
+452
+00:33:33,280 --> 00:33:38,520
+لحماية عمال كهربا نوع العوازل dielectric تستخدموها
+
+453
+00:33:38,520 --> 00:33:43,380
+عشان يحموهم من ال high potential في .. بيقسوهم
+
+454
+00:33:43,380 --> 00:33:46,740
+المفروض في ظروف مخبرية معينة أن يتأكدوا أنه بتحمل
+
+455
+00:33:46,740 --> 00:33:50,140
+قد إيش electric field بدون ما قبل ما يصير ال
+
+456
+00:33:50,140 --> 00:33:54,420
+conductor أحيانا تكون نوعيا مش كافية مش جيدة فبيجي
+
+457
+00:33:54,420 --> 00:33:59,730
+يعمل كهربا هو بيشتغل بيصير electric field بيخترقهي
+
+458
+00:33:59,730 --> 00:34:03,750
+conducting وبوصل الطيار في قلب الإنسان وإحنا
+
+459
+00:34:03,750 --> 00:34:07,670
+الطيار قلنا هو الخطر مش ال potential إذا الطيار
+
+460
+00:34:07,670 --> 00:34:11,170
+يخترق جسم الإنسان هو اللي بيعمل مشاكل لما يصير
+
+461
+00:34:11,170 --> 00:34:14,710
+conductor الإنسان لأن العازل اللي قاعد بيعزوه أصلا
+
+462
+00:34:14,710 --> 00:34:19,620
+conductor بس إحنا بنعمله عازل بنحطله كوانتيات و ..
+
+463
+00:34:19,620 --> 00:34:25,400
+أو بنلبسه جزم جلد وبنحطله وزع راسه عشان يكون هو
+
+464
+00:34:25,400 --> 00:34:29,020
+dielectric ما يصيرش اللي طيار مرفيه إذا هدول ال
+
+465
+00:34:29,020 --> 00:34:32,420
+dielectric اللي هو لبسهم صار لهم break down يعني
+
+466
+00:34:32,420 --> 00:34:35,140
+صار ال conductor على طول الطيار مرفيه في الإنسان
+
+467
+00:34:35,140 --> 00:34:38,760
+لأنه إحنا كل المواد اللي لها فيها أملح ومغسل و
+
+468
+00:34:38,760 --> 00:34:43,630
+رباع فصار هذا الحكي كتير من اللي هم العمال اللي
+
+469
+00:34:43,630 --> 00:34:48,070
+بوجه لبسين ال electric .. ال strings تبعه تحمل
+
+470
+00:34:48,070 --> 00:34:51,550
+electric field عالي، إيش ممكن يصلهم؟ يا paralyzed
+
+471
+00:34:51,550 --> 00:34:55,170
+يا وفا يا الآخرين، وغالبا وفا لأن هو مش أعلى
+
+472
+00:34:55,170 --> 00:34:58,450
+أفوه، تجيله السايقة، بيوقع، إذا ما ماتش من الكهرباء،
+
+473
+00:34:58,450 --> 00:35:05,810
+بموت من الوقع، تمام؟ نحكي دول على السريع واللقاء
+
+474
+00:35:05,810 --> 00:35:08,770
+القادم بنايدهم أنه linear, isentropic,
+
+475
+00:35:08,890 --> 00:35:12,370
+homogeneous, dielectric كيف بحدد أن هو linear أو
+
+476
+00:35:12,370 --> 00:35:15,090
+isentropic أو homogeneous بقول عن المادة أنما
+
+477
+00:35:15,090 --> 00:35:19,790
+linear إذا كانت D بتتغير linearly مع E يعني ما فيش
+
+478
+00:35:19,790 --> 00:35:25,440
+عندي E تربيع أو EQLinearly يعني التغيير مع D زي
+
+479
+00:35:25,440 --> 00:35:29,820
+المثل اللي شوفناه Linear دي بتتناسب مع E مش مع
+
+480
+00:35:29,820 --> 00:35:34,700
+E تربيع ال material which epsilon or sigma اللي
+
+481
+00:35:34,700 --> 00:35:39,040
+هي ال permittivity و sigma الconductivity لا تعتمد
+
+482
+00:35:39,040 --> 00:35:42,440
+على X Y و Z بنسميها homogenous يعني إذا بتعتمدش
+
+483
+00:35:42,440 --> 00:35:47,170
+على وين أي نقطة في ال space بنسميها homogenous، لكن
+
+484
+00:35:47,170 --> 00:35:50,650
+إذا كانت إبسلون بتعتمد على x, y, z، إيش بنسميها
+
+485
+00:35:50,650 --> 00:35:55,330
+non-homogenous أو inhomogeneous إذا كانت D بتعتمد
+
+486
+00:35:55,330 --> 00:36:00,810
+على E، إذا كانت إبسلون أو سيجما لا يعتمدوا على x,
+
+487
+00:36:00,890 --> 00:36:03,870
+y, z، بنسميها homogenous، بتعتمد، بنسميها
+
+488
+00:36:03,870 --> 00:36:08,490
+inhomogeneous كمان عندنا ال material اللي عندها D و
+
+489
+00:36:08,490 --> 00:36:11,890
+E are in the same direction بنسميها isotropic يعني
+
+490
+00:36:11,890 --> 00:36:15,790
+E بتكون هيك و D بتكون هيك مش بينهم زاوية بنسميها
+
+491
+00:36:15,790 --> 00:36:20,430
+isotropic لو كان بينهم مش في نفس الاتجاه بنسميها
+
+492
+00:36:20,430 --> 00:36:24,610
+anisotropic وساعتها E و C بيصيروا تنصر بيصيروا
+
+493
+00:36:24,610 --> 00:36:29,550
+matrix زي هذا الشكل يصير عندي dx و dy و dz، dx ما
+
+494
+00:36:29,550 --> 00:36:33,130
+لها، اللي لها three components مش نفس اتجاه ال E،
+
+495
+00:36:33,130 --> 00:36:36,390
+هيكون ثلاثة ال EX والEY والEZ، بيكونوش نفس
+
+496
+00:36:36,390 --> 00:36:40,050
+الاتجاه، بيسميها anisotropic material، anisotropic
+
+497
+00:36:40,050 --> 00:36:42,770
+material، في كتير من ال crystalline material اللي
+
+498
+00:36:42,770 --> 00:36:46,450
+موجودة في الطبيعة اللي بتكون لها طبيعة ال
+
+499
+00:36:46,450 --> 00:36:46,970
+anisotropic
+
+500
+00:36:50,070 --> 00:36:52,990
+طبعا خلينا الباقي يبقى نفس الحاجة بتتطبق على اللي
+
+501
+00:36:52,990 --> 00:36:56,410
+هو القائل J بتساوي Sigma E اللي هي العلاقة بين J و
+
+502
+00:36:56,410 --> 00:36:59,710
+E إذا Sigma بتعتمدش على X و Y و Z بنقول عنها
+
+503
+00:36:59,710 --> 00:37:03,770
+homogenous J و E بيعتمدوا على linear homogenous
+
+504
+00:37:03,770 --> 00:37:07,930
+بتكون إذا كان E .. J في اتجاه ال E بتكون isotropic
+
+505
+00:37:07,930 --> 00:37:10,950
+إذا مش في اتجاهها بيكون اللي هي Sigma tensor
+
+506
+00:37:10,950 --> 00:37:14,350
+فبتكون anisotropic وبنأكد عليهم اللقاء القادم إن
+
+507
+00:37:14,350 --> 00:37:15,590
+شاء الله يا تقلع
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/j0dzFrOg0yk_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/j0dzFrOg0yk_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..47a4a6716bbf424cf7c60d1513103b625b2d19bd
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+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/j0dzFrOg0yk_raw.json
@@ -0,0 +1 @@
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عندنا electric field موجود", "tokens": [6027, 39184, 10460, 4812, 1623, 8978, 2423, 39184, 4985, 1859, 2423, 39184, 37736, 11933, 15730, 5296, 15042, 1975, 5016, 8315, 7251, 30544, 43242, 8315, 5210, 2519, 3714, 29245, 23328], "avg_logprob": -0.46015624701976776, "compression_ratio": 1.1391304347826088, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 305.05, "end": 305.47, "word": "الـ", "probability": 0.4595947265625}, {"start": 305.47, "end": 305.79, "word": " dipole", "probability": 0.50128173828125}, {"start": 305.79, "end": 306.11, "word": " moment", "probability": 0.935546875}, {"start": 306.11, "end": 306.31, "word": " في", "probability": 0.3203125}, {"start": 306.31, "end": 306.31, "word": " الـ", "probability": 0.626708984375}, {"start": 306.31, "end": 306.53, "word": " unit", "probability": 0.77587890625}, {"start": 306.53, "end": 306.91, "word": " area", "probability": 0.8408203125}, {"start": 306.91, "end": 307.19, "word": " الـ", "probability": 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aligned يعني موازي لل electric field هذا اللي بيسوي ال electric field عندي انا ال atom", "tokens": [3224, 1829, 3794, 45865, 8592, 4724, 1829, 25957, 1211, 8978, 6024, 110, 23557, 3615, 9307, 12399, 4724, 1829, 25957, 1211, 5296, 16095, 12174, 995, 22488, 3660, 6055, 1863, 19913, 32640, 1975, 2407, 2423, 1026, 79, 7456, 9673, 29245, 23328, 9957, 8978, 2423, 16871, 4724, 1829, 28543, 2304, 9154, 11296, 18515, 16472, 11296, 6055, 3794, 13546, 6055, 7435, 40294, 2423, 5210, 2519, 2423, 3056, 6055, 3555, 3615, 11296, 4724, 1829, 9381, 13546, 17962, 37495, 22653, 3714, 2407, 31377, 1829, 24976, 5210, 2519, 23758, 13672, 1829, 4724, 1829, 3794, 45865, 2423, 5210, 2519, 18871, 16254, 1975, 8315, 2423, 12018], "avg_logprob": -0.27439412596274393, "compression_ratio": 1.7714285714285714, "no_speech_prob": 7.152557373046875e-07, "words": [{"start": 316.57, "end": 317.25, "word": "هيسويش", "probability": 0.692333984375}, {"start": 317.25, "end": 317.59, "word": " بيعمل", "probability": 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non-polar مافيه أي polarity منهم ال hydrogen atom و ال oxygen و ال nitrogen و ال rare gases هدولة كلهم non-polar لما بحط electric field بيصير إعادة التوزيع بتصير كأنها معادلة ل neutral atom زي ال dipoles هدولة ال dipoles موزعين في اتجاه ال electric field ال dipole atoms في الواقع هي بتكون already ع شكل dipole", "tokens": [6027, 39184, 978, 1809, 10716, 44945, 38251, 1829, 3224, 2107, 12, 12892, 289, 13672, 1829, 44945, 22488, 43761, 4724, 39184, 12018, 4032, 10460, 4812, 31439, 5551, 3794, 32277, 995, 14111, 4724, 1829, 30544, 2107, 12, 12892, 289, 19446, 41185, 3224, 36632, 12367, 507, 9154, 16095, 2423, 12697, 12018, 4032, 2423, 9169, 4032, 2423, 17903, 4032, 2423, 5892, 21452, 8032, 3215, 12610, 3660, 28242, 16095, 2107, 12, 12892, 289, 5296, 15042, 4724, 5016, 9566, 5210, 2519, 4724, 1829, 9381, 13546, 11933, 3615, 18513, 3660, 16712, 2407, 11622, 40228, 39894, 9381, 13546, 9122, 33456, 11296, 20449, 18513, 37977, 5296, 10598, 12018, 30767, 1829, 2423, 10460, 7456, 8032, 3215, 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ال surface ناتج عن ال charge surface ال charge مقدارها P dot A أنهى ال differential surface charge density مقدارها كإنى بكامل ρ DS صح total Q فإذا حد بتكون surface charge density", "tokens": [3555, 10721, 3615, 9566, 11536, 7578, 2423, 39184, 15756, 16247, 12610, 13672, 7578, 11331, 2407, 6027, 9957, 2423, 3753, 8717, 9307, 7435, 18871, 2423, 4602, 3753, 2423, 4602, 3714, 28543, 9640, 11296, 430, 5893, 316, 14739, 3224, 7578, 2423, 15756, 3753, 4602, 10305, 3714, 28543, 9640, 11296, 9122, 28814, 1863, 7578, 4724, 4117, 10943, 1211, 40750, 15816, 20328, 5016, 3217, 1249, 6156, 28814, 15730, 11331, 3215, 39894, 30544, 3753, 4602, 10305], "avg_logprob": -0.4557291708058781, "compression_ratio": 1.5925925925925926, "no_speech_prob": 0.0, "words": [{"start": 1053.32, "end": 1054.02, "word": "بأعطونى", "probability": 0.5085347493489584}, {"start": 1054.02, "end": 1054.28, "word": " الـ", "probability": 0.750732421875}, {"start": 1054.28, "end": 1054.68, "word": " differential", 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"word": " charges", "probability": 0.4921875}, {"start": 1095.28, "end": 1096.12, "word": " قمتها", "probability": 0.89990234375}, {"start": 1096.12, "end": 1097.48, "word": " ال", "probability": 0.66748046875}, {"start": 1097.48, "end": 1097.76, "word": " density", "probability": 0.9794921875}, {"start": 1097.76, "end": 1098.34, "word": " بتاعتها", "probability": 0.9833984375}, {"start": 1098.34, "end": 1098.76, "word": " بي", "probability": 0.5828857421875}, {"start": 1098.76, "end": 1099.22, "word": " dot", "probability": 0.68017578125}, {"start": 1099.22, "end": 1099.52, "word": " a", "probability": 0.474365234375}, {"start": 1099.52, "end": 1099.74, "word": " n", "probability": 0.354736328125}, {"start": 1099.74, "end": 1100.18, "word": " hat", "probability": 0.92724609375}, {"start": 1100.18, "end": 1101.1, "word": " prime", "probability": 0.5849609375}], "temperature": 1.0}, {"id": 43, "seek": 111890, "start": 1113.42, "end": 1118.9, "text": "الشكل الأقل يعني مش ضالر احط الprime يعني بدنا نقول raw bs اللي هي ال surface", "tokens": [6027, 8592, 28820, 16247, 4587, 1211, 37495, 22653, 37893, 48812, 6027, 2288, 1975, 5016, 9566, 2423, 1424, 1312, 37495, 22653, 47525, 8315, 8717, 39648, 8936, 272, 82, 13672, 1829, 39896, 2423, 3753], "avg_logprob": -0.5918560606060606, "compression_ratio": 1.1844660194174756, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 1113.42, "end": 1113.96, "word": "الشكل", "probability": 0.47314453125}, {"start": 1113.96, "end": 1114.5, "word": " الأقل", "probability": 0.8831380208333334}, {"start": 1114.5, "end": 1114.68, "word": " يعني", "probability": 0.6607666015625}, {"start": 1114.68, "end": 1114.82, "word": " مش", "probability": 0.322021484375}, {"start": 1114.82, "end": 1115.1, "word": " ضالر", "probability": 0.76171875}, {"start": 1115.1, "end": 1115.38, "word": " احط", "probability": 0.5101725260416666}, {"start": 1115.38, "end": 1115.78, "word": " الprime", "probability": 0.6809488932291666}, {"start": 1115.78, 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بسهولة هاي free charges لكن هذه bounded charges لإن هي مربوطة في atoms سلها", "tokens": [6027, 8315, 2655, 7435, 3660, 9154, 2423, 3753, 4602, 34051, 2423, 5472, 12235, 4724, 1863, 38251, 1829, 16095, 5472, 12235, 5296, 28814, 1863, 8032, 2304, 3714, 25513, 2407, 9566, 9957, 8978, 2319, 8978, 4478, 2423, 1737, 12235, 1975, 5016, 8315, 9154, 6156, 2655, 25720, 9122, 8315, 4602, 9505, 11331, 25720, 34051, 11933, 23275, 2655, 2288, 11536, 9307, 8978, 36632, 44650, 1211, 13672, 1829, 39894, 2655, 5016, 31747, 4724, 3794, 3224, 12610, 3660, 8032, 47302, 1737, 12235, 44381, 29538, 37498, 12235, 5296, 28814, 1863, 39896, 3714, 25513, 2407, 9566, 3660, 8978, 16871, 8608, 1211, 11296], "avg_logprob": -0.32499999811774805, "compression_ratio": 1.7819905213270142, "no_speech_prob": 5.245208740234375e-06, "words": [{"start": 1119.47, "end": 1120.05, "word": "الناتجة", "probability": 0.666748046875}, {"start": 1120.05, "end": 1120.15, "word": " من", "probability": 0.873046875}, {"start": 1120.15, 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"end": 1128.45, "word": " charge", "probability": 0.5107421875}, {"start": 1128.45, "end": 1128.79, "word": " q", "probability": 0.384033203125}, {"start": 1128.79, "end": 1129.23, "word": " حرة", "probability": 0.799072265625}, {"start": 1129.23, "end": 1129.91, "word": " أو", "probability": 0.52685546875}, {"start": 1129.91, "end": 1130.65, "word": " إلكترونات", "probability": 0.7807820638020834}, {"start": 1130.65, "end": 1130.87, "word": " في", "probability": 0.7744140625}, {"start": 1130.87, "end": 1131.53, "word": " أي", "probability": 0.35546875}, {"start": 1131.53, "end": 1131.89, "word": " متل", "probability": 0.6263427734375}, {"start": 1131.89, "end": 1132.03, "word": " اللي", "probability": 0.924560546875}, {"start": 1132.03, "end": 1132.51, "word": " بتتحرك", "probability": 0.9781494140625}, {"start": 1132.51, "end": 1132.99, "word": " بسهولة", "probability": 0.9837890625}, {"start": 1132.99, "end": 1133.15, "word": " هاي", "probability": 0.54931640625}, {"start": 1133.15, 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1.0}, {"id": 45, "seek": 115895, "start": 1140.75, "end": 1158.95, "text": "بنسميها bound charges أو ال polarization فإذا ال element الأولاني أقول نجان من مين؟ من surface charge يعني بشكل عام هنا عشان احنا مع ال Integra عادي قس ال prime دي في prime حطن ال prime لكن بشكل عام بقدر أقول أن ال surface bound charges density هي ال polarization تقطن norm اللي على ال surface", "tokens": [3555, 1863, 38251, 1829, 11296, 5472, 12235, 34051, 2423, 37736, 6156, 28814, 15730, 2423, 4478, 16247, 12610, 7649, 1829, 5551, 39648, 8717, 7435, 7649, 9154, 3714, 9957, 22807, 9154, 3753, 4602, 37495, 22653, 4724, 8592, 28820, 6225, 10943, 34105, 6225, 8592, 7649, 1975, 5016, 8315, 20449, 2423, 5681, 1146, 424, 6225, 995, 16254, 12174, 3794, 2423, 5835, 11778, 1829, 8978, 5835, 11331, 9566, 1863, 2423, 5835, 44381, 4724, 8592, 28820, 6225, 10943, 4724, 28543, 2288, 5551, 39648, 14739, 2423, 3753, 5472, 12235, 10305, 39896, 2423, 37736, 6055, 47432, 1863, 2026, 13672, 1829, 15844, 2423, 3753], "avg_logprob": -0.3876953199505806, "compression_ratio": 1.7478991596638656, "no_speech_prob": 2.086162567138672e-06, "words": [{"start": 1140.75, "end": 1141.31, "word": "بنسميها", "probability": 0.61016845703125}, {"start": 1141.31, "end": 1141.59, "word": " bound", "probability": 0.204833984375}, {"start": 1141.59, "end": 1142.13, "word": " charges", "probability": 0.95703125}, {"start": 1142.13, "end": 1142.35, "word": " أو", "probability": 0.7177734375}, {"start": 1142.35, "end": 1142.51, "word": " ال", "probability": 0.55322265625}, {"start": 1142.51, "end": 1143.13, "word": " polarization", "probability": 0.2276611328125}, {"start": 1143.13, "end": 1144.15, "word": " فإذا", "probability": 0.5107014973958334}, {"start": 1144.15, "end": 1144.35, "word": " ال", "probability": 0.8134765625}, {"start": 1144.35, "end": 1144.71, "word": " element", "probability": 0.8994140625}, {"start": 1144.71, "end": 1145.37, "word": " الأولاني", "probability": 0.9373779296875}, {"start": 1145.37, "end": 1145.57, "word": " أقول", "probability": 0.39715576171875}, {"start": 1145.57, "end": 1145.91, "word": " نجان", "probability": 0.8074544270833334}, {"start": 1145.91, "end": 1146.05, "word": " من", "probability": 0.41748046875}, {"start": 1146.05, "end": 1146.55, "word": " مين؟", "probability": 0.7150065104166666}, {"start": 1146.55, "end": 1146.71, "word": " من", "probability": 0.93408203125}, {"start": 1146.71, "end": 1146.99, "word": " surface", "probability": 0.84423828125}, {"start": 1146.99, "end": 1147.45, "word": " charge", "probability": 0.84375}, {"start": 1147.45, "end": 1147.87, "word": " يعني", "probability": 0.916259765625}, {"start": 1147.87, "end": 1148.15, "word": " بشكل", "probability": 0.9189453125}, {"start": 1148.15, "end": 1148.41, "word": " عام", "probability": 0.99755859375}, {"start": 1148.41, "end": 1148.63, "word": " هنا", "probability": 0.382080078125}, {"start": 1148.63, "end": 1148.87, "word": " عشان", "probability": 0.95556640625}, {"start": 1148.87, "end": 1149.07, "word": " احنا", "probability": 0.8707682291666666}, {"start": 1149.07, "end": 1149.25, "word": " مع", "probability": 0.85498046875}, {"start": 1149.25, "end": 1149.33, "word": " ال", "probability": 0.9892578125}, {"start": 1149.33, "end": 1149.73, "word": " Integra", "probability": 0.6492106119791666}, {"start": 1149.73, "end": 1149.97, "word": " عادي", "probability": 0.6962890625}, {"start": 1149.97, "end": 1150.19, "word": " قس", "probability": 0.6058349609375}, {"start": 1150.19, "end": 1150.29, "word": " ال", "probability": 0.51708984375}, {"start": 1150.29, "end": 1150.51, "word": " prime", "probability": 0.60888671875}, {"start": 1150.51, "end": 1150.67, "word": " دي", "probability": 0.846435546875}, {"start": 1150.67, "end": 1150.75, "word": " في", "probability": 0.712890625}, {"start": 1150.75, "end": 1151.03, "word": " prime", "probability": 0.73388671875}, {"start": 1151.03, "end": 1151.37, "word": " حطن", "probability": 0.51416015625}, {"start": 1151.37, "end": 1151.47, "word": " ال", "probability": 0.55126953125}, {"start": 1151.47, "end": 1151.77, "word": " prime", "probability": 0.88916015625}, {"start": 1151.77, "end": 1152.21, "word": " لكن", "probability": 0.873046875}, {"start": 1152.21, "end": 1152.53, "word": " بشكل", "probability": 0.9908854166666666}, {"start": 1152.53, "end": 1152.71, "word": " عام", "probability": 0.998046875}, {"start": 1152.71, "end": 1153.01, "word": " بقدر", "probability": 0.97509765625}, {"start": 1153.01, "end": 1153.27, "word": " أقول", "probability": 0.915771484375}, {"start": 1153.27, "end": 1153.49, "word": " أن", "probability": 0.57470703125}, {"start": 1153.49, "end": 1154.11, "word": " ال", "probability": 0.491943359375}, {"start": 1154.11, "end": 1154.53, "word": " surface", "probability": 0.869140625}, {"start": 1154.53, "end": 1154.87, "word": " bound", "probability": 0.5654296875}, {"start": 1154.87, "end": 1155.41, "word": " charges", "probability": 0.54541015625}, {"start": 1155.41, "end": 1155.95, "word": " density", "probability": 0.908203125}, {"start": 1155.95, "end": 1156.45, "word": " هي", "probability": 0.921875}, {"start": 1156.45, "end": 1156.61, "word": " ال", "probability": 0.84130859375}, {"start": 1156.61, "end": 1157.25, "word": " polarization", "probability": 0.96142578125}, {"start": 1157.25, "end": 1157.87, "word": " تقطن", "probability": 0.2962239583333333}, {"start": 1157.87, "end": 1158.17, "word": " norm", "probability": 0.6015625}, {"start": 1158.17, "end": 1158.35, "word": " اللي", "probability": 0.716796875}, {"start": 1158.35, "end": 1158.51, "word": " على", "probability": 0.8505859375}, {"start": 1158.51, "end": 1158.65, "word": " ال", "probability": 0.81787109375}, {"start": 1158.65, "end": 1158.95, "word": " surface", "probability": 0.953125}], "temperature": 1.0}, {"id": 46, "seek": 117336, "start": 1159.29, "end": 1173.37, "text": "و الـ charge density الناتجة من ال bound charges على ال volume المحصولة في ال volume هي minus divergence ال polarization تمام؟ هدولة ال bound charges", "tokens": [2407, 2423, 39184, 4602, 10305, 28239, 9307, 7435, 3660, 9154, 2423, 5472, 12235, 15844, 2423, 5523, 9673, 5016, 9381, 12610, 3660, 8978, 2423, 5523, 39896, 3175, 47387, 2423, 37736, 46811, 10943, 22807, 8032, 3215, 12610, 3660, 2423, 5472, 12235], "avg_logprob": -0.4046874940395355, "compression_ratio": 1.3971631205673758, "no_speech_prob": 0.0, "words": [{"start": 1159.29, "end": 1159.67, "word": "و", "probability": 0.3916015625}, {"start": 1159.67, "end": 1160.09, "word": " الـ", "probability": 0.17401123046875}, {"start": 1160.09, "end": 1161.51, "word": " charge", "probability": 0.68408203125}, {"start": 1161.51, "end": 1162.07, "word": " density", "probability": 0.89453125}, {"start": 1162.07, "end": 1163.07, "word": " الناتجة", "probability": 0.8316650390625}, {"start": 1163.07, "end": 1163.27, "word": " من", "probability": 0.97021484375}, {"start": 1163.27, "end": 1163.51, "word": " ال", "probability": 0.81982421875}, 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0.91845703125}, {"start": 2204.53, "end": 2205.07, "word": " بتكون", "probability": 0.978759765625}, {"start": 2205.07, "end": 2205.43, "word": " لها", "probability": 0.6416015625}, {"start": 2205.43, "end": 2206.31, "word": " طبيعة", "probability": 0.7555338541666666}, {"start": 2206.31, "end": 2206.45, "word": " ال", "probability": 0.90087890625}, {"start": 2206.45, "end": 2206.97, "word": " anisotropic", "probability": 0.9100341796875}], "temperature": 1.0}, {"id": 88, "seek": 223559, "start": 2210.07, "end": 2235.59, "text": "طبعا خلّينا الباقى يبقى نفس الحاجة بتتطبق على اللي هو القائل J بيساوي Sigma E اللي هي العلاقة بين J و E إذا Sigma بتعتمدش على X و Y و Z بنقول عنها homogenous J و E بيعتمدوا على linear homogenous بتكون إذا كان E .. J في اتجاه ال E بتكون isotropic إذا مش في اتجاهها بيكون اللي هي Sigma tensor فبتكون unisotropic وبنأكد عليهم اللقاء القادم ان شاء الله يا تقلع", "tokens": [9566, 3555, 3615, 995, 16490, 1211, 11703, 9957, 995, 29739, 995, 4587, 7578, 7251, 3555, 4587, 7578, 8717, 36178, 21542, 26108, 3660, 39894, 2655, 9566, 3555, 4587, 15844, 13672, 1829, 31439, 25062, 16373, 1211, 508, 4724, 1829, 3794, 995, 45865, 36595, 462, 13672, 1829, 39896, 18863, 15040, 28671, 49374, 508, 4032, 462, 11933, 15730, 36595, 39894, 34268, 2304, 3215, 8592, 15844, 1783, 4032, 398, 4032, 1176, 44945, 39648, 18871, 11296, 3655, 45519, 508, 4032, 462, 4724, 1829, 34268, 2304, 3215, 14407, 15844, 8213, 3655, 45519, 39894, 30544, 11933, 15730, 25961, 462, 4386, 508, 8978, 1975, 2655, 7435, 40294, 2423, 462, 39894, 30544, 38018, 39173, 11933, 15730, 37893, 8978, 1975, 2655, 7435, 40294, 11296, 4724, 1829, 30544, 13672, 1829, 39896, 36595, 40863, 6156, 3555, 2655, 30544, 517, 271, 310, 39173, 46599, 1863, 10721, 4117, 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/j0dzFrOg0yk_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/j0dzFrOg0yk_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..5305ce5dd73b61864973d23292fbd9b9921c34b2
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/j0dzFrOg0yk_raw.srt
@@ -0,0 +1,2056 @@
+1
+00:00:20,720 --> 00:00:23,460
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,460 --> 00:00:26,240
+وبركاته احنا اليوم ان شاء الله هنتبع موضوعنا اللي
+
+3
+00:00:26,240 --> 00:00:29,480
+هو ال feels او ال feels in matters احنا قدام
+
+4
+00:00:29,480 --> 00:00:33,140
+المحاضرة الماضية عرفنا ايش هو التيار كيف نحسن
+
+5
+00:00:33,140 --> 00:00:38,060
+التيار اللي مدفق في قلب ال media اليوم هنتبع ونشوف
+
+6
+00:00:38,060 --> 00:00:42,400
+اللي هو ال polarizationin dielectrics احنا عرفنا
+
+7
+00:00:42,400 --> 00:00:44,820
+ال dielectrics اللي هي ال materials اللي مش metals
+
+8
+00:00:44,820 --> 00:00:48,120
+ال metals قلنا اللي هي conductors و المحاضرات
+
+9
+00:00:48,120 --> 00:00:50,540
+الماضية ركزنا أكتر على ال conductors و كيف ال
+
+10
+00:00:50,540 --> 00:00:53,000
+current بتدفق تقل بال conductor أسوأ هو في free
+
+11
+00:00:53,000 --> 00:00:58,080
+space و صعب تحت تأثير الكثير أو احنا وصلنا by
+
+12
+00:00:58,080 --> 00:01:01,540
+brute force يعني بسلك مع اللي هو دائرة كهربائية و
+
+13
+00:01:01,540 --> 00:01:05,060
+لاحظنا لما يكون في free space و يحطه في وجود
+
+14
+00:01:05,060 --> 00:01:08,860
+المجال الكهربائيبصير اش معلو عامل زي echo
+
+15
+00:01:08,860 --> 00:01:11,260
+potential surface يعني ال electric field معلو جوا
+
+16
+00:01:11,260 --> 00:01:16,080
+zero و potential zero دلتا v بيتساوة zero echo
+
+17
+00:01:16,080 --> 00:01:20,220
+potential surface وبالتالي raw جوا zero لأنه لجاسو
+
+18
+00:01:20,220 --> 00:01:24,060
+اش بيسور بيقول close integral a dot ds بتساوي raw
+
+19
+00:01:24,060 --> 00:01:28,840
+enclosed او q enclosed فبما انه ال electric field
+
+20
+00:01:28,840 --> 00:01:32,300
+زيرو جوا معناه انه q enclosed زيرو هذا احنا فهمناه
+
+21
+00:01:32,300 --> 00:01:35,120
+لأن كل ال charges معلها بتروح على ال surfaces
+
+22
+00:01:35,120 --> 00:01:40,080
+صحيح؟طبعا احنا اليوم هنحكي عن حاجة تانية اللي هي
+
+23
+00:01:40,080 --> 00:01:42,800
+ال dialectics و إيش بيصير لل dialectics عندكوا في
+
+24
+00:01:42,800 --> 00:01:45,820
+وجود ال electric field كانت two types من ال
+
+25
+00:01:45,820 --> 00:01:50,080
+dialectics منهم اللي هي أصلا أساسا هي non-polar
+
+26
+00:01:50,080 --> 00:01:55,760
+يعني مافيها polarity و ناس منهم هي polar خلّيني
+
+27
+00:01:55,760 --> 00:01:58,980
+أبدأ بتعريف أنه لو كان عندى positive charge موجودة
+
+28
+00:01:58,980 --> 00:02:02,680
+في وجود اللي هي ال electric field إيش بيصير لها؟
+
+29
+00:02:02,680 --> 00:02:08,100
+بيصير تحت تأثير force موجبةاللي بتقوللي انه ال
+
+30
+00:02:08,100 --> 00:02:11,580
+charge مالها هتمشي مع اتجاه ال electric field يعني
+
+31
+00:02:11,580 --> 00:02:15,780
+هيكون ال plus ال QE لو كانت minus ال Q موجودة في
+
+32
+00:02:15,780 --> 00:02:19,280
+مجال ال electric field هتكون ال negative او ال
+
+33
+00:02:19,280 --> 00:02:22,660
+force بتأثر عليها مالها في اتجاه معاكس لل electric
+
+34
+00:02:22,660 --> 00:02:29,970
+field اللي هي QE او minus QE لو بدأت هتبقى أكثرفال
+
+35
+00:02:29,970 --> 00:02:33,050
+dipole إيش هو ال dipole؟ عشان نحكي أنه أنواع ال ..
+
+36
+00:02:33,050 --> 00:02:35,630
+ال material يا ما ال dipole يا ال dipole خلّيني
+
+37
+00:02:35,630 --> 00:02:39,290
+أعرف إيش هو ال dipole ال dipole هو الفندق يعني أنه
+
+38
+00:02:39,290 --> 00:02:42,130
+بيصير displacement لل charges بيصير عندي
+
+39
+00:02:42,130 --> 00:02:45,950
+displacement و جزءه بيصير كأنه حامل شحنات موجبة و
+
+40
+00:02:45,950 --> 00:02:50,570
+جزءه كأنه حامل شحنات ثالثة و بيصير أنه اللي عندنا
+
+41
+00:02:50,570 --> 00:02:55,050
+ال electric أنه إيش ماله polarizedنفرق بين اللي هي
+
+42
+00:02:55,050 --> 00:02:58,250
+ال polarized و ال electrically neutral ال atom
+
+43
+00:02:58,250 --> 00:03:01,050
+بوضعها الطبيعي لما يكون فاش electric field يعني
+
+44
+00:03:01,050 --> 00:03:05,410
+تكون المجال الكهربائي حوالها سكر تكون منها ال
+
+45
+00:03:05,410 --> 00:03:09,970
+neutral و شكلها زي الطبق التبعي كرامو الشحنة
+
+46
+00:03:09,970 --> 00:03:15,290
+الموجة بقى في ال nucleus مركزها و حواليها ال
+
+47
+00:03:15,290 --> 00:03:18,810
+clouds من ال electrons حدثي neutral atom اللي
+
+48
+00:03:18,810 --> 00:03:23,210
+مجموع الشحنات بساوة zeroلو كان في اندي الكرة كثير،
+
+49
+00:03:23,210 --> 00:03:27,790
+ده يسوى zero، بحدث اللي أمامنا، بيصير زي إنبعادش،
+
+50
+00:03:27,790 --> 00:03:32,210
+بيصير إعادة توزيع للشحنات، هذا إعادة التوزيع هي
+
+51
+00:03:32,210 --> 00:03:36,550
+اللي بتخليها بطلت تحافظ على شكلها الكراوة، لازالت
+
+52
+00:03:36,550 --> 00:03:40,170
+ال neutral يعني، بس صار إيش عندي؟ إعادة توزيع
+
+53
+00:03:40,170 --> 00:03:45,010
+للشحنات، بعبر عنه إن هاي ال polarized atom كأنها
+
+54
+00:03:45,010 --> 00:03:49,360
+ال neutral atom زائد dipoleمجموعة لولا اتنين
+
+55
+00:03:49,360 --> 00:03:52,660
+بيعادل ال polarized atom ال superposition ما بين
+
+56
+00:03:52,660 --> 00:03:57,020
+ال neutral atom و ال dipole بيعطيني مين اللي هو ال
+
+57
+00:03:57,020 --> 00:04:03,940
+polarized atom لو كان عندي N من ال dipoles مش واحد
+
+58
+00:04:03,940 --> 00:04:10,520
+بس اللي هو نتج من انه من اتم واحدة عندي N منهم N
+
+59
+00:04:10,520 --> 00:04:15,770
+من ال dipolesمعناه انه هيكون في عندى total dipole
+
+60
+00:04:15,770 --> 00:04:18,270
+moment مش dipole moment واحد ال Q في دى هيكون عندى
+
+61
+00:04:18,270 --> 00:04:22,010
+عدد منهم فالdipole moment الكلي هيكون ال summation
+
+62
+00:04:22,010 --> 00:04:27,350
+من K واحد ل N في اللي هم عددهم مثلا KQ وDQ اللي هو
+
+63
+00:04:27,350 --> 00:04:32,230
+ال dipole moment عشان
+
+64
+00:04:32,230 --> 00:04:37,700
+احنا نقيصشدت ال polarization او يعني قدش ان ال
+
+65
+00:04:37,700 --> 00:04:40,860
+dipole moment بدنا نلجأ لحاجة بنسميها polarization
+
+66
+00:04:40,860 --> 00:04:47,340
+ال polarization بساطة اللي هي dB by dV او يعني ال
+
+67
+00:04:47,340 --> 00:04:51,440
+dipole moment per unit volume فاحنا السونا قسمنا
+
+68
+00:04:51,440 --> 00:04:54,280
+ال dipole على ال volume هاي بتعطينا ال
+
+69
+00:04:54,280 --> 00:04:57,220
+polarization polarization capital P و ال dipole
+
+70
+00:04:57,220 --> 00:04:59,920
+بالعمر هقلنها ب small p عشان تميزوا عنهم في
+
+71
+00:04:59,920 --> 00:05:06,110
+المحاضرة small p ال dipole momentالـ dipole moment
+
+72
+00:05:06,110 --> 00:05:12,030
+في الـ unit area الـ polarization إذا
+
+73
+00:05:12,030 --> 00:05:17,250
+لما احنا يكون عندنا electric field موجودهيسويش
+
+74
+00:05:17,250 --> 00:05:21,870
+بيعمل في الزراعات، بيعمل لهم قاعدة تنظيم او ال
+
+75
+00:05:21,870 --> 00:05:25,430
+dipoles الموجودين في ال atoms بيقدم منها alignment
+
+76
+00:05:25,430 --> 00:05:28,490
+انها تسير تجاه ال electric field ال center تبعها
+
+77
+00:05:28,490 --> 00:05:32,370
+بيصير aligned يعني موازي لل electric field هذا
+
+78
+00:05:32,370 --> 00:05:34,890
+اللي بيسوي ال electric field عندي انا ال atom
+
+79
+00:05:35,150 --> 00:05:38,430
+هيتكون عندى كوجود ال electric field قاعد التوزيع
+
+80
+00:05:38,430 --> 00:05:41,850
+قولنا إيش بنسميها قاعد التوزيع ال neutral atom
+
+81
+00:05:41,850 --> 00:05:45,110
+كإنه neutral atom أو ال diverse هدول ال diverse
+
+82
+00:05:45,110 --> 00:05:48,050
+بكونوا aligned مع ال electric field بنظمهم ال
+
+83
+00:05:48,050 --> 00:05:53,440
+electric field بكونوا في اتجاهها هذا النوع منالـ
+
+84
+00:05:53,440 --> 00:05:56,820
+dielectrics بنسميه non-polar اللي بنعدله بـ atom و
+
+85
+00:05:56,820 --> 00:06:01,320
+dipole هو أساساً بيكون non-polar مافيه أي polarity
+
+86
+00:06:01,320 --> 00:06:04,700
+منهم ال hydrogen atom و ال oxygen و ال nitrogen و
+
+87
+00:06:04,700 --> 00:06:07,320
+ال rare gases هدولة كلهم non-polar لما بحط
+
+88
+00:06:07,320 --> 00:06:10,880
+electric field بيصير إعادة التوزيع بتصير كأنها
+
+89
+00:06:10,880 --> 00:06:14,460
+معادلة ل neutral atom زي ال dipoles هدولة ال
+
+90
+00:06:14,460 --> 00:06:18,880
+dipoles موزعين في اتجاه ال electric field ال
+
+91
+00:06:18,880 --> 00:06:21,680
+dipole atoms في الواقع هي بتكون already ع شكل
+
+92
+00:06:21,680 --> 00:06:26,660
+dipoleهم بيكونوا لهم dipole يعني لها positive
+
+93
+00:06:26,660 --> 00:06:30,260
+charge و negative charge و بينهم distance D يعني
+
+94
+00:06:30,260 --> 00:06:32,940
+هي already بتكون ع شكل دايبل ال atoms هدولة
+
+95
+00:06:32,940 --> 00:06:37,900
+بيسميهم دايبل دا electric لكن بيكونوا بدون وجود ال
+
+96
+00:06:37,900 --> 00:06:40,700
+electric field يعني هاي الحالة A ال electric field
+
+97
+00:06:40,700 --> 00:06:45,440
+بيساو Zero بدون وجود خطوط المجال بتخترقها بيكونوا
+
+98
+00:06:45,440 --> 00:06:49,660
+موزعين بشكل عشوائي العشوائي اللي موزعين فيها بتقول
+
+99
+00:06:49,660 --> 00:06:54,810
+ان مجموعة دولة دايبل بيكون Zeroتوزيهم بيكون عشوائي
+
+100
+00:06:54,810 --> 00:06:57,610
+لكن في وجهة ال electric field ايش بيعملهم ال
+
+101
+00:06:57,610 --> 00:07:00,190
+electric field؟ هو alignment ال phosphate charges
+
+102
+00:07:00,190 --> 00:07:04,350
+بتصير فيها قوة في اتجاه ال electric field و السابق
+
+103
+00:07:04,350 --> 00:07:09,170
+في قوة في معاكس اتجاه ال electric field و بترتبوا
+
+104
+00:07:09,170 --> 00:07:12,530
+موازين مع ال electric field بيبطل ال die ball
+
+105
+00:07:12,530 --> 00:07:16,840
+مجموع بساوة zeroزي مين اللي أصلا dyebul دا
+
+106
+00:07:16,840 --> 00:07:19,820
+electric الميه أكيد بتعرفوا عن الميه خصائصها ال
+
+107
+00:07:19,820 --> 00:07:23,120
+dyebul atoms خدتواها في المثلقات كيميا أو ده أخرى
+
+108
+00:07:23,120 --> 00:07:28,880
+sulfur dioxide هيدرولكاسيد طبعا
+
+109
+00:07:28,880 --> 00:07:32,660
+العملية اللي بتخلي هدول ال dyebul يصلهم alignment
+
+110
+00:07:32,660 --> 00:07:35,540
+مع ال electric field هو torque لإن هنا فيه قوة
+
+111
+00:07:35,540 --> 00:07:39,400
+موجبة وهو قوة سالبة ال torque هو اللي بيظبطهم لحين
+
+112
+00:07:39,400 --> 00:07:41,040
+بيسيروا في اتجاه ال electric field
+
+113
+00:07:44,180 --> 00:07:47,060
+إذا نقول ال permanent dipole لما يكون في شكل ال
+
+114
+00:07:47,060 --> 00:07:50,120
+electric field بساوة 0 لأنه السبب إن هم aligned
+
+115
+00:07:50,120 --> 00:07:53,860
+مالهم بشكل عشوائي فمجموعهم محالتين Zero في وجود ال
+
+116
+00:07:53,860 --> 00:07:57,600
+electric field بيسمحوا كلهم alignment في اتجاه ال
+
+117
+00:07:57,600 --> 00:08:02,560
+electric field و يبطل ال dipole بساوة Zero طب احنا
+
+118
+00:08:02,560 --> 00:08:05,460
+أخذنا المحاضرة اللي في الشكل الماضي إن ال
+
+119
+00:08:05,460 --> 00:08:09,060
+potential الناتج من ال dipole moment هو عبارة عن B
+
+120
+00:08:09,060 --> 00:08:15,640
+اللي هو ال dipole اللي هو Q في D.rh تعرفنا مين هى
+
+121
+00:08:16,860 --> 00:08:19,940
+بتجاه اللي ما بين الـ center تبع الـ dipole و
+
+122
+00:08:19,940 --> 00:08:21,660
+النقطة البقية عندها الـ electric field أو الـ
+
+123
+00:08:21,660 --> 00:08:25,320
+potential ماذا ذاكرينه الرسمى كان احنا فرضينه اول
+
+124
+00:08:25,320 --> 00:08:29,820
+حاجة انه ال center تبعه unlined عن zero و R hat هو
+
+125
+00:08:29,820 --> 00:08:33,740
+اتجاه ال line اللي وفق ال center تبع ال dipole مع
+
+126
+00:08:33,740 --> 00:08:38,160
+النقطة البقية عندها ال potential و عملنا يعني
+
+127
+00:08:38,160 --> 00:08:40,880
+حسبنا قيمة ال potential لقينا انه بالنهاية بساوة
+
+128
+00:08:40,880 --> 00:08:46,230
+بي اللي هي ال dipole اللي هي Q في Rاللي هي R
+
+129
+00:08:46,230 --> 00:08:50,250
+المسافة اللي بينهم vector dot R hat اللي هي
+
+130
+00:08:50,250 --> 00:08:52,270
+المسافة بين ال center ونقطة بأيه ساعتها ال
+
+131
+00:08:52,270 --> 00:08:56,410
+potential على four pi اسم ال node R تربيع وR تربيع
+
+132
+00:08:56,410 --> 00:09:00,390
+اللي هي قيمة المسافة بين ال center ونقطة بأيه
+
+133
+00:09:00,390 --> 00:09:04,370
+ساعتها ال potential مش ذاكرين وحدة بحكي اه ان شاء
+
+134
+00:09:04,370 --> 00:09:04,550
+الله
+
+135
+00:09:07,730 --> 00:09:10,990
+طب لو بدي اكتب دلالة الـPolarization دلالة
+
+136
+00:09:10,990 --> 00:09:13,670
+الـdipole احنا قولنا الـPolarization ايش بتساوي؟
+
+137
+00:09:13,670 --> 00:09:19,230
+الـPolarization هي capital B بتساوي DB by DV اللي
+
+138
+00:09:19,230 --> 00:09:24,450
+هي mean ال volume يعني هنا الـPolarization
+
+139
+00:09:24,450 --> 00:09:31,910
+هي capital B بتساوي DB by DV مثلا لو أخدناها D برا
+
+140
+00:09:34,320 --> 00:09:37,900
+فإذا ال potential اللي احنا كنا كتبينه ده تتضايقه
+
+141
+00:09:37,900 --> 00:09:44,460
+dot r hat على four by epsilon نُزعى التبنيه بقدر
+
+142
+00:09:44,460 --> 00:09:47,900
+اكتبه او اكتب ان هو ال friendship تبع ال potential
+
+143
+00:09:47,900 --> 00:09:54,680
+ناتج من element dv بساوي ال polarization dot r hat
+
+144
+00:09:54,680 --> 00:10:00,080
+من dv prime هال volume على four by epsilon نُزعى
+
+145
+00:10:04,430 --> 00:10:14,870
+مش فارق الـ R هنا بس
+
+146
+00:10:14,870 --> 00:10:19,050
+تعريف الـ R اللي هي ما بين R-R' يقولوا لو ماكنش
+
+147
+00:10:19,050 --> 00:10:26,330
+هان بالسيطر تمام هاي R صارت جديدة بس هو أكبر طلقة
+
+148
+00:10:26,330 --> 00:10:32,430
+واسمه هنا اللي هي الفرق ما بين R-R' تمام هى R أو
+
+149
+00:10:32,430 --> 00:10:33,390
+يعني يخليني عشان
+
+150
+00:10:37,810 --> 00:10:42,390
+عشان يكون هنا r hat عشان
+
+151
+00:10:42,390 --> 00:10:45,770
+انه ليس عند ال center بشكل عام يعني لو عند ال
+
+152
+00:10:45,770 --> 00:10:50,550
+center هتكون just r hat على r hat على r تلقى زى ما
+
+153
+00:10:50,550 --> 00:10:54,110
+انتوا شايفين هى ال volume اللى انا بتحكى عن ال
+
+154
+00:10:54,110 --> 00:10:57,110
+polarization بتاعته ال dialectic اللى هو المحاطب
+
+155
+00:10:57,110 --> 00:11:01,140
+الأزرق هذا هى المخلين اللى يمكن أنه DV primeاللي
+
+156
+00:11:01,140 --> 00:11:03,660
+ماله مش قاعد عند ال origin لو قاعد عند ال origin
+
+157
+00:11:03,660 --> 00:11:07,860
+إيش هتكون x' y' z'؟ Zero، هيكون هنا، لكن هيكون له
+
+158
+00:11:07,860 --> 00:11:13,900
+هنا position ال position هو x' y' z' وانا بدي أيجس
+
+159
+00:11:13,900 --> 00:11:17,960
+ال potential عند النقطة R، اللي هي x, y, z فR
+
+160
+00:11:17,960 --> 00:11:23,860
+كابتن هي الفرق ما بين R minus R'، تمام؟ إذا ال
+
+161
+00:11:23,860 --> 00:11:28,670
+potentialDV الناتج عن ال differential volume DV
+
+162
+00:11:28,670 --> 00:11:33,230
+براين عند النقطة اللي انا بقيثي عندها ال potential
+
+163
+00:11:33,230 --> 00:11:39,130
+ايش هيكون DV بسوة B ال polarization dot R hat DV
+
+164
+00:11:39,130 --> 00:11:43,770
+براين مع 4 بإيسو نوت R تربية R زي ما عرفناها X
+
+165
+00:11:43,770 --> 00:11:47,370
+minus X براين تربية زي Y minus Y براين تربية زي Z
+
+166
+00:11:47,370 --> 00:11:51,370
+minus Z براين تربية لو R تربية بدون تحت الجزر لو
+
+167
+00:11:51,370 --> 00:11:56,550
+كانت R بدو يكون تحت الجزرأحنا عشان بدنا نبسط هذا
+
+168
+00:11:56,550 --> 00:11:59,090
+ال form او بالنهاية انا بدي ال mean ال potential
+
+169
+00:11:59,090 --> 00:12:02,970
+فبتبسط هذا الشكل لشكل اللي قادر اعمله integration
+
+170
+00:12:02,970 --> 00:12:08,610
+يعني بالنهاية بتكامل هذا اول حاجة بدي اربط ال R
+
+171
+00:12:08,610 --> 00:12:12,590
+hat على R تربية ب identity احنا بنعرفها اللي هو ال
+
+172
+00:12:12,590 --> 00:12:16,570
+gradient ل 1 على R دلي prime 1 على R يعني انا بفضل
+
+173
+00:12:16,570 --> 00:12:19,770
+بالنسبة ل ال mean ل X prime Y prime و 6 prime دلي
+
+174
+00:12:19,770 --> 00:12:24,470
+prime 1 على Rهي في الواقع R hat على R تربية بتعمل
+
+175
+00:12:24,470 --> 00:12:28,990
+زي التفاضل العادى R يعني بتصير واحدة على R تربية
+
+176
+00:12:28,990 --> 00:12:31,190
+بس هذا ال vector من وين بيجي ال vector من ال
+
+177
+00:12:31,190 --> 00:12:35,670
+gradient ال gradient D by DX X hat D by DY Y hat D
+
+178
+00:12:35,670 --> 00:12:41,910
+by DZ Z hat هيعطينا ال R hat اللي هو الاتجاه على
+
+179
+00:12:41,910 --> 00:12:48,200
+اللي هو R تربية تفاضلماذا بستفيد من هذا؟ بيصير الـ
+
+180
+00:12:48,200 --> 00:12:52,280
+B Dot R Hat على R تربيه ببساطة بقدر اكتبها على B
+
+181
+00:12:52,280 --> 00:12:56,860
+التي هي Polarization Dot Del Prim 1 على R يعني هذا
+
+182
+00:12:56,860 --> 00:13:03,760
+الشكل اللي هو الـ DV هذا اللي قدامك الـ DV صارت
+
+183
+00:13:03,760 --> 00:13:12,540
+اكتر طبع شكل B Dot Del Prim 1 على R على 4π Epsilon
+
+184
+00:13:12,540 --> 00:13:14,640
+Dot D B Prim
+
+185
+00:13:18,020 --> 00:13:23,420
+بتعرفى ايضا identity احنا برضه اتعلمناها لما اخدنا
+
+186
+00:13:23,420 --> 00:13:30,660
+ال vector الاساس انه diverse scalar مع vector ايش
+
+187
+00:13:30,660 --> 00:13:34,880
+في هالساعة تفاضل الأول و التانى و التانى و التفاضل
+
+188
+00:13:34,880 --> 00:13:38,940
+التانى اذا أخدت ال scalar لغره ايش هيكون تفاضل ال
+
+189
+00:13:38,940 --> 00:13:43,700
+vector زائد لو أخدت ال vector لغره هيكون كل ال
+
+190
+00:13:43,700 --> 00:13:47,950
+product مع تفاضل ال scalar هو ال gradientالشكل
+
+191
+00:13:47,950 --> 00:13:52,110
+اللى أمامنا اللى هو vector dot differential منه
+
+192
+00:13:52,110 --> 00:13:59,050
+إلى scalar هو هذا هذا الشكل بقدر استبدلهمين ال
+
+193
+00:13:59,050 --> 00:14:03,350
+differential لل scalar مع ال vector minus the
+
+194
+00:14:03,350 --> 00:14:07,770
+scalar differential لل vector يعني إيش حيصير اندر
+
+195
+00:14:07,770 --> 00:14:12,430
+دي
+
+196
+00:14:12,430 --> 00:14:18,140
+دي ساويبدل هذا التم 1 على فور بيبسط من هنا و بيبسط
+
+197
+00:14:18,140 --> 00:14:19,020
+من هنا و بيبسط من هنا و بيبسط من هنا و بيبسط من
+
+198
+00:14:19,020 --> 00:14:27,220
+هنا و بيبسط من هنا و بيبسط من هنا و بيبسط من
+
+199
+00:14:27,220 --> 00:14:36,140
+هنا و بيبسط
+
+200
+00:14:36,140 --> 00:14:37,800
+من هنا
+
+201
+00:14:45,260 --> 00:14:49,620
+إذاً V أشبه تساوي التكامل لهذا الحكيم 1 على 4Y سنة
+
+202
+00:14:49,620 --> 00:15:00,820
+التكامل لـ P على R مانوس 1 على R P على R مانوس 1
+
+203
+00:15:00,820 --> 00:15:01,720
+على R P على R مانوس 1 على R مانوس 1 على R مانوس 1
+
+204
+00:15:01,720 --> 00:15:01,960
+على R مانوس 1 على R مانوس 1 على R مانوس 1 على R
+
+205
+00:15:01,960 --> 00:15:03,520
+مانوس 1 على R مانوس 1 على R مانوس 1 على R مانوس 1
+
+206
+00:15:03,520 --> 00:15:03,520
+على R مانوس 1 على R مانوس 1 على R مانوس 1 على R
+
+207
+00:15:03,520 --> 00:15:03,520
+مانوس 1 على R مانوس 1 على R مانوس 1 على R مانوس 1
+
+208
+00:15:03,520 --> 00:15:03,520
+على R مانوس 1 على R مانوس 1 على R مانوس 1 على R
+
+209
+00:15:03,520 --> 00:15:03,560
+مانوس 1 على R مانوس 1 على R مانوس 1 على R مانوس 1
+
+210
+00:15:03,560 --> 00:15:08,600
+على R مانوس 1 على R مانوس 1 على R مانوس 1 على R
+
+211
+00:15:08,600 --> 00:15:12,380
+مانوس 1 على R م
+
+212
+00:15:15,820 --> 00:15:19,120
+Diverge الهيكتروه EV من الذاكرينه هذا يعني
+
+213
+00:15:19,120 --> 00:15:25,240
+Diversion Theorem بقدر أقول إن هو دلقلوز Integral
+
+214
+00:15:25,240 --> 00:15:32,040
+على ال surface ل A Dot S صحيح؟ الذاكرينه؟ إذا
+
+215
+00:15:32,040 --> 00:15:35,660
+التكلمه الأولاني بقدر أبسطه ل surface Integral
+
+216
+00:15:35,660 --> 00:15:41,600
+والتاني يدله volume Integral فلنعملها إذا ما ال
+
+217
+00:15:41,600 --> 00:15:44,540
+potential سوا حد على four by epsilon
+
+218
+00:15:56,340 --> 00:16:01,200
+التان والتان هو منصة واحدة على الـ 4 و4 سنة تكمل
+
+219
+00:16:01,200 --> 00:16:01,880
+على الـ volume
+
+220
+00:16:13,580 --> 00:16:16,660
+هاتول الاتنين هم نوع ال charges اللي بالنهاية
+
+221
+00:16:16,660 --> 00:16:21,460
+بيجيبوله potential potential الأولاني و ال
+
+222
+00:16:21,460 --> 00:16:27,120
+potential التاني ندي بي dot ds على r و التاني
+
+223
+00:16:27,120 --> 00:16:32,000
+diverse بي ب dv على r potential تقريبا نايم ده
+
+224
+00:16:32,000 --> 00:16:37,760
+بتبعناه من ال dive الواحد على r صحيح الأولاني ايه
+
+225
+00:16:37,760 --> 00:16:41,810
+اللي احنا عملناه ds كمان بقدر اكتر بهذا الشكلعشان
+
+226
+00:16:41,810 --> 00:16:48,350
+بدأ أحط الشيطنة للشاشة 1 على 4pi epsilon0 plus
+
+227
+00:16:48,350 --> 00:16:52,950
+integral ده v dot اللي هو s hat او يعني ال vector
+
+228
+00:16:52,950 --> 00:16:57,470
+اللي في اتجاه ال surface هو صنعه a n hat a n hat
+
+229
+00:16:57,470 --> 00:17:02,470
+ال prime اللي هو العمودي عمين على ال surface على r
+
+230
+00:17:02,470 --> 00:17:03,830
+d أسمنت سلسلة
+
+231
+00:17:06,930 --> 00:17:11,150
+ب.ds هي s قلنا الـ differential الـ surface
+
+232
+00:17:11,150 --> 00:17:16,790
+واتجاهه عمودي على الـ surface فقول ب.an hat prime
+
+233
+00:17:16,790 --> 00:17:20,670
+اللي هو ميلي العمودي على الـ surface زائد واحد على
+
+234
+00:17:20,670 --> 00:17:26,810
+four by إيصاله منه التكامل minus delta prime ب.b
+
+235
+00:17:26,810 --> 00:17:31,730
+على r دولة
+
+236
+00:17:31,730 --> 00:17:36,080
+شفلينبأعطونى الـ differential الأول اللى حوالين ال
+
+237
+00:17:36,080 --> 00:17:39,380
+surface ناتج عن ال charge surface ال charge
+
+238
+00:17:39,380 --> 00:17:43,380
+مقدارها P dot A أنهى ال differential surface
+
+239
+00:17:43,380 --> 00:17:50,880
+charge density مقدارها كإنى بكامل ρ DS صح total Q
+
+240
+00:17:50,880 --> 00:17:56,160
+فإذا حد بتكون surface charge densityوهنا كأنه raw
+
+241
+00:17:56,160 --> 00:18:01,800
+VdV فهذه volume charge density واضح؟ اذا ال
+
+242
+00:18:01,800 --> 00:18:08,140
+potential الناتج من dielectric اللي فيه diaper
+
+243
+00:18:08,140 --> 00:18:12,480
+moment زي ما احنا بدينا من الأول بيعطيني two parts
+
+244
+00:18:12,480 --> 00:18:16,120
+ال parts الأول كأنه جاي من surface charges قمتها
+
+245
+00:18:16,120 --> 00:18:21,100
+ال density بتاعتها بي dot a n hat prime
+
+246
+00:18:33,420 --> 00:18:36,240
+الشكل الأقل يعني مش ضالر احط الprime يعني بدنا
+
+247
+00:18:36,240 --> 00:18:40,290
+نقول raw bs اللي هي ال surfaceالناتجة من ال
+
+248
+00:18:40,290 --> 00:18:43,830
+surface charge أو ال bound charges بنسميهم bound
+
+249
+00:18:43,830 --> 00:18:46,670
+charges لإن هم مربوطين في 100 في element ال free
+
+250
+00:18:46,670 --> 00:18:50,650
+charges احنا من فترة كنا charge q حرة أو إلكترونات
+
+251
+00:18:50,650 --> 00:18:54,370
+في أي متل اللي بتتحرك بسهولة هاي free charges لكن
+
+252
+00:18:54,370 --> 00:18:57,670
+هذه bounded charges لإن هي مربوطة في atoms سلها
+
+253
+00:19:00,750 --> 00:19:04,350
+بنسميها bound charges أو ال polarization فإذا ال
+
+254
+00:19:04,350 --> 00:19:06,990
+element الأولاني أقول نجان من مين؟ من surface
+
+255
+00:19:06,990 --> 00:19:09,730
+charge يعني بشكل عام هنا عشان احنا مع ال Integra
+
+256
+00:19:09,730 --> 00:19:12,530
+عادي قس ال prime دي في prime حطن ال prime لكن بشكل
+
+257
+00:19:12,530 --> 00:19:15,950
+عام بقدر أقول أن ال surface bound charges density
+
+258
+00:19:15,950 --> 00:19:19,670
+هي ال polarization تقطن norm اللي على ال surfaceو
+
+259
+00:19:19,670 --> 00:19:24,950
+الـ charge density الناتجة من ال bound charges على
+
+260
+00:19:24,950 --> 00:19:27,930
+ال volume المحصولة في ال volume هي minus
+
+261
+00:19:27,930 --> 00:19:32,910
+divergence ال polarization تمام؟ هدولة ال bound
+
+262
+00:19:32,910 --> 00:19:33,370
+charges
+
+263
+00:19:37,370 --> 00:19:40,770
+إذا من ال total charge أشبه تسكون بدأ أول حاجة
+
+264
+00:19:40,770 --> 00:19:44,490
+أجيب ال charge ال total على ال surface ال total
+
+265
+00:19:44,490 --> 00:19:47,390
+charge و ال total charge اللي عمينا على ال volume
+
+266
+00:19:47,390 --> 00:19:51,530
+فبقدر أحسب ال total charge نشوف إيش هي ال total
+
+267
+00:19:51,530 --> 00:19:54,350
+charge إحنا قبل نحكي ع مين إيش متوقع ال total
+
+268
+00:19:54,350 --> 00:19:57,670
+charge بيه تساوي؟ إيش متوقع؟ هنحكي على ال neutral
+
+269
+00:19:57,670 --> 00:20:00,130
+atom صحيح موجودة في ال electrode كتير و صار shift
+
+270
+00:20:00,130 --> 00:20:03,750
+بس في النهاية لو جمعناهم إيش بتعطينا؟ إيش بتعطينا
+
+271
+00:20:03,750 --> 00:20:17,760
+ال neutral atom؟توتر الاتشارج Zero لان
+
+272
+00:20:17,760 --> 00:20:21,000
+انا بحكي على ال neutral dielectric صحيح موجودة في
+
+273
+00:20:21,000 --> 00:20:24,380
+الكريك فيلد وصار shift بس مالها الاتم دلت زي ما هي
+
+274
+00:20:24,380 --> 00:20:29,200
+مجموع الكريك تساوي مجموعالـ booster charges معايا
+
+275
+00:20:29,200 --> 00:20:32,380
+طب نعملها أول حاجة هتبدأش تجيب ال total charge
+
+276
+00:20:32,380 --> 00:20:35,220
+النجرة من الميل من ال surface ال bound surface
+
+277
+00:20:35,220 --> 00:20:38,580
+charges ال bound surface charges لإنها كلها مانع
+
+278
+00:20:38,580 --> 00:20:41,860
+مربوطة في ال atoms يعني مش حرة إيش هتكون هاي
+
+279
+00:20:41,860 --> 00:20:46,420
+التكامل على عشان أجيب Qs إيش هتكون التكامل ل P dot
+
+280
+00:20:46,420 --> 00:20:51,780
+A and half ds وهد عشان أجيب ال total charge هتكامل
+
+281
+00:20:51,780 --> 00:20:55,750
+على ال volume لإن هو دي volume نعمل هذا الحاجةأول
+
+282
+00:20:55,750 --> 00:21:00,310
+حاجة الـ QB اللي هي اللي مالها الـ bounded charges
+
+283
+00:21:00,310 --> 00:21:03,870
+الـ positive اللي مالها على ال surface ال clause
+
+284
+00:21:03,870 --> 00:21:11,890
+integral ل B to DS هي هتسوى ال integral B to DS
+
+285
+00:21:11,890 --> 00:21:15,090
+انا كملت انا لهاي على DS على القول على scalar
+
+286
+00:21:15,090 --> 00:21:22,050
+فبصير A hat في DS بتصير DS vector واضح من أين أجه؟
+
+287
+00:21:22,380 --> 00:21:25,440
+P dot n hat اللي هو في اتجاه ال surface بيبقى
+
+288
+00:21:25,440 --> 00:21:32,080
+كاملها DS فN hat في DS بتصير DS vector واضح؟ او
+
+289
+00:21:32,080 --> 00:21:35,620
+اكترها على اللغة
+
+290
+00:21:35,620 --> 00:21:40,840
+اشري معاكم ال
+
+291
+00:21:40,840 --> 00:21:45,300
+Q اللي هي bond ال surface bond ال charges ايش بيها
+
+292
+00:21:45,300 --> 00:21:50,940
+تساوي التكامل ل raw في DS اللي هي ال surface
+
+293
+00:21:59,510 --> 00:22:05,510
+بتجاه ال S بتساوي ال clause integral ل B dot DS
+
+294
+00:22:05,510 --> 00:22:11,190
+هذا مش تعرف ال charge بس هاي اللي بنعمله احنا في
+
+295
+00:22:11,190 --> 00:22:16,450
+الشركة ايش اختراها؟ رؤس في DS عيها رؤس في DS فإيش
+
+296
+00:22:16,450 --> 00:22:21,400
+بيها تساوي؟ رؤس بدعو بر أنها B dot and hatالنورم
+
+297
+00:22:21,400 --> 00:22:24,580
+على ال surface بتجاه ال surface فهتكون P dot DS
+
+298
+00:22:24,580 --> 00:22:30,160
+فال charges اللي دلت trapped في ال volume مين اللي
+
+299
+00:22:30,160 --> 00:22:33,000
+هي minus QB اللي قلنا إيش بتساوي ال integral على
+
+300
+00:22:33,000 --> 00:22:40,100
+ال volume rho PV في DV تمام؟ حوض عن rho V اللي إيش
+
+301
+00:22:40,100 --> 00:22:46,780
+بتساوي minus minus divergence P فهتكون minus
+
+302
+00:22:46,780 --> 00:22:52,020
+divergence P DV تمام؟مجموعة دولة تاني تاني مش
+
+303
+00:22:52,020 --> 00:22:58,140
+هيعطيني ال raw v dv تكامل على ال surface charge
+
+304
+00:22:58,470 --> 00:23:02,550
+زائد التكامل على ال volume و ال charge بيكون ساوي
+
+305
+00:23:02,550 --> 00:23:07,490
+0 QB minus QB هذه ال QB اللى هي اللى trapped على
+
+306
+00:23:07,490 --> 00:23:10,150
+ال surface و اللى على ال volume اللى هتكون السالب
+
+307
+00:23:10,150 --> 00:23:14,430
+تبعها مجموعة مش لازم ساوي سفر لإن هى زى ما حكينا
+
+308
+00:23:14,430 --> 00:23:17,130
+ال atoms فى حالة ال neutral طبعا صحيح سيبقى
+
+309
+00:23:17,130 --> 00:23:21,430
+بولارزيشن لكن فى النهاية مجموع ال negative charges
+
+310
+00:23:21,430 --> 00:23:25,510
+و مجموع ال positive charges بيكون ساوي 0 واضح؟
+
+311
+00:23:36,350 --> 00:23:38,470
+مجموعة التنش لازم تساوي 0
+
+312
+00:23:44,280 --> 00:23:49,260
+و بتخلفها بالإشارة I بيسوي I I يعني بقدر أرجع
+
+313
+00:23:49,260 --> 00:23:55,400
+أكتبها ال clause integral ل B dot DS ف I مع I هذي
+
+314
+00:23:55,400 --> 00:23:57,920
+السالبة لإن هو أصلا معرفنها أنه ال bounded
+
+315
+00:23:57,920 --> 00:24:01,360
+churches اللي عطلناها فيها سابق فلما أكملها على ال
+
+316
+00:24:01,360 --> 00:24:04,400
+volume هذا التكامل بقدر أكتبه على شكل ال clause
+
+317
+00:24:04,400 --> 00:24:08,940
+integral ل B dot DS مجموعة هذي موجبه هذي السالبة
+
+318
+00:24:08,940 --> 00:24:14,360
+بسوء سفر واضح؟ واضحش اللي بيحكيه؟مش عارفة إيش
+
+319
+00:24:14,360 --> 00:24:18,800
+حاسسة إنها مش واضحة هذي اللي هي من ال surface
+
+320
+00:24:18,800 --> 00:24:22,880
+الباقية اللي هي ال bound اللي على ال volume إيش
+
+321
+00:24:22,880 --> 00:24:26,460
+هتكون هي بتوقعها أنها السلب تبعها؟ اللي هي إيش
+
+322
+00:24:26,460 --> 00:24:35,000
+هتساوي ال integral على VDD اللي بتساوي من minus
+
+323
+00:24:35,000 --> 00:24:40,260
+التكامل ل diverge V ال polarization في DD وهي من
+
+324
+00:24:40,260 --> 00:24:47,290
+divergence theoremب.ds وهي ايضا متساوية هاي فهي
+
+325
+00:24:47,290 --> 00:24:52,370
+ايضا متساوية هاي فهي ايضا متساوية هاي فهي ايضا
+
+326
+00:24:52,370 --> 00:24:53,470
+متساوية هاي فهي ايضا متساوية هاي فهي ايضا متساوية
+
+327
+00:24:53,470 --> 00:24:55,790
+هاي فهي ايضا متساوية هاي فهي ايضا متساوية هاي فهي
+
+328
+00:24:55,790 --> 00:24:56,630
+ايضا متساوية هاي فهي ايضا متساوية هاي فهي ايضا
+
+329
+00:24:56,630 --> 00:24:59,970
+متساوية هاي فهي ايضا متساوية هاي فهي ايضا متساوية
+
+330
+00:24:59,970 --> 00:25:07,570
+هاي فهي ايضا متساوية هاي فهي ايضا متساوية هاي فهي
+
+331
+00:25:07,570 --> 00:25:09,970
+ايضا متساوية
+
+332
+00:25:14,830 --> 00:25:18,690
+نرجع ل raw total ال charge ال total ال charge
+
+333
+00:25:18,690 --> 00:25:23,790
+density هتكون ال raw V ذائد ال raw VV اللي هي ال
+
+334
+00:25:23,790 --> 00:25:27,290
+free charges ذائد ال bonded charges ال total ال
+
+335
+00:25:27,290 --> 00:25:32,710
+free charges ذائد ال bonded charges raw total ايش
+
+336
+00:25:32,710 --> 00:25:36,850
+بتساوي من gauss law diverse D اللي هي مين diverse
+
+337
+00:25:36,850 --> 00:25:41,390
+D؟ YE بشكل عام لو مافيش bond charges لو احنا بنحكي
+
+338
+00:25:41,390 --> 00:25:44,530
+على ال free spaceهيكون ال diverse D بيساومي ال raw
+
+339
+00:25:44,530 --> 00:25:48,450
+free اللي أخدتها في الشبطار السابق لإن انا فيه
+
+340
+00:25:48,450 --> 00:25:50,590
+اندي انا دايا الكترك و فيه اندي point of charges
+
+341
+00:25:50,590 --> 00:25:54,710
+فإيش هيكون عندى ال raw total هي ال raw V زي ال raw
+
+342
+00:25:54,710 --> 00:25:59,890
+point of charges رو V تساومي ال diverse D أو ال
+
+343
+00:25:59,890 --> 00:26:04,510
+diverse E طب ال raw V إيش هتساومي؟ اللي هي ال free
+
+344
+00:26:04,510 --> 00:26:10,670
+chargesDiverge y mod e minus rho bv اللي هي مين
+
+345
+00:26:10,670 --> 00:26:16,810
+rho bv؟ minus rho bv plus diverge b صح هذا gauss
+
+346
+00:26:16,810 --> 00:26:20,170
+law gauss law diverge d بيساوي ال total charge
+
+347
+00:26:20,170 --> 00:26:23,090
+enclosed او charge density هنا لان مابحكيش انتيجة
+
+348
+00:26:23,090 --> 00:26:26,850
+كده ال total charge density فال total charge
+
+349
+00:26:26,850 --> 00:26:29,310
+density في الدايرت بيبقى تكون ال free charges زي
+
+350
+00:26:29,310 --> 00:26:34,320
+ال non charges ال volume charge densityإذا معناه
+
+351
+00:26:34,320 --> 00:26:37,740
+ال free charges رو V بتساوي diverse إبسل نض E
+
+352
+00:26:37,740 --> 00:26:41,880
+minus رو بي V بس رو بي V إيش بتساوي minus diverse
+
+353
+00:26:41,880 --> 00:26:45,900
+B minus diverse polarization بقدر أعوض عن minus رو
+
+354
+00:26:45,900 --> 00:26:49,140
+بي V إنها diverse B بالتالي بقدر أخد ال divergence
+
+355
+00:26:49,140 --> 00:26:54,680
+عن المشترك هيكون إبسل نض E زائد B هذا كله اللي هو
+
+356
+00:26:54,680 --> 00:26:54,960
+ال D
+
+357
+00:27:09,000 --> 00:27:13,100
+Rototal Total Charge Density Rototal Total Charge
+
+358
+00:27:13,100 --> 00:27:13,140
+Density Rototal Total Charge Density Rototal Total
+
+359
+00:27:13,140 --> 00:27:13,920
+Charge Density Rotototal Total Charge Density
+
+360
+00:27:13,920 --> 00:27:15,640
+Rotototal Total Charge Density Rotototal Total
+
+361
+00:27:15,640 --> 00:27:16,500
+Charge Density Rotototal Total Charge Density
+
+362
+00:27:16,500 --> 00:27:18,480
+Rotototal Total Charge Density Rotototal Total
+
+363
+00:27:18,480 --> 00:27:20,060
+Charge Density Rotototal Total Charge Density
+
+364
+00:27:20,060 --> 00:27:23,180
+Rotototal Total Charge Density Rotototal Total
+
+365
+00:27:23,180 --> 00:27:25,160
+Charge Density Rotototal Total Charge Density
+
+366
+00:27:25,160 --> 00:27:28,980
+Rotototal Total Charge Density Rotototal Total
+
+367
+00:27:28,980 --> 00:27:32,540
+Charge Density Rotototal Total Charge Density
+
+368
+00:27:32,540 --> 00:27:36,020
+Rotototal Total Charge Density Rotototal Total
+
+369
+00:27:36,020 --> 00:27:36,020
+Charge Density
+
+370
+00:27:41,380 --> 00:27:47,740
+أيش بتساوي دايفرج ابسل نوت ايه زائد دايفرج بيه لو
+
+371
+00:27:47,740 --> 00:27:52,620
+أخدت الديفرج ع المشترك هيكون ابسل نوت ايه زائد بيه
+
+372
+00:27:52,620 --> 00:27:57,420
+هذا كله من جاوسله لازم يساوي مين الديه احنا جاوسله
+
+373
+00:27:57,420 --> 00:28:02,940
+نقول ال free charge بتساوي دايفرج ايه اذا عندي
+
+374
+00:28:02,940 --> 00:28:07,960
+ابسلون ايه زائد بيه اللي هو في ال material space
+
+375
+00:28:07,960 --> 00:28:11,880
+بتساوي ديهفي ال free space ال polarization بتكون
+
+376
+00:28:11,880 --> 00:28:16,100
+zero فدى بتساوى بتاع epsilon من ال E زى ما احطته
+
+377
+00:28:16,100 --> 00:28:21,440
+في ال chapter 4 طب فى حاجة تانية كمان احنا بنعرف
+
+378
+00:28:21,440 --> 00:28:25,320
+ان ال polarization بتتناسب تقديا مع E ومعامل
+
+379
+00:28:25,320 --> 00:28:28,980
+التناسب هو عبارة عن susceptibility في epsilon node
+
+380
+00:28:35,600 --> 00:28:38,900
+ال susceptibility اللى بت .. susceptibility او ال
+
+381
+00:28:38,900 --> 00:28:44,680
+susceptible اللى هى ال XCE هادي بتقولى قداش ممكنية
+
+382
+00:28:44,680 --> 00:28:48,220
+ال dielectric انه يسمح بنفاذ ال electric field فى
+
+383
+00:28:48,220 --> 00:28:53,160
+قلبه ال polarization و هذا الاشي اللى بيستغلوه
+
+384
+00:28:53,160 --> 00:28:56,020
+طبعا فى ال .. فى ال microwave انه عندنا احنا بيكون
+
+385
+00:28:56,020 --> 00:28:59,060
+فينا الميه اللى هى dipole material عشان هيك
+
+386
+00:28:59,060 --> 00:29:01,840
+بقولكوا لازم يكون شوية ميه فى المادة اللى بتسخنوها
+
+387
+00:29:01,840 --> 00:29:06,600
+و لا بيصير جامدةبتحط .. لإنها هتستغل الميه اللى
+
+388
+00:29:06,600 --> 00:29:10,180
+موجودة أساسا في الحاجة اللى بدك تسخنيها فال .. ال
+
+389
+00:29:10,180 --> 00:29:16,460
+.. ال microwave إيش بعمل؟ بعمل vibration لل dipole
+
+390
+00:29:16,460 --> 00:29:21,500
+تبع ال .. ال water فموجود ال electric field تبع
+
+391
+00:29:21,500 --> 00:29:24,800
+الميكروفون تمام ال frequency بتاعتهم نفس ال
+
+392
+00:29:24,800 --> 00:29:27,060
+frequency فبيعملها vibration هذا ال vibration
+
+393
+00:29:27,060 --> 00:29:30,020
+المنتج عنه ال heat و هذا ال heat هو اللى بسخن
+
+394
+00:29:30,020 --> 00:29:34,700
+الطعام إذا إحنا وصلنا إنه ال chargeTotal free
+
+395
+00:29:34,700 --> 00:29:37,660
+charges بسوء الـ divergence دي واتفقنا إن ال
+
+396
+00:29:37,660 --> 00:29:41,260
+polarization بتتناسب مع الelectric field ومعامل
+
+397
+00:29:41,260 --> 00:29:44,900
+التناسب هو susceptibility في epsilon0 في E بطولة
+
+398
+00:29:44,900 --> 00:29:48,420
+الاتجاه ال electric field و ال polarization في
+
+399
+00:29:48,420 --> 00:29:50,480
+حالة اللي هناخد اللي هي نوعها ال material
+
+400
+00:29:50,480 --> 00:29:54,040
+homogenous, isotropic إلى أخره يكون نفس الاتجاه
+
+401
+00:29:54,040 --> 00:30:00,250
+إلا إذا كانت unisotropic و not homogenousهذا
+
+402
+00:30:00,250 --> 00:30:02,930
+الاشياش بيسهل علينا لو انا اقعد عن ال B بدلالة ال
+
+403
+00:30:02,930 --> 00:30:07,610
+electric field في المعادلة بتاعتنا اقعدت في ال D
+
+404
+00:30:07,610 --> 00:30:16,210
+عرفنا احنا ال D انها بيتساوى Y not E زائد B فرحة
+
+405
+00:30:16,210 --> 00:30:21,210
+ممكن اللغة اللي بدأت عارفة فرحة يكون Y not E زائد
+
+406
+00:30:21,210 --> 00:30:25,110
+عوض عن polarization هي susceptibility Y not E
+
+407
+00:30:25,110 --> 00:30:30,520
+بلاحظ انه مقدر اخد ال electric field ع المشتركوحتى
+
+408
+00:30:30,520 --> 00:30:33,180
+الـ Epsilon Note مقدر أخدها عامة مشترك هيقنع الـ
+
+409
+00:30:33,180 --> 00:30:40,140
+Epsilon Note في 1 زي ال accessibility في E هذا ال
+
+410
+00:30:40,140 --> 00:30:45,600
+term اللي هو 1 زي ال CE بنسميه relative dielectric
+
+411
+00:30:45,600 --> 00:30:50,720
+لأن هذا كله هسميه Epsilon E Epsilon E هو معامل
+
+412
+00:30:50,720 --> 00:30:55,520
+نفاذية للميديا Epsilon Note معامل نفاذية لمن؟ لل
+
+413
+00:30:55,520 --> 00:31:00,160
+space لل free spaceإبسلون هيكون معاني لفازية لمين
+
+414
+00:31:00,160 --> 00:31:04,040
+ل ال material إحنا في ال material space كل هذا ال
+
+415
+00:31:04,040 --> 00:31:10,080
+chapter فإذا نحكي عندي إبسلون نوت في واحد زائد CE
+
+416
+00:31:10,080 --> 00:31:15,020
+بتساوي إبسلون أو معنى آخر إبسلون على إبسلون نوت
+
+417
+00:31:15,020 --> 00:31:19,200
+بتساوي واحد زائد CE اللي بيسميها إبسلون relative
+
+418
+00:31:19,200 --> 00:31:26,120
+relative dielectric اللي هي مين إبسلون على إبسلون
+
+419
+00:31:26,120 --> 00:31:30,990
+نوتإبسلون هو النفاذية ال permativity بتاعة الـ
+
+420
+00:31:30,990 --> 00:31:33,510
+dielectric، إبسلون نطق اللي هي ال permativity
+
+421
+00:31:33,510 --> 00:31:36,730
+بتاعة ال space، ال ratio بينهم بسميها ال relative
+
+422
+00:31:36,730 --> 00:31:40,570
+permativity، اللي بيساوم واحد زائد ال
+
+423
+00:31:40,570 --> 00:31:41,330
+susceptibility
+
+424
+00:31:43,730 --> 00:31:47,550
+إبسن ر مالهاش unit لأنها عبارة عن إبسن و إبسن نوت
+
+425
+00:31:47,550 --> 00:31:51,450
+و نفس القضية accessibility لأنها ratio واضح؟ إذا
+
+426
+00:31:51,450 --> 00:31:54,630
+أنا لو كنت عارف ال accessibility بتاعة ال media
+
+427
+00:31:54,630 --> 00:31:57,550
+بقدر أجيب مالها ال relative dialectic بتاع ال
+
+428
+00:31:57,550 --> 00:32:00,270
+media لو كنت عارف ال relative dialectic بتاع ال
+
+429
+00:32:00,270 --> 00:32:03,650
+media بقدر أجيب مين accessibility بتاعة ال media
+
+430
+00:32:03,650 --> 00:32:06,590
+لو كنت عارفة برضه ال relative dialectic بتاع ال
+
+431
+00:32:06,590 --> 00:32:09,410
+media بقدر أجيب ال dialectic بتاع ال media لأن
+
+432
+00:32:09,410 --> 00:32:15,500
+إبسن إيش بساوي؟ إبسن ر في إبسن نوتإذا كنت عارفة
+
+433
+00:32:15,500 --> 00:32:18,340
+إبسلون تبع ال media بقدر أجيب إبسلون ال R لأنها
+
+434
+00:32:18,340 --> 00:32:22,540
+هتكون إبسلون على إبسلون نوت واضح؟ إذا إحنا في ال
+
+435
+00:32:22,540 --> 00:32:26,360
+material space فيه هنا بظهر term polarization إنها
+
+436
+00:32:26,360 --> 00:32:32,600
+تجميل ال bound charges بتضيف element زيادة على ال
+
+437
+00:32:32,600 --> 00:32:38,380
+field density D إنها بتساويEpsilon E Epsilon E
+
+438
+00:32:38,380 --> 00:32:39,280
+Epsilon E Epsilon E Epsilon E Epsilon E Epsilon E
+
+439
+00:32:39,280 --> 00:32:39,340
+Epsilon E Epsilon E Epsilon E Epsilon E Epsilon E
+
+440
+00:32:39,340 --> 00:32:39,340
+Epsilon E Epsilon E E Epsilon E E Epsilon E E
+
+441
+00:32:39,340 --> 00:32:39,340
+Epsilon E E Epsilon E E Epsilon E E Epsilon E E E
+
+442
+00:32:39,340 --> 00:32:42,420
+Epsilon E E E E E E E E E E E E E E E E E E E E E
+
+443
+00:32:42,420 --> 00:32:47,120
+E E E E E E E
+
+444
+00:32:47,120 --> 00:32:50,440
+E E E E E E E E E E E E E E E E E E E E E E E E E
+
+445
+00:32:50,440 --> 00:32:50,440
+E E E E E E E E E E E E E E E E E E E E E E E E E
+
+446
+00:32:50,440 --> 00:32:50,740
+E E E E E E E E E E E E E E E E E E E E E E E E E
+
+447
+00:32:50,740 --> 00:32:53,720
+E E E E E E E E E E E E E E E E E E E E E E E E E
+
+448
+00:32:53,720 --> 00:32:55,780
+E E E E E E E E E E E E E E E E E E E E E E E E E
+
+449
+00:32:55,780 --> 00:33:00,500
+E
+
+450
+00:33:01,090 --> 00:33:04,850
+فبنعرف ال dialectic strings قوة ال dialectic هي
+
+451
+00:33:04,850 --> 00:33:08,470
+عبارة عن ال maximum electric field اللي عنده ال
+
+452
+00:33:08,470 --> 00:33:11,250
+dialectic can tolerate or withstand without
+
+453
+00:33:11,250 --> 00:33:14,990
+breakdown يعني ال dialectic strings او قوة احتمال
+
+454
+00:33:14,990 --> 00:33:18,410
+ال dialectic هي ال maximum electric field مقداره
+
+455
+00:33:18,410 --> 00:33:21,820
+بأيس ال dialectic stringsبإن مقدار ال electric
+
+456
+00:33:21,820 --> 00:33:26,380
+field اللي عنده ال dielectric بيضلوا متحمل بدون ما
+
+457
+00:33:26,380 --> 00:33:29,160
+يصلوا break down ال break down بيصير contactor
+
+458
+00:33:29,160 --> 00:33:33,280
+وهدى المشكلة اللى بيصير انه في العوازل تستخدم
+
+459
+00:33:33,280 --> 00:33:38,520
+لحماية عمال كهربا نوع العوازل dielectric تستخدموها
+
+460
+00:33:38,520 --> 00:33:43,380
+عشان يحموهم من ال high potentialفي .. بيقسوهم
+
+461
+00:33:43,380 --> 00:33:46,740
+المفروض في ظروف مخبرية معينة ان يتأكدوا انه بتحمل
+
+462
+00:33:46,740 --> 00:33:50,140
+قداش electric field بدون ما قبل ما يصير ال
+
+463
+00:33:50,140 --> 00:33:54,420
+conductor أحيانا تكون نوعيا مش كافية مش جيدة فبيجي
+
+464
+00:33:54,420 --> 00:33:59,730
+يعمل كهربا هو بيشتغل بيصير electric field بيخترقهي
+
+465
+00:33:59,730 --> 00:34:03,750
+conducting و بوصل الطيار في قلب الإنسان و احنا
+
+466
+00:34:03,750 --> 00:34:07,670
+الطيار قولنا هو الخطر مش ال potential إذا الطيار
+
+467
+00:34:07,670 --> 00:34:11,170
+يخترق جسم الإنسان هو اللي بيعمل مشاكل لما يصير
+
+468
+00:34:11,170 --> 00:34:14,710
+conductor الإنسان لإن العازل اللي قاعد بيعزوه أصلا
+
+469
+00:34:14,710 --> 00:34:19,620
+conductor بس احنا بنعمله عوازلبنحطله كوانتيات و ..
+
+470
+00:34:19,620 --> 00:34:25,400
+او بنلبسه جزم جلد و بنحطله وزع راسه عشان يكون هو
+
+471
+00:34:25,400 --> 00:34:29,020
+dielectric مايصيرش اللي طيار مرفيه إذا هدول ال
+
+472
+00:34:29,020 --> 00:34:32,420
+dielectric اللي هو لبسهم صار لهم break down يعني
+
+473
+00:34:32,420 --> 00:34:35,140
+صار ال conductor على طول الطيار مرفيه في الإنسان
+
+474
+00:34:35,140 --> 00:34:38,760
+لأنه احنا كل المواد اللي لها فيها أملح و مغسل و
+
+475
+00:34:38,760 --> 00:34:43,630
+رباع فصار هذا الحكي كتير من اللي همالعمال اللي
+
+476
+00:34:43,630 --> 00:34:48,070
+بوجه لبسين ال electric .. ال strings تبعه تحمل
+
+477
+00:34:48,070 --> 00:34:51,550
+electric field عالي، إيش ممكن يصلهم؟ يا paralyzed
+
+478
+00:34:51,550 --> 00:34:55,170
+يا وفا يا الاخرين، و غالباً وفا لإن هو مش أعلى
+
+479
+00:34:55,170 --> 00:34:58,450
+أفوه، تجيله السايقة، بوقع، إذا ماتش من الكهرة،
+
+480
+00:34:58,450 --> 00:35:05,810
+بموت من الوقع، تمام؟نحكى دول على السريع و اللقاء
+
+481
+00:35:05,810 --> 00:35:08,770
+القادم بنايدهم أنه linear, isentropic,
+
+482
+00:35:08,890 --> 00:35:12,370
+homogeneous, dielectric كيف بحدد ان هو linear او
+
+483
+00:35:12,370 --> 00:35:15,090
+isentropic او homogeneous بقول عن المادة انها
+
+484
+00:35:15,090 --> 00:35:19,790
+linear اذا كانت D بتتغير linearly مع E يعني مافيش
+
+485
+00:35:19,790 --> 00:35:25,440
+عندي E تربيه او EQLinearly يعني التغيير مع دى زى
+
+486
+00:35:25,440 --> 00:35:29,820
+المثل اللى شوفناه Linear دى بتتناسب مع ايه مش مع
+
+487
+00:35:29,820 --> 00:35:34,700
+ايه تربيه ال material which epsilon or sigma اللى
+
+488
+00:35:34,700 --> 00:35:39,040
+هى ال permittivity و sigma الconductivity لا تعتمد
+
+489
+00:35:39,040 --> 00:35:42,440
+على X Y و Z بنسميها homogenous يعني إذا بتعتمدش
+
+490
+00:35:42,440 --> 00:35:47,170
+على وين اى نقطة فى ال spaceبنسميها homogenous، لكن
+
+491
+00:35:47,170 --> 00:35:50,650
+إذا كانت إبسلون بتعتمد على x, y, z، إيش بنسميها
+
+492
+00:35:50,650 --> 00:35:55,330
+non-homogenous أو inhomogeneous إذا كانت دي بتعتمد
+
+493
+00:35:55,330 --> 00:36:00,810
+على E، إذا كانت إبسلون أو سيجما لا يعتمدوا على x,
+
+494
+00:36:00,890 --> 00:36:03,870
+y, z، بنسميها homogenous، بتعتمد، بنسميها
+
+495
+00:36:03,870 --> 00:36:08,490
+inhomogeneousكمان عندنا ال material اللي عندها D و
+
+496
+00:36:08,490 --> 00:36:11,890
+E are in the same direction بنسميها isotropic يعني
+
+497
+00:36:11,890 --> 00:36:15,790
+E بتكون هك و D بتكون هك مش بينهم زاوية بنسميها
+
+498
+00:36:15,790 --> 00:36:20,430
+isotropic لو كان بينهم مش في نفس الاتجاه بنسميها
+
+499
+00:36:20,430 --> 00:36:24,610
+anisotropic و ساعتها E و C بيصيروا تنصر بيصيروا
+
+500
+00:36:24,610 --> 00:36:29,550
+matrix زي هذا الشكليصير عندى dx و dy و dz، dx ما
+
+501
+00:36:29,550 --> 00:36:33,130
+لها، اللي لها three components مش نفس اتجاه ال E،
+
+502
+00:36:33,130 --> 00:36:36,390
+هيكون تلاتة ال EX والEY والEZ، بيكونوش نفس
+
+503
+00:36:36,390 --> 00:36:40,050
+الاتجاه، بيسميها anisotropic material، anisotropic
+
+504
+00:36:40,050 --> 00:36:42,770
+material، في كتير من ال crystalline material اللي
+
+505
+00:36:42,770 --> 00:36:46,450
+موجودة في الطبيعة اللي بتكون لها طبيعة ال
+
+506
+00:36:46,450 --> 00:36:46,970
+anisotropic
+
+507
+00:36:50,070 --> 00:36:52,990
+طبعا خلّينا الباقى يبقى نفس الحاجة بتتطبق على اللي
+
+508
+00:36:52,990 --> 00:36:56,410
+هو القائل J بيساوي Sigma E اللي هي العلاقة بين J و
+
+509
+00:36:56,410 --> 00:36:59,710
+E إذا Sigma بتعتمدش على X و Y و Z بنقول عنها
+
+510
+00:36:59,710 --> 00:37:03,770
+homogenous J و E بيعتمدوا على linear homogenous
+
+511
+00:37:03,770 --> 00:37:07,930
+بتكون إذا كان E .. J في اتجاه ال E بتكون isotropic
+
+512
+00:37:07,930 --> 00:37:10,950
+إذا مش في اتجاهها بيكون اللي هي Sigma tensor
+
+513
+00:37:10,950 --> 00:37:14,350
+فبتكون unisotropic وبنأكد عليهم اللقاء القادم ان
+
+514
+00:37:14,350 --> 00:37:15,590
+شاء الله يا تقلع
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/kG2lS7Q6L98_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/kG2lS7Q6L98_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..61583124cb86ec814739b3779ac13cea44d9e680
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/kG2lS7Q6L98_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 3625, "start": 20.67, "end": 36.25, "text": "بسم الله الرحمن الرحيم السلام عليكم ورحمة الله وبركاته احنا اليوم ان شاء الله هتتبع موضوعنا ال boundary value problems او boundary conditional problems بكيف نحسب ال potential وقولنا من ال potential حسبنا يقدر نحسب ال electric field", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 21136, 37440, 25894, 24793, 4032, 2288, 35571, 3660, 21984, 4032, 26890, 4117, 9307, 3224, 1975, 5016, 8315, 45595, 20498, 16472, 13412, 16606, 21984, 8032, 2655, 2655, 3555, 3615, 3714, 2407, 11242, 45367, 8315, 2423, 12866, 2158, 2740, 1975, 2407, 12866, 27708, 2740, 4724, 4117, 33911, 8717, 5016, 35457, 2423, 3995, 4032, 39648, 8315, 9154, 2423, 3995, 11331, 35457, 8315, 7251, 28543, 2288, 8717, 5016, 35457, 2423, 5210, 2519], "avg_logprob": -0.2908653930211679, "compression_ratio": 1.7474747474747474, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 20.67, "end": 20.95, "word": "بسم", "probability": 0.6689453125}, {"start": 20.95, "end": 21.15, "word": " الله", "probability": 0.97265625}, {"start": 21.15, "end": 21.45, "word": " الرحمن", "probability": 0.93505859375}, {"start": 21.45, "end": 21.87, "word": " الرحيم", "probability": 0.9811197916666666}, {"start": 21.87, "end": 22.63, "word": " السلام", "probability": 0.775390625}, {"start": 22.63, "end": 23.03, "word": " عليكم", "probability": 0.8720703125}, {"start": 23.03, "end": 23.35, "word": " ورحمة", "probability": 0.82342529296875}, {"start": 23.35, "end": 23.49, "word": " الله", "probability": 0.95458984375}, {"start": 23.49, "end": 24.13, "word": " وبركاته", "probability": 0.95908203125}, {"start": 24.13, "end": 24.79, "word": " احنا", "probability": 0.81396484375}, {"start": 24.79, "end": 24.95, "word": " اليوم", "probability": 0.95361328125}, {"start": 24.95, "end": 25.09, "word": " ان", "probability": 0.720703125}, {"start": 25.09, "end": 25.21, "word": " شاء", "probability": 0.8740234375}, {"start": 25.21, "end": 25.25, "word": " الله", "probability": 0.9150390625}, {"start": 25.25, "end": 25.91, "word": " هتتبع", "probability": 0.783251953125}, {"start": 25.91, "end": 26.59, "word": " موضوعنا", "probability": 0.986328125}, {"start": 26.59, "end": 26.77, "word": " ال", "probability": 0.2379150390625}, {"start": 26.77, "end": 27.21, "word": " boundary", "probability": 0.6474609375}, {"start": 27.21, "end": 28.59, "word": " value", "probability": 0.315673828125}, {"start": 28.59, "end": 29.17, "word": " problems", "probability": 0.75439453125}, {"start": 29.17, "end": 29.47, "word": " او", "probability": 0.7159423828125}, {"start": 29.47, "end": 29.91, "word": " boundary", "probability": 0.859375}, {"start": 29.91, "end": 30.47, "word": " conditional", "probability": 0.467041015625}, {"start": 30.47, "end": 31.05, "word": " problems", "probability": 0.88232421875}, {"start": 31.05, "end": 31.97, "word": " بكيف", "probability": 0.7091878255208334}, {"start": 31.97, "end": 32.33, 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صالبة", "probability": 0.8225911458333334}, {"start": 1379.63, "end": 1380.11, "word": " هيكون", "probability": 0.7588704427083334}, {"start": 1380.11, "end": 1380.37, "word": " ال", "probability": 0.68212890625}, {"start": 1380.37, "end": 1380.77, "word": " solution", "probability": 0.9755859375}, {"start": 1380.77, "end": 1381.29, "word": " التاني", "probability": 0.8785807291666666}, {"start": 1381.29, "end": 1381.77, "word": " ال", "probability": 0.87060546875}, {"start": 1381.77, "end": 1382.19, "word": " complete", "probability": 0.8251953125}, {"start": 1382.19, "end": 1382.79, "word": " solution", "probability": 0.95947265625}, {"start": 1382.79, "end": 1383.27, "word": " المجموعة", "probability": 0.873828125}, {"start": 1383.27, "end": 1383.71, "word": " التانية", "probability": 0.87353515625}], "temperature": 1.0}, {"id": 53, "seek": 141326, "start": 1384.46, "end": 1413.26, "text": "مجموعة لما Alpha قدامها إشارة موجبة و لما تكون قدامها إشارة سابقة حتى إن X بيتساوية A1 E to 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2916.03, "end": 2930.49, "text": "و منكون هذا الغرض من ان هذا ال chapter انتهى لما احصل كل هاي elements يعطيكوا العافية و القادمة نحاول انا أسرع يعني مش هاخد في التفاصيل بتاعة كل ال problem يعني كل هاي تطبيقات", "tokens": [2407, 9154, 30544, 23758, 6024, 118, 43042, 9154, 16472, 23758, 2423, 7187, 16472, 47395, 7578, 5296, 15042, 1975, 5016, 36520, 28242, 8032, 47302, 4959, 37495, 9566, 1829, 4117, 14407, 18863, 31845, 10632, 4032, 25062, 18513, 46007, 8717, 5016, 995, 12610, 1975, 8315, 5551, 3794, 2288, 3615, 37495, 22653, 37893, 8032, 47283, 3215, 8978, 16712, 5172, 33546, 26895, 39894, 995, 27884, 28242, 2423, 1154, 37495, 22653, 28242, 8032, 47302, 6055, 9566, 21292, 4587, 9307], "avg_logprob": -0.24725506515116305, "compression_ratio": 1.6065573770491803, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 2916.03, "end": 2916.25, "word": "و", "probability": 0.6552734375}, {"start": 2916.25, "end": 2916.83, "word": " منكون", "probability": 0.6448974609375}, {"start": 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new file mode 100644
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@@ -0,0 +1 @@
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0.6997314453125}, {"start": 1830.92, "end": 1831.02, "word": " و", "probability": 0.313720703125}, {"start": 1831.02, "end": 1831.42, "word": " يجيبوا", "probability": 0.94853515625}, {"start": 1831.42, "end": 1831.96, "word": " معهم", "probability": 0.776611328125}, {"start": 1831.96, "end": 1832.9, "word": " اللي", "probability": 0.6195068359375}, {"start": 1832.9, "end": 1833.06, "word": " هم", "probability": 0.8701171875}, {"start": 1833.06, "end": 1833.76, "word": " مركبت", "probability": 0.5634765625}, {"start": 1833.76, "end": 1834.6, "word": " بسؤالية", "probability": 0.679541015625}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 1838.091625, "duration_after_vad": 1704.6787499999957}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/oTaDolk77vQ_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/oTaDolk77vQ_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..6f9b9740e32cb5ce901af3d53d2cb48222d3d61a
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/oTaDolk77vQ_postprocess.srt
@@ -0,0 +1,2388 @@
+1
+00:00:20,940 --> 00:00:23,260
+بسم الله الرحمن الرحيم السلام عليكم و رحمة الله و
+
+2
+00:00:23,260 --> 00:00:25,100
+بركاته و احنا اليوم هنتبع ان شاء الله ال vector
+
+3
+00:00:25,100 --> 00:00:28,580
+analysis و احنا المحاضر الماضي ميزنا بين scalar و
+
+4
+00:00:28,580 --> 00:00:33,260
+vector وميزنا بين ال position و ال distance و
+
+5
+00:00:33,260 --> 00:00:36,620
+vectors و parameters ميزنا بين كيف انه اعمل الجميع
+
+6
+00:00:36,620 --> 00:00:40,120
+و بنعمل الطريح و الا اخرين اليوم احنا و اخدمها
+
+7
+00:00:40,120 --> 00:00:43,580
+احنا سيرت الدرب احنا بس شوفنا الجميع و الطريح ان
+
+8
+00:00:43,580 --> 00:00:46,480
+الدرب في ال vector مختلف كليا عن الدرب في ال
+
+9
+00:00:46,480 --> 00:00:50,180
+scalarالدرجة من ال vector انه طرف تاني حتى دلتاني
+
+10
+00:00:50,180 --> 00:00:53,880
+واحدة نسميها scalar أو ال dot product والتاني
+
+11
+00:00:53,880 --> 00:00:57,200
+اسمها vector or cross product الأسماء جاية من
+
+12
+00:00:57,200 --> 00:01:00,880
+الناتج المنتج تبعهم ال dot product الناتج تبعه
+
+13
+00:01:00,880 --> 00:01:04,500
+scalar عشان هيك اسمه scalar الناتج تبع ال cross
+
+14
+00:01:04,500 --> 00:01:09,480
+product vector عشان هيك هو اسمه vectorبتجمد هنا ال
+
+15
+00:01:09,480 --> 00:01:12,800
+multiplication لأكتر من 2 vectors يعني لو كان عندي
+
+16
+00:01:12,800 --> 00:01:17,200
+بس 2 vectors هيكون يا عندي dot او scalar يا عندي
+
+17
+00:01:17,200 --> 00:01:20,180
+vector ال product لو كان عندي مثلا تلاتة vectors
+
+18
+00:01:20,180 --> 00:01:23,720
+هيكون عندي برضه أنموعة تانية من ال product هيكون
+
+19
+00:01:23,720 --> 00:01:26,160
+في عندي مثلا scalar whichever product برضه نفس
+
+20
+00:01:26,160 --> 00:01:30,160
+القضية ال scalar جامن الناتج الناتج تبع a dot b
+
+21
+00:01:30,160 --> 00:01:33,220
+cross c scalar لإنه b cross c قلنا إيش الناتج
+
+22
+00:01:33,220 --> 00:01:36,080
+تبعها vector a dot vector
+
+23
+00:01:38,530 --> 00:01:42,410
+والنوع التالت او الرابع هيكون هو vector a triple
+
+24
+00:01:42,410 --> 00:01:46,990
+product اللي هو a cross b cross c وهذا انها تشتبع
+
+25
+00:01:46,990 --> 00:01:55,790
+عرض ال vector نجي
+
+26
+00:01:55,790 --> 00:01:58,930
+لل vector product لو انا عندى two vectors احنا
+
+27
+00:01:58,930 --> 00:02:05,030
+قولنا لهم ان انا a cross b بعطينا cمعناه إنه لازم
+
+28
+00:02:05,030 --> 00:02:07,890
+ال vector التالت قيله اتجاه عشان أحد اتجاه ال
+
+29
+00:02:07,890 --> 00:02:10,770
+vector التالت بستخدم ال right hand rule ال right
+
+30
+00:02:10,770 --> 00:02:13,490
+hand rule بتقوله بحط أيدي عن ال vector الأول هو ال
+
+31
+00:02:13,490 --> 00:02:17,290
+A و بلف في اتجاه B وين بي موجودة بلف أيدي عليه
+
+32
+00:02:17,290 --> 00:02:22,670
+فبتصير A cross B تقرين اتجاه C يعني لو أنا كانوا
+
+33
+00:02:22,670 --> 00:02:24,830
+عامد ال vector استعوني بهذا الشكل هم اللي بيدعملهم
+
+34
+00:02:24,830 --> 00:02:30,150
+cross product A وB بروح من A لB أو كان هناك هقول
+
+35
+00:02:30,150 --> 00:02:34,630
+من A لB هى معناه أني بلفبلغوف من اتجاه ال vector
+
+36
+00:02:34,630 --> 00:02:37,290
+الأول للتانى اما بتعمل cross ما بين ال a و ال b
+
+37
+00:02:37,290 --> 00:02:41,630
+فبقول a cross b بطني c لو كان ال b هنا ايش بعمل
+
+38
+00:02:41,630 --> 00:02:46,790
+cross اك؟ a cross b بطلع ال c لتحت كمان ممكن احنا
+
+39
+00:02:46,790 --> 00:02:48,850
+بدل ما نستخدم ال right hand rule هذا اسم ال right
+
+40
+00:02:48,850 --> 00:02:52,490
+hand rule اللي بعمل a cross b بطني c ممكن استخدم
+
+41
+00:02:52,490 --> 00:02:55,070
+ان هي فكرة ال fact في ناس بحبوا البراغي بالذات و
+
+42
+00:02:55,070 --> 00:02:57,350
+انا بحب فكرة البراغي اكتر من ال right hand rule
+
+43
+00:02:58,130 --> 00:03:00,470
+عارف زمان و احنا ببرسات قلنا راحت هغلو و تعمل
+
+44
+00:03:00,470 --> 00:03:02,790
+مشاكل، بيجي الولد على ال .. لازم يدرس على
+
+45
+00:03:02,790 --> 00:03:05,110
+البراندة، بقعد يعمل هيك، يعمل هيك، بيجي الجار و
+
+46
+00:03:05,110 --> 00:03:10,670
+يضربه على الأرض، قعد أشهر لابنته، فبقولك أحسن حاجة
+
+47
+00:03:10,670 --> 00:03:15,010
+هي مين ال .. البرغة بالنسبة للشباب، المرئيش بيطلع،
+
+48
+00:03:15,010 --> 00:03:18,230
+بقول أنا بدي ألف البرغة من تجار A لB، إذا هيك A
+
+49
+00:03:18,230 --> 00:03:23,040
+وB، بلفه هكفلما تلف البرغة اللي هيتحرك هي على فوق
+
+50
+00:03:23,040 --> 00:03:26,520
+A لتحت فانا هاي البرغة تبعي و بديت ألف من A ل B
+
+51
+00:03:26,520 --> 00:03:30,440
+اتجاه هاي A و هاي B هنا فبلف البرغة و انا بطلع و
+
+52
+00:03:30,440 --> 00:03:33,860
+انا بطلع على فوق فهذا اتجاه ال vector التالت واضح؟
+
+53
+00:03:33,860 --> 00:03:36,760
+لو كان العكس لو انا عندي A ل B هاي هذا ال vector
+
+54
+00:03:36,760 --> 00:03:40,120
+التالت اللي فاك تبعي و بدي ألف من A ل B هي هنا A و
+
+55
+00:03:40,120 --> 00:03:44,040
+هاي B بدي ألف اتجاه ال B بنزل البرغة لتحت فهذا
+
+56
+00:03:44,040 --> 00:03:47,560
+بيكون اتجاه ال set يعني إيه ال right hand rule؟
+
+57
+00:03:47,560 --> 00:03:50,830
+إيه إيه الشركات البرغة؟بلوفه هك اذا انا رايحة من A
+
+58
+00:03:50,830 --> 00:03:54,830
+ل B او بلوفه هك اذا رايحة من A ل B اذا كانت B تلات
+
+59
+00:03:54,830 --> 00:03:59,770
+اتجاه اذا هذا هو اللي بيحددلي اتجاه ال vector
+
+60
+00:03:59,770 --> 00:04:04,750
+across ال product نيجي ندرس واحد منهم بالواحد يعني
+
+61
+00:04:04,750 --> 00:04:07,870
+ناخد كيف بتعمل هذا ال product أسوأ ال dot product
+
+62
+00:04:07,870 --> 00:04:10,710
+ولا ال vector product نبدأ بال dot product احنا
+
+63
+00:04:10,710 --> 00:04:15,030
+قلنا A dot B لازم اعطني scalar مقدار هذا ال scalar
+
+64
+00:04:15,030 --> 00:04:20,450
+بساوي المجلده التبع A بالمجلد تبع Bالزاوية اللي
+
+65
+00:04:20,450 --> 00:04:26,750
+بينها يعني لو كان عندي هاي ال vector A وهي ال
+
+66
+00:04:26,750 --> 00:04:31,510
+vector B وهي الزاوية اللي بينهم انا هسميها theta
+
+67
+00:04:31,510 --> 00:04:37,990
+AB هيكون عندى ال product هو magnitude تبع A وال
+
+68
+00:04:37,990 --> 00:04:43,310
+magnitude تبع B فهو جبت برامج الزاوية اللي بينهم
+
+69
+00:04:45,270 --> 00:04:48,610
+يعني مثلًا لو كنت عندي a اللي هو ال vector a، اللي
+
+70
+00:04:48,610 --> 00:04:50,950
+هو ال components، احنا قولنا هذا تمثيل تبع ال
+
+71
+00:04:50,950 --> 00:04:56,210
+vectors، يا مصدر الأقراص وهذه ال X component وY
+
+72
+00:04:56,210 --> 00:05:01,890
+component وZ component، يا بكتبه بشكل اللي هو ax x
+
+73
+00:05:01,890 --> 00:05:07,870
+hat زي ay y hat زي az z hat، كنت فاقناه يكتبها x
+
+74
+00:05:07,870 --> 00:05:12,410
+hat y hat z hat، يا زي ما الكتاب يعملها ax hat ay
+
+75
+00:05:12,410 --> 00:05:18,410
+hat ez hat، أه؟نفس الشيء لل V هذا vector و هاي ال
+
+76
+00:05:18,410 --> 00:05:21,950
+components بتاعته في X و Y و Z انددتوا product
+
+77
+00:05:21,950 --> 00:05:26,510
+بقولوا التالي اندي ال component X مع ال component
+
+78
+00:05:26,510 --> 00:05:31,150
+X doted بشكل اهم هو اللي بقدر اعمل product لكل ال
+
+79
+00:05:31,150 --> 00:05:36,690
+components يعني اذا بدأتوا بتفصيل R
+
+80
+00:05:36,690 --> 00:05:50,460
+dot V هي عبارة عن Ax Ayisn doted مع bx by bz هتكون
+
+81
+00:05:50,460 --> 00:05:57,640
+ال component الأولى مع الأولى بax x hat doted مع
+
+82
+00:05:57,640 --> 00:06:05,960
+bx x hat التانية الأولى مع التانية زائد ax x hat
+
+83
+00:06:05,960 --> 00:06:17,900
+doted مع by y hat زائد ax x hatاكس اكسها دتت مع بي
+
+84
+00:06:17,900 --> 00:06:24,980
+زد زدها و هكذا نبدأ بالاي و ايها دتت مع بي اكس
+
+85
+00:06:24,980 --> 00:06:31,300
+اكسها و هكذا معين؟ لكن في حاجة مهمة جدت في ال dot
+
+86
+00:06:31,300 --> 00:06:34,440
+product قولنا ال dot product تبع اي two components
+
+87
+00:06:34,440 --> 00:06:37,940
+بيعطينا قيمة الأول و قيمة التانية في جيب الزاوية
+
+88
+00:06:37,940 --> 00:06:42,340
+اللي بينهم احنا ال XYZ معله فده Cartesian
+
+89
+00:06:42,340 --> 00:06:56,670
+CoordinateX Y و Z أسوأ طالع ولا داخل هى X هى Y X Y
+
+90
+00:06:56,670 --> 00:07:01,870
+Z باخد ال right hand rule هنا عند X hat عند Y hat
+
+91
+00:07:01,870 --> 00:07:09,010
+و عند Z hat هدولة بتسميهم unit vectors X hat و Y
+
+92
+00:07:09,010 --> 00:07:15,470
+hat و Z hatماذا يعني ان المجموعة تبقى واحدة يعني
+
+93
+00:07:15,470 --> 00:07:22,050
+اذا اجيب X hat مجموعة يتحكم واحدة لأن المجموعة
+
+94
+00:07:22,050 --> 00:07:26,950
+هتعرف عليه جزر التربيه ل X hat dot X hat اذا كنت
+
+95
+00:07:26,950 --> 00:07:30,530
+تسعى معنا dot product ايش معناه رابع عن جزر
+
+96
+00:07:30,530 --> 00:07:33,550
+التربيه المجموعة تبقى الها اول ومجموعة تبقى التاني
+
+97
+00:07:33,550 --> 00:07:37,770
+تجيب سواء بينهم اللي يبقى رابع عن كسين اللي يتسين
+
+98
+00:07:37,770 --> 00:07:45,490
+تجيب تسين اداش واحدجيب تمام إذا و غير بينهم Zero X
+
+99
+00:07:45,490 --> 00:07:49,470
+hat
+
+100
+00:07:49,470 --> 00:07:54,470
+مجنته تبعها واحد ال Y hat مجنته تبعها واحد ال Z
+
+101
+00:07:54,470 --> 00:07:58,670
+hat مجنته تبعها واحد فاندي X hat dot X hat واحد
+
+102
+00:07:58,670 --> 00:08:03,990
+بينما X hat dot Y hat ماتساوش اللي حطيتلكميها في
+
+103
+00:08:03,990 --> 00:08:07,800
+ال group لإنه عادي مجنته تبع X hat هو واحدفي
+
+104
+00:08:07,800 --> 00:08:11,020
+مجموعة y hat واحد في جيب التوية الزاوية بينه مقدر
+
+105
+00:08:11,020 --> 00:08:16,200
+كتان درجة جيب تان تسعين زيرو اذا انا عندها ده اللي
+
+106
+00:08:16,200 --> 00:08:20,260
+بيحقق هو الشرط اللي هي unit vectors اذا كانوا
+
+107
+00:08:20,260 --> 00:08:22,780
+اتنين متعامدين مع بعض x hat و y hat الشيء اللي
+
+108
+00:08:22,780 --> 00:08:26,020
+بيكون ال total product تبعهم زيرو x hat و z hat ال
+
+109
+00:08:26,020 --> 00:08:30,700
+total product تبعهم زيرو x hat و x hat واحد y hat
+
+110
+00:08:30,700 --> 00:08:37,330
+و y hat واحد z hat و z hat واحداذا بنقول هدولة ال
+
+111
+00:08:37,330 --> 00:08:41,770
+components اي حاجة فيها x hat و y hat اي حاجة فيها
+
+112
+00:08:41,770 --> 00:08:48,710
+0 y hat و x hat 0 x hat و z hat 0 هيظل عند مين
+
+113
+00:08:48,710 --> 00:08:54,090
+اللي هي مثلا ال a
+
+114
+00:08:54,090 --> 00:09:02,310
+y hat a y y hat dot by y hat هيظل عند مين a z z
+
+115
+00:09:02,310 --> 00:09:04,750
+hat dot
+
+116
+00:09:17,660 --> 00:09:20,640
+عشان هيك بيطلعوا معناة كهذه formula
+
+117
+00:09:25,900 --> 00:09:30,520
+زي ال AYBY زي ال AZBZ فإن أي حاجة اي dot تاني ما
+
+118
+00:09:30,520 --> 00:09:32,980
+بين ال components البقيين يعني لو أنا عملت ال dot
+
+119
+00:09:32,980 --> 00:09:37,720
+ما بين ال AX والBY هتكون zero، ماضر؟ إذا البساطة
+
+120
+00:09:37,720 --> 00:09:40,580
+ال dot ال product هو عبارة عن حاصل ال similar
+
+121
+00:09:40,580 --> 00:09:43,200
+components يعني ال X components مع بعض زي ال Y
+
+122
+00:09:43,200 --> 00:09:47,800
+components مع بعض زي ال Z components مع بعض كمان
+
+123
+00:09:47,800 --> 00:09:51,940
+ال dot ال product احنا مش معرفةه بA بB بقصين
+
+124
+00:09:51,940 --> 00:09:54,600
+الزاوية إذا أنا بقدر أعمل ال dot ال product بهذه
+
+125
+00:09:54,600 --> 00:09:59,700
+الطريقةأجيب المجلد تبع A و المجلد تبع B و أدرسه في
+
+126
+00:09:59,700 --> 00:10:02,320
+ال case file يزور بينهم أو إذا كنت عارفة ال
+
+127
+00:10:02,320 --> 00:10:06,180
+components أعمل الهاي الطريقة كما الهاي كما
+
+128
+00:10:06,180 --> 00:10:09,620
+بتساعدني لو أنا كنت عارفة قيم A و B و ال
+
+129
+00:10:09,620 --> 00:10:22,780
+components عامهم أجيب يتزور بينهم معايا؟ طيب إيش
+
+130
+00:10:22,780 --> 00:10:29,940
+فيه من خصائص ال productخصائصه انه ال commutative
+
+131
+00:10:29,940 --> 00:10:34,760
+law ايش يعني ال commutative law انه سواء ضابط a
+
+132
+00:10:34,760 --> 00:10:38,540
+dot b او b dot a لازم يبقى نفس الحاجة و من هنا ده
+
+133
+00:10:38,540 --> 00:10:44,620
+الحقيقة لو انا حضرت هنا b dot a حضرت هنا bx ex هل
+
+134
+00:10:44,620 --> 00:10:48,820
+حد فرقها ايه ولا by ay ماهد اخدناها في المخدرات
+
+135
+00:10:48,820 --> 00:10:50,200
+الماضية مش هيك
+
+136
+00:10:54,090 --> 00:10:57,010
+فى الـ not distributive يعني التوزيع لو انا اول
+
+137
+00:10:57,010 --> 00:11:01,350
+جمعة اندي طلعتها vector A وB وC لو جمعت اول ال B
+
+138
+00:11:01,350 --> 00:11:05,590
+مع ال C عملتلهم dot ال product مع ال A لازم يساوي
+
+139
+00:11:05,590 --> 00:11:08,950
+لو انا عملت اول dot ال product ما بين ال A وB و
+
+140
+00:11:08,950 --> 00:11:13,510
+dot ال product مع ال A وC و جمعت ال نواتي مع بعض
+
+141
+00:11:13,510 --> 00:11:19,410
+يعني زى ما انتوا شايفين أسوأ في البداية جمعت ال B
+
+142
+00:11:19,410 --> 00:11:24,490
+مع ال Cو الناتج او اول عملت dot product ما بين ال
+
+143
+00:11:24,490 --> 00:11:27,410
+a و ال b و ال dot product ما بين ال a و ال c و
+
+144
+00:11:27,410 --> 00:11:30,350
+بعدين جمعتهم مع بعض نفس الناتج طبعا هذا ال
+
+145
+00:11:30,350 --> 00:11:33,350
+magnitude اللي هو a dot a ناتج من اللي اللي هي
+
+146
+00:11:33,350 --> 00:11:36,210
+العلاقة اللي هنا
+
+147
+00:11:41,780 --> 00:11:45,360
+أو من هنا تعني مثل حاجة هتعطينا a في a اللي هو ال
+
+148
+00:11:45,360 --> 00:11:48,220
+magneto في magneto فجبتهم يزول بينهم، قداشر بتعمل
+
+149
+00:11:48,220 --> 00:11:51,620
+تمام يزول بين ال a و ال a، zero، جبتهم zero واحد،
+
+150
+00:11:51,620 --> 00:11:55,560
+اذا ال dot product ل a مع dot m هتسوي ايه تنبيه؟
+
+151
+00:11:55,560 --> 00:11:58,740
+اذا a هي ال magneto، مش بتسوي الجزر التنبيهي ل a
+
+152
+00:11:58,740 --> 00:12:01,300
+dot a، واضح؟
+
+153
+00:12:04,530 --> 00:12:07,370
+و هدا انا حكيتلكم يا ال unit vectors لازم اذا كان
+
+154
+00:12:07,370 --> 00:12:10,530
+ال unit vector معروف انه ال magnitude تبعه ال unit
+
+155
+00:12:10,530 --> 00:12:13,710
+vector تعريفه هو ال unit vector ال magnitude تبعه
+
+156
+00:12:13,710 --> 00:12:16,710
+واحد ف ال dot product مع ال unit vector نفسه
+
+157
+00:12:16,710 --> 00:12:19,610
+بعطيني واحد unit vector و vector و ان unit vector
+
+158
+00:12:19,610 --> 00:12:24,150
+عمودي عليها بيكون zero كي اسف صار لحد هنا؟ هيك
+
+159
+00:12:24,150 --> 00:12:27,690
+احنا خلصنا ال dot product ديش ال cross product ال
+
+160
+00:12:27,690 --> 00:12:29,970
+cross product اللي هو ال vector product كمان
+
+161
+00:12:29,970 --> 00:12:32,250
+سميناه لإنه ال نميش تبعه vector
+
+162
+00:12:35,490 --> 00:12:38,090
+الـ magnitude تبع ال cross product هذا ال
+
+163
+00:12:38,090 --> 00:12:42,910
+magnitude تبعه هو عبارة عن a في b ب sign الزاوية
+
+164
+00:12:42,910 --> 00:12:48,830
+اللي بينهم هذا ال magnitude عشان
+
+165
+00:12:48,830 --> 00:12:53,050
+هذا vector فإيش هيكون فيه الاتجاه تبع ال vector
+
+166
+00:12:53,050 --> 00:12:56,090
+الجديد am يمثل اتجاه ال vector النتج من ال cross
+
+167
+00:12:56,090 --> 00:13:00,370
+product تبع a مع b إذا a cross b هيعطينا ال vector
+
+168
+00:13:00,370 --> 00:13:03,930
+اللي مقداره a في b ب sign الزاوية اللي بينهم
+
+169
+00:13:03,930 --> 00:13:09,980
+واتجاهه اللي هوأيه هذا؟ انا ممكن كمان اعرف ال
+
+170
+00:13:09,980 --> 00:13:12,100
+cross product عن طريق ال determinant بتاع ال
+
+171
+00:13:12,100 --> 00:13:16,640
+matrix A cross B فهو ال determinant بوزر ال unit
+
+172
+00:13:16,640 --> 00:13:18,980
+vectors اللي هي ال partition مثلا في حالتنا احنا
+
+173
+00:13:18,980 --> 00:13:21,940
+مثلا بنعمل ال partition X hat وY hat وZ hat ال
+
+174
+00:13:21,940 --> 00:13:24,360
+component بتاعة ال vector الأول و ال component
+
+175
+00:13:24,360 --> 00:13:26,600
+بتاعة ال vector التاني بتعرفوا تعملوا ال
+
+176
+00:13:26,600 --> 00:13:30,480
+determinant تحسوها ولا في داعي راجعوا مع بعض كله
+
+177
+00:13:30,480 --> 00:13:31,880
+عارف في حد مش عارف
+
+178
+00:13:41,470 --> 00:13:46,390
+هذا اللي هي ال permutative يعني انا عندي اي unit
+
+179
+00:13:46,390 --> 00:13:50,270
+vectors اللي هم مثلا X hat و Y hat و Z hat برتبهم
+
+180
+00:13:50,270 --> 00:13:56,430
+في المحيط دائرة لو انا عندي X hat مشيت حسب توراة
+
+181
+00:13:56,430 --> 00:14:01,890
+الساعة يعني ان كان عندي X hat cross Y hat X hat
+
+182
+00:14:01,890 --> 00:14:07,260
+cross Y hat هبقيني بصة في Z hatلو كان عندي y hat
+
+183
+00:14:07,260 --> 00:14:10,500
+cross z hat هبقى بتلبس في x hat يعني طول ما أنا
+
+184
+00:14:10,500 --> 00:14:14,540
+ماشية في الدائرة في اتجاه اللي هي قرب الساعة بيكون
+
+185
+00:14:14,540 --> 00:14:17,580
+النات الصحيح لو أنا ماشيت عكسها قرب الساعة يعني
+
+186
+00:14:17,580 --> 00:14:22,970
+هبقى Ax cross z hat هبقى بيبطيني minus yزها تكروس
+
+187
+00:14:22,970 --> 00:14:27,550
+ويها تطييني مينوس اكسها ويها تكروس اكسها تطييني
+
+188
+00:14:27,550 --> 00:14:31,110
+مينوس اكسها واضح ان هذه هي الممتدة للتفسيير يعني و
+
+189
+00:14:31,110 --> 00:14:33,390
+احنا أصغر كانت هذه أسفل حاجة من الظباط دوة من خلال
+
+190
+00:14:33,390 --> 00:14:38,310
+دائرة XYZ XZK هذا موجود ثم انا بروسف هذا الاتجاه
+
+191
+00:14:38,310 --> 00:14:41,890
+لما تجيني تنتمي عكس الاتجاه هاتول بيكون اللي هو
+
+192
+00:14:41,890 --> 00:14:42,990
+الإشارة سنة
+
+193
+00:14:47,590 --> 00:14:50,990
+مش الخصائص بتاعة ال cross product اولا ان هو مش
+
+194
+00:14:50,990 --> 00:14:54,810
+commutative يعني معناه اذا قلت a cross b لها تساوي
+
+195
+00:14:54,810 --> 00:14:58,150
+b cross a ليش؟ لان انا اتفق ان اقول a cross b بسكر
+
+196
+00:14:58,150 --> 00:15:02,190
+a على b بيعطيني ال vector بيكروس a بسكر بيكروس a
+
+197
+00:15:02,190 --> 00:15:05,190
+بتعطيني ال vector معله مش نفس الاتجاه اذا ما
+
+198
+00:15:05,190 --> 00:15:08,350
+تساويش في نفس المقدع الاتجاه مش نفس ال vector فإذا
+
+199
+00:15:08,350 --> 00:15:11,450
+هي مش commutative يعني a cross b لها تساوي b cross
+
+200
+00:15:11,450 --> 00:15:16,700
+aAnticommutative يعني انه انا شرحتلكم a cross b
+
+201
+00:15:16,700 --> 00:15:21,000
+بتطلع لفوق و b cross a بتطلع تحت نفس المقضعة فهي
+
+202
+00:15:21,000 --> 00:15:24,180
+anticommutative يعني معناه انه في إشارة سالبة ال
+
+203
+00:15:24,180 --> 00:15:28,660
+vector a cross b بيكون تجاه مثلا ال z hat لكن ال b
+
+204
+00:15:28,660 --> 00:15:33,800
+cross a بيكون تجاه هوفر سالبit is not associative
+
+205
+00:15:33,800 --> 00:15:37,300
+يعني انا بقدرش اوزاها بقدرش اقول ان a cross b
+
+206
+00:15:37,300 --> 00:15:40,400
+cross c انه associative يعني مثلا اول اعمل cross
+
+207
+00:15:40,400 --> 00:15:44,160
+product بين ال a و ال b و بعدين اعمل cross مع c لا
+
+208
+00:15:44,160 --> 00:15:47,920
+تساوي اللي لو عملت cross product b مع c و عملتلها
+
+209
+00:15:47,920 --> 00:15:50,860
+cross product مع a بيساويوش معاك بالسبب ان هذا
+
+210
+00:15:50,860 --> 00:15:55,520
+vector productلكن هي distributive يعني أسوأ عملت
+
+211
+00:15:55,520 --> 00:15:58,940
+أول جماعة ال P مع ال C و عملت ال cross product مع
+
+212
+00:15:58,940 --> 00:16:02,840
+A أو أول عملت cross A cross P بعد ال A cross C نفس
+
+213
+00:16:02,840 --> 00:16:05,840
+النتيجة و قولنا ال vector crossed مع نفسه بعطينا
+
+214
+00:16:05,840 --> 00:16:06,360
+Zero
+
+215
+00:16:10,360 --> 00:16:13,680
+الـtriple product scalar الـtriple product وهذا
+
+216
+00:16:13,680 --> 00:16:16,600
+شفناه قلنا ليش هو scalar triple لأن قلنا في عمدي
+
+217
+00:16:16,600 --> 00:16:19,640
+أول across ال product بيعطينا vector دُتت معايا
+
+218
+00:16:19,640 --> 00:16:22,400
+scalar بيعطينا scalar البساطة ال triple product
+
+219
+00:16:22,400 --> 00:16:25,720
+اللي عبّر عنه برضه ال determinant النتج تبع ال
+
+220
+00:16:25,720 --> 00:16:29,200
+determinant بيعطينا قيمة اللي هو ال triple product
+
+221
+00:16:29,200 --> 00:16:33,620
+برتب ال vector الأول اللي هو ال A السطر الأول ال V
+
+222
+00:16:33,620 --> 00:16:37,460
+السطر التاني و ال C السطر التالت
+
+223
+00:16:55,490 --> 00:17:05,050
+عشان الناس تحفظها بيقولوا back cap يعني مجرد
+
+224
+00:17:05,050 --> 00:17:10,410
+تذكيربس لازم تكون حاصل انه a cross b cross c يعني
+
+225
+00:17:10,410 --> 00:17:13,070
+لو وجدت كرموز تانية حطها على جانب a cross b cross
+
+226
+00:17:13,070 --> 00:17:16,450
+c وقولي back cap back cap ايش معناه ان الترتيب
+
+227
+00:17:16,450 --> 00:17:21,050
+الأولاني هو back والترتيب التاني cap back هيكون ال
+
+228
+00:17:21,050 --> 00:17:26,870
+b مضروب في a dot c والترتيب minus c a dot b يعني
+
+229
+00:17:26,870 --> 00:17:30,750
+انها لازم تعرف حاجة بس عشان تتذكر الترتيب اللي هي
+
+230
+00:17:30,750 --> 00:17:32,650
+back cap واضح؟
+
+231
+00:17:37,420 --> 00:17:42,640
+إن a dot b مضروبة في c vector لها تساوي a مضروفة
+
+232
+00:17:42,640 --> 00:17:46,000
+بي dot c لأنه طبعا زي ما قولنا هدولة كلهم vector
+
+233
+00:17:46,000 --> 00:17:52,040
+فبكون انها مش مساوية اي تشكيل لكن عند a dot b هذا
+
+234
+00:17:52,040 --> 00:17:56,840
+ايش طلع عليه vector مع c بسوء c a dot b هذا مافيش
+
+235
+00:17:56,840 --> 00:18:00,280
+فيها اي مشكلة الترتيب أسوأ أحطت ال a dot b هنا
+
+236
+00:18:00,280 --> 00:18:04,090
+اللي هو صار scalar عفوا ان هادي scalar لانه ضعفبس
+
+237
+00:18:04,090 --> 00:18:06,950
+هو احضرتها دي تبقى النتج مثلا خمسة او خمس عشر او
+
+238
+00:18:06,950 --> 00:18:09,210
+خمس عشر او خمس عشر او خمس عشر او خمس عشر او خمس
+
+239
+00:18:09,210 --> 00:18:11,310
+عشر او خمس عشر او خمس عشر او خمس عشر او خمس عشر او
+
+240
+00:18:11,310 --> 00:18:11,890
+خمس عشر او خمس عشر او خمس عشر او خمس عشر او خمس
+
+241
+00:18:11,890 --> 00:18:14,590
+عشر او خمس عشر او خمس عشر او خمس عشر او خمس عشر او
+
+242
+00:18:14,590 --> 00:18:14,610
+خمس عشر او خمس عشر او خمس عشر او خمس عشر او خمس
+
+243
+00:18:14,610 --> 00:18:22,850
+عشر او خمس عشر او خمس عشر او
+
+244
+00:18:22,850 --> 00:18:29,870
+خمس عشر او خمس عشر او
+
+245
+00:18:29,870 --> 00:18:33,690
+خمسوبدي اعرف ال component بتاعته في اتجاه ال B
+
+246
+00:18:33,690 --> 00:18:37,530
+عشان اعرف ال component بتاعت ال vector A تتجاه ال
+
+247
+00:18:37,530 --> 00:18:42,050
+B هتكون عبارة عن قيمة A كما انتوا اخدتوا في ال ..
+
+248
+00:18:42,050 --> 00:18:45,730
+اي مصطلحات ال component بتاعته في اتجاه ال X hat
+
+249
+00:18:45,730 --> 00:18:48,570
+او ال Y hat بس احنا بدنا نقول ال X اتجاه ال B يعني
+
+250
+00:18:48,570 --> 00:18:52,010
+ال vector A و ال vector B ال component بتاعت A
+
+251
+00:18:52,010 --> 00:18:55,230
+تجاه ال B اللي هي عبارة عن مجموعة A بكساين الزاوية
+
+252
+00:18:55,230 --> 00:19:03,260
+لل B A كساين الزاوية تمام؟إذاً هاي ال component هي
+
+253
+00:19:03,260 --> 00:19:06,540
+عبارة يعني مثلا إنتوا تتذكروا إننا نحن نتحلل أي
+
+254
+00:19:06,540 --> 00:19:10,720
+vector مثلا هاي ال F وكنا نقول هاي ال component في
+
+255
+00:19:10,720 --> 00:19:14,860
+هذا الاتجاه هي θ هي F cos θ في اتجاه مثلا ال X hat
+
+256
+00:19:14,860 --> 00:19:19,180
+وهي ال component هتكون F cos θ في اتجاه ال Y hat
+
+257
+00:19:19,180 --> 00:19:23,280
+فإذا ال component في اتجاه ال B عبارة عن ميل
+
+258
+00:19:23,280 --> 00:19:27,660
+المجموعة تبقى A cos θ AB هاي ال component اللي في
+
+259
+00:19:27,660 --> 00:19:32,880
+هذا الاتجاه هذا إيش معناه؟معناه هي المجمد تبع A في
+
+260
+00:19:32,880 --> 00:19:37,620
+ال magnitude تبع ال B hat ال unit vector اتجاه ال
+
+261
+00:19:37,620 --> 00:19:41,620
+B اللي هو واحد، ده واحد يعني مقدر اضيفه و ايه صح
+
+262
+00:19:41,620 --> 00:19:46,300
+فجبته من الزاوية اللي هي θتا بين ال A و ال B أو
+
+263
+00:19:46,300 --> 00:19:48,380
+هذا ايش قلنا بساوي، اللي هو المجمد تبع ال vector
+
+264
+00:19:48,380 --> 00:19:50,460
+الأول في المجمد تبع ال vector التاني في الزاوية
+
+265
+00:19:50,460 --> 00:19:53,200
+اللي بينهم ووضبت ال product between هدولة two
+
+266
+00:19:53,200 --> 00:19:57,540
+vectors يعني ال component بتاعة A اتجاه ال B هي
+
+267
+00:19:57,540 --> 00:20:00,160
+عبارة عن مجمد ال product ما بين ال Aو ال unit
+
+268
+00:20:00,160 --> 00:20:04,520
+vector في اتجاه ال B انا هتعطيني المجلد تبع ال A
+
+269
+00:20:04,520 --> 00:20:09,080
+اللي هو A مضروف المجلد تبع ال unit vector B hat
+
+270
+00:20:09,080 --> 00:20:11,600
+اللي هو واحد تجيب الزاوية اللي بينهم اللي هي تاتر
+
+271
+00:20:11,600 --> 00:20:15,660
+واضح؟ اذا انا باجيب component لأي vector في اتجاه
+
+272
+00:20:15,660 --> 00:20:20,740
+معين بضربه في ال unit vector في هذا الاتجاه كمان
+
+273
+00:20:20,740 --> 00:20:21,620
+مرة ولا واضح؟
+
+274
+00:20:27,760 --> 00:20:30,820
+طب إذا بدى أعبّر عنه بشكل vector بديش أتعبّر عنه ب
+
+275
+00:20:30,820 --> 00:20:36,440
+component يعني عرفنا إن هذا الطول هو عبارة عن A
+
+276
+00:20:36,440 --> 00:20:42,520
+dot B hat طب أنا بدي اتجاهه، بدأي كل مرة أقول إن
+
+277
+00:20:42,520 --> 00:20:45,000
+هو في اتجاه الـB، لأ أقوم بقول هو اتجاه اللي هو
+
+278
+00:20:45,000 --> 00:20:48,520
+الـB hat زي ما هنا أنا بدي أقول هذه ال component
+
+279
+00:20:48,520 --> 00:20:57,550
+هي في X، vector، هتسوّأ ف و سعي و ستة، X hatعشان
+
+280
+00:20:57,550 --> 00:21:00,390
+اعرف ال component بتاعة اي vector في اتجاه معين
+
+281
+00:21:00,390 --> 00:21:03,050
+بعملها dot product مع unit vector في هذا الاتجاه
+
+282
+00:21:03,050 --> 00:21:13,530
+والاتجاه هيكون هو هذا ال unit vector تشوف
+
+283
+00:21:13,530 --> 00:21:16,810
+أمثلة على المعلومات اللي أخدناها لو كان عندي two
+
+284
+00:21:16,810 --> 00:21:22,590
+vectors A وB وبدى الزاوية اللي بين A وB دي حد
+
+285
+00:21:22,590 --> 00:21:24,350
+بيقدر يحللنا يلا تفضل
+
+286
+00:21:51,800 --> 00:21:55,420
+عشان تجيب الزاوية اللي بينهم بتجيب ال dot product
+
+287
+00:21:55,420 --> 00:21:59,020
+يعني a dot b بتتساوي a magnitude في b magnitude في
+
+288
+00:21:59,020 --> 00:22:02,660
+cosine الزاوية اللي بينهم فبتعمل ال magnitude تبع
+
+289
+00:22:02,660 --> 00:22:06,880
+aوطبعاً كمان بدها جيب اللي هي a dot b اللي هي ال
+
+290
+00:22:06,880 --> 00:22:11,100
+component الأولى في التانية ال a x في b x زائد ال
+
+291
+00:22:11,100 --> 00:22:16,440
+a y في b y تمام
+
+292
+00:22:16,440 --> 00:22:19,840
+إن ال b x zero فعطول طلعت النتج
+
+293
+00:22:43,920 --> 00:23:07,840
+في أي استفسار لحد هنا؟
+
+294
+00:23:10,400 --> 00:23:14,380
+أول حاجة ممكن أجيبها بالـ dot product زي ما عملت
+
+295
+00:23:14,380 --> 00:23:18,720
+زملتكم لكن كمان برضه أقدر أجيبها بطريقة تانية اللي
+
+296
+00:23:18,720 --> 00:23:22,900
+هي برضه ال cross product cross product محاولنا
+
+297
+00:23:22,900 --> 00:23:27,460
+نعرف إن ال magnitude تبع a cross b إيش بساوي الأول
+
+298
+00:23:27,460 --> 00:23:30,200
+a في ال magnitude تبع b في sin زغر اللي بينهم
+
+299
+00:23:30,200 --> 00:23:33,260
+فبجيب ال a cross b اللي هي باستخدام ال determinant
+
+300
+00:23:33,260 --> 00:23:36,640
+هي جبت ال vector الناتج بجيب ال magnitude تبع a
+
+301
+00:23:36,640 --> 00:23:40,080
+cross bوبعدين ايش بقول هذا المجنيد مش بيساوي
+
+302
+00:23:40,080 --> 00:23:43,120
+المجنيد التبع ال A في المجنيد التبع ال B في sign
+
+303
+00:23:43,120 --> 00:23:47,900
+الزاوية فإذا نتزاوى إيش هتكون sign ال inverse اللي
+
+304
+00:23:47,900 --> 00:23:51,060
+هو المجنيد التبع ال A cross B على المجنيد التبع ال
+
+305
+00:23:51,060 --> 00:23:53,560
+A في المجنيد التبع ال .. هنا في بس طيب و sign
+
+306
+00:23:53,560 --> 00:23:58,840
+inverse فلقيت
+
+307
+00:23:58,840 --> 00:24:04,600
+كمان بدي أعمل derivation ده مثال تاني اللي هو أنا
+
+308
+00:24:04,600 --> 00:24:07,780
+لو بدي أجيلهدول الأمثلة اللي كنا خبتولها في
+
+309
+00:24:07,780 --> 00:24:11,700
+الجابرة في المدرسة اللي هو القانون الأول اللي بقول
+
+310
+00:24:11,700 --> 00:24:19,180
+ليه لو كان عندي مصلة زي هيكي أطلعوا A وB وC هدول
+
+311
+00:24:19,180 --> 00:24:24,580
+أطلعوا أنه ال A تربيع بساوي ال C تربيع زاد ال B
+
+312
+00:24:24,580 --> 00:24:29,040
+تربيع minus اتنين B في C في جابرة من الزاوية اللي
+
+313
+00:24:29,040 --> 00:24:33,780
+بعدهم كنا خبتولها ده القانونوكمان عنا اللي هي sign
+
+314
+00:24:33,780 --> 00:24:36,180
+formula اللي هي مشهورة sign formula اللي هي sign
+
+315
+00:24:36,180 --> 00:24:40,340
+الزاوية على ضلع لقبالها sign ال a على a بسوى sign
+
+316
+00:24:40,340 --> 00:24:45,370
+ال b على ال b لقبالهابتساوي sign ال C اللي هي
+
+317
+00:24:45,370 --> 00:24:48,530
+زاوية على الدولة اللي أقبالها بدنا نثبت هدولة ال
+
+318
+00:24:48,530 --> 00:24:52,370
+two formulas طبعا واضح أنه أكيد هنحتاج ال total
+
+319
+00:24:52,370 --> 00:24:55,930
+product فعشان أحتاج ال total product بدي أحدد مين
+
+320
+00:24:55,930 --> 00:24:58,050
+اللي بدي أحط بينهم ال total product واضح أنه في
+
+321
+00:24:58,050 --> 00:25:01,470
+عندي A تربية و B تربية و C تربية بين ال B و ال C
+
+322
+00:25:01,470 --> 00:25:05,470
+اذا أنا بدي أحدد تلاتة مش واحد منهم بدي أخد مجموع
+
+323
+00:25:05,470 --> 00:25:07,770
+هدولة ال vectors إيش مجموع هدولة ال vectors بتبدأ
+
+324
+00:25:07,770 --> 00:25:12,250
+من هنا عند ال A زي ال B زي ال C إيش بيساوي؟ Zero
+
+325
+00:25:13,820 --> 00:25:18,720
+لأن هى ال component بتاعته للمجموع A زي B زي C بها
+
+326
+00:25:18,720 --> 00:25:22,260
+ساوة و سفر طب هى واضح بين ال dot product من مين و
+
+327
+00:25:22,260 --> 00:25:25,980
+B و C فإذا أنا قولت A vector زي B vector زي C
+
+328
+00:25:25,980 --> 00:25:28,980
+vector مش بساوة و سفر بقى نقول التانية اللى انتوا
+
+329
+00:25:28,980 --> 00:25:31,320
+شاطرين و قولتوا هو ال dot product بين ال B و ال C
+
+330
+00:25:31,320 --> 00:25:35,060
+على طرف و بضل طرف التاني مين ال A و باخد دقساتها
+
+331
+00:25:35,060 --> 00:25:40,180
+اللى هى ال dot product تبع هدول ال vectorsأول حاجة
+
+332
+00:25:40,180 --> 00:25:42,580
+بجيب المجموع بتاعهم هدولة ال vectors اللي هم
+
+333
+00:25:42,580 --> 00:25:45,260
+موجودين في ال formula اللي هي ال A و ال B و ال C
+
+334
+00:25:45,260 --> 00:25:48,780
+بعدين بنقول ال two vectors اللي هو ال A و ال C في
+
+335
+00:25:48,780 --> 00:25:53,140
+جهة و ال A في جهة فهيكون B ذات C بسوا منص A بعدين
+
+336
+00:25:53,140 --> 00:25:56,520
+بعمل ال dot product ل ال vectors في نفسهم يعني انا
+
+337
+00:25:56,520 --> 00:26:00,320
+هاخد ال A dot A بقي التربيش هتساوي B ذات C dot B
+
+338
+00:26:00,320 --> 00:26:04,570
+ذات Cمعايا؟ زى ما انتوا شايفين على الصبورة اذا
+
+339
+00:26:04,570 --> 00:26:08,350
+نعدي الطرف هدا هيكون a dot a اللى هو حاطينا a
+
+340
+00:26:08,350 --> 00:26:12,310
+تربية و الطرف هدا b زكى c dotted مع b زكى c
+
+341
+00:26:12,310 --> 00:26:16,010
+اتفاقنا هدولة هيكون ال component الاولى او يعنى
+
+342
+00:26:16,010 --> 00:26:20,190
+هنا vectors عنهم هيكون b dot b و c dot c اللى هو
+
+343
+00:26:20,190 --> 00:26:23,410
+اللى بالنص اللى هو هيكون minus 2 c dot b لإن
+
+344
+00:26:23,410 --> 00:26:29,440
+اتفاقنا c dot b بالساوة c b dot cإذاً a تربيعاش
+
+345
+00:26:29,440 --> 00:26:34,280
+هتساوي P dot P اللي هي P تربيع C dot C، C تربيع وP
+
+346
+00:26:34,280 --> 00:26:37,260
+dot C اللي هي عبارة عن المجنيد تبع الأول في
+
+347
+00:26:37,260 --> 00:26:39,160
+المجنيد التبع التاني في جبتهم الزاوية بينهم، مين
+
+348
+00:26:39,160 --> 00:26:47,740
+جبتهم الزاوية بينهم، اللي هي الزاوية هاي اللي
+
+349
+00:26:47,740 --> 00:26:51,220
+هي عبارة عن 180 minus F عشان تطلعوا هنا إشارة على
+
+350
+00:26:51,220 --> 00:26:52,260
+سنة
+
+351
+00:26:58,770 --> 00:27:03,810
+Ic الزاوية اللى بين P و C هي 180 نقص فبطلع هنا
+
+352
+00:27:03,810 --> 00:27:09,510
+الإشارة السالفة واضح هذا بالنسبة لل formula الأولى
+
+353
+00:27:09,510 --> 00:27:15,430
+نيجي لل formula التانية احنا
+
+354
+00:27:15,430 --> 00:27:21,650
+بنعرف ان ال area مساحة المثلث هو نص الدلعب
+
+355
+00:27:21,650 --> 00:27:25,840
+الارتفاعإذا اشهر من نص الدلع في الارتفاع a cross b
+
+356
+00:27:25,840 --> 00:27:33,560
+نص a cross b اللي هي نص القاعدة في الارتفاع نص b
+
+357
+00:27:33,560 --> 00:27:38,400
+cross c نص c cross a هدا هتقول اللي هي ال area
+
+358
+00:27:38,400 --> 00:27:45,060
+بتاعة ال triangle لو
+
+359
+00:27:45,060 --> 00:27:47,940
+عوضنا عن كل واحدة هتعطينا a في b sin الزاوية اللي
+
+360
+00:27:47,940 --> 00:27:49,900
+بينها دول magnitude طبعا لإن ال area مالها
+
+361
+00:27:49,900 --> 00:27:54,500
+magnitudeمجموعة مجموعة مجموعة مجموعة مجموعة مجموعة
+
+362
+00:27:54,500 --> 00:27:55,120
+مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة
+
+363
+00:27:55,120 --> 00:28:01,500
+مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة
+
+364
+00:28:01,500 --> 00:28:06,160
+مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة
+
+365
+00:28:06,160 --> 00:28:06,400
+مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة
+
+366
+00:28:06,400 --> 00:28:06,460
+مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة مجموعة
+
+367
+00:28:06,460 --> 00:28:13,360
+مجموعة مجموعة مجموعة
+
+368
+00:28:13,360 --> 00:28:18,940
+مجموع
+
+369
+00:28:22,940 --> 00:28:27,560
+هذه الأمثلة كلها موجودة عندكم في الكتاب كويس انكوا
+
+370
+00:28:27,560 --> 00:28:31,440
+ترجعوها المثال هذا ايش بقوللي عندك انت تلات نقاط
+
+371
+00:28:31,440 --> 00:28:37,360
+B1 وB2 وB3 كلها تقع على خط واحد يعني زي ما انتوا
+
+372
+00:28:37,360 --> 00:28:43,260
+شايفين مثل هذا المثل هتفقدت من B1 وB2 B1
+
+373
+00:28:43,260 --> 00:28:47,900
+وB2 وB3 وعينها نفس الخط بقوللي
+
+374
+00:28:49,080 --> 00:28:52,460
+to determine the shortest distance between طبعا
+
+375
+00:28:52,460 --> 00:28:55,040
+أول حاجة بقولنا أثبتوا أنهم قاعدين على نفس الخط
+
+376
+00:28:55,040 --> 00:28:58,860
+يعني بي واحد و بي تنين و بي تلاتة أثبتوا أنهم لقوا
+
+377
+00:28:58,860 --> 00:29:02,800
+على نفس الخط و بعد هيكي بدنا نقرر أقصر مسافة ما
+
+378
+00:29:02,800 --> 00:29:06,940
+بين هذا الخط و نقطة اللي هي بي أربعة المقار هذا
+
+379
+00:29:06,940 --> 00:29:12,910
+الشكلعشان أثبت أنهم قاعدين على نفس الحط لازم أثبت
+
+380
+00:29:12,910 --> 00:29:18,090
+أنه ال .. أول حاجة أجيب اللي هي المسافة بين P1 و
+
+381
+00:29:18,090 --> 00:29:22,630
+P2 و المسافة مثلا P بين P2 و P3 صرت عارفة مثلا
+
+382
+00:29:22,630 --> 00:29:26,170
+المسافة بين هاي و هاي إذا هم قاعدين على نفس الحط
+
+383
+00:29:26,170 --> 00:29:30,150
+ال cross product بتاعهم مش هو بيكون zeroفإذا أول
+
+384
+00:29:30,150 --> 00:29:35,050
+حاجة بدي أجيب المسافة مثلا بين P1 و P2 و أصبحنا
+
+385
+00:29:35,050 --> 00:29:38,370
+عارفين إيش ال distance بين P1 و P2 هتكون اللي هي
+
+386
+00:29:38,370 --> 00:29:40,770
+P2 minus P1
+
+387
+00:29:45,960 --> 00:29:55,240
+Rb1b2-Rb1Rab-RaRb2
+
+388
+00:29:55,240 --> 00:30:09,660
+-Rb1Rb2-Rb1Rb2-Rb2
+
+389
+00:30:09,790 --> 00:30:13,910
+هدول اللي احنا بنايهم لسه لجزء التاني بي واحد و بي
+
+390
+00:30:13,910 --> 00:30:17,090
+تلاتة اذا انا ماشي بنا بين بي واحد و بي تلان و بي
+
+391
+00:30:17,090 --> 00:30:19,970
+واحد و بي تلاتة او بي تلان و بي تلاتة مش حد الفرق
+
+392
+00:30:19,970 --> 00:30:25,430
+يعنيلو أخدنا مثلا برضه P1 و P3 R P1 و P3 المسافة
+
+393
+00:30:25,430 --> 00:30:30,470
+بين P1 و P3 اللي قلنا هتكون R P3 minus R P1 اللي
+
+394
+00:30:30,470 --> 00:30:34,590
+احنا عوض minus 3 0 8 و minus اللي هي 5 2 minus 4
+
+395
+00:30:34,590 --> 00:30:38,290
+وهيجبنا R P1 اللي هي المسافة بين النقطة الأولى و
+
+396
+00:30:38,290 --> 00:30:42,530
+التانية و المسافة برضه من الأولى و التالتة لو أحطت
+
+397
+00:30:42,530 --> 00:30:47,790
+الخط صحيح يعني وهي انا افترضت من هنا قاعدين يعني
+
+398
+00:30:49,820 --> 00:30:55,840
+موضع في الواحدة بالنسبة ل ..
+
+399
+00:30:55,840 --> 00:31:00,920
+هجيب هدول المسافة mE1 وmE2 ومسافة mE1 وmE2 وmE3 او
+
+400
+00:31:00,920 --> 00:31:03,200
+زي ما قلتلكم مسافة mE1 وmE3
+
+401
+00:31:09,110 --> 00:31:11,690
+هجيب ال cross product إذا طلع ال cross product له
+
+402
+00:31:11,690 --> 00:31:15,510
+يساوي zero اذا هم مش قاعدين على نفس الحط لكن لو ال
+
+403
+00:31:15,510 --> 00:31:19,250
+cross product تبعهم سفر هيكون بساوي سفر بيكونوا في
+
+404
+00:31:19,250 --> 00:31:23,450
+نفس الحط لأنه احنا اشهرنا cross product A cross B
+
+405
+00:31:23,450 --> 00:31:28,250
+نفس المتبع هيعبارة عن A بB فسه عم يساوي الرابعين
+
+406
+00:31:29,850 --> 00:31:33,270
+إذا كانت الزاوية 0 ثاني الـ 00 فال cross product
+
+407
+00:31:33,270 --> 00:31:36,310
+سفر، لو ماكانتش بالساعة و سفر مش هيكون ال cross
+
+408
+00:31:36,310 --> 00:31:38,490
+product بساعة و سفر، احنا بنيها تكون الزاوية بينهم
+
+409
+00:31:38,490 --> 00:31:41,370
+سفر عشان يقع نفس الحط، الحط، إذا ال cross product
+
+410
+00:31:41,370 --> 00:31:46,340
+طلع سفر معناه أنه معينة نفس الحط، معايا؟لما نجي
+
+411
+00:31:46,340 --> 00:31:49,960
+نعمل cross product بالفعل بيطلع صفر إذا هم ال B1
+
+412
+00:31:49,960 --> 00:31:54,320
+وB2 وB3 وقعين على نفس الخط إذا الجثة الأول أثبتنا
+
+413
+00:31:54,320 --> 00:31:57,380
+كيف بيقع على نفس الخط أنه جبت المسافة بين كل نقطة
+
+414
+00:31:57,380 --> 00:32:00,660
+و التانية و بعدين جبت cross product بين هدول
+
+415
+00:32:00,660 --> 00:32:04,540
+المسافات طلع صفر معناه أنهم بالفعل قاعدين على نفس
+
+416
+00:32:04,540 --> 00:32:08,440
+الخط ما طلع الصفر معناه لأ في بينهم زاويةيعني مش
+
+417
+00:32:08,440 --> 00:32:12,000
+هو عيني على نفس الخط الجزء التاني هو نبيتنا أقصر
+
+418
+00:32:12,000 --> 00:32:18,640
+مسافة ما بين النقطة P4 و الخط اللي هم وقعين عليها
+
+419
+00:32:18,640 --> 00:32:22,200
+النقطة يعني ما بين الخط اللي وقع عليه النقطة P1 و
+
+420
+00:32:22,200 --> 00:32:28,160
+P2 و P3 و بين الخط اللي وقع عليه النقطة P4 النقطة
+
+421
+00:32:28,160 --> 00:32:31,520
+P4 هذا هو الخط اللي هم وقعين عليه فاندي فيه نقطة
+
+422
+00:32:31,520 --> 00:32:34,940
+P4 عرف ال axis بتاعي
+
+423
+00:32:37,860 --> 00:32:45,310
+أقصر مسافة بين ال V4 وهذا بحط أقصر مسافة بينهماللي
+
+424
+00:32:45,310 --> 00:32:48,490
+هي هتكون المسافة العمودية و لا لا أقصر مسافة هي
+
+425
+00:32:48,490 --> 00:32:52,290
+المسافة العمودية هاي الخط اللي بين ال P1 و P2 و P3
+
+426
+00:32:52,290 --> 00:32:55,490
+أي هذا الخط اللي أسفلنا هم قاعين كلهم عليه وهي
+
+427
+00:32:55,490 --> 00:33:00,570
+نقطة P4 بدي أن هي هاي المسافة أقصر مسافة بين P4 و
+
+428
+00:33:00,570 --> 00:33:03,890
+P الخط طبعا واضح أنه لازم نحتاج في هاي الحالة
+
+429
+00:33:03,890 --> 00:33:07,630
+cross product لأنه بدي أنا مسافة عمودية هتكون ال
+
+430
+00:33:07,630 --> 00:33:10,730
+cross product بين الخط اللي هو P1 و P4 اللي هو
+
+431
+00:33:10,730 --> 00:33:13,290
+احنا حسبناه تبقى و أنا بديه على الجزء التاني اللي
+
+432
+00:33:13,290 --> 00:33:14,450
+هو بين P1 و P4
+
+433
+00:33:17,220 --> 00:33:20,400
+لأنه لازمني أعرف هاي المسافة عشان أقدر أحدد ال D
+
+434
+00:33:20,400 --> 00:33:23,900
+لأن ال D إيش هتكون هذا اللي هو ال .. ال .. ال
+
+435
+00:33:23,900 --> 00:33:26,700
+water و هاي الزاوية الثالثة فبقدر أجيبه من ما
+
+436
+00:33:26,700 --> 00:33:28,980
+عرفتي اللي هو ال water و الزاوية اللي هو بالمعنى
+
+437
+00:33:28,980 --> 00:33:33,580
+أخر اللي هو ال prostrate part هتكون المسافة D هي
+
+438
+00:33:33,580 --> 00:33:37,380
+هاي المسافة R بي واحد بي أربعة اللي هو ال water في
+
+439
+00:33:37,380 --> 00:33:42,000
+صيني الزاوية معايا؟ اه انتوا تعرفوا هاي الأشياء
+
+440
+00:33:42,800 --> 00:33:46,060
+اللي عبارة عن مين؟ R في صين الزاوية هي عبارة عن
+
+441
+00:33:46,060 --> 00:33:50,780
+هوقع ال cross product بين R بي واحد بي أربع مع
+
+442
+00:33:50,780 --> 00:33:54,660
+مين؟ مع unit vector في اتجاه هذا الاتجاه نفس
+
+443
+00:33:54,660 --> 00:34:00,100
+الفكرة اللي احنا عملناها بالهيكل هذه عبارة عن R بي
+
+444
+00:34:00,100 --> 00:34:05,960
+واحد بي أربع في ال unit vector اللي في اتجاه ال بي
+
+445
+00:34:05,960 --> 00:34:12,360
+واحد بي اتنين بيجوز في صين ثتر
+
+446
+00:34:16,370 --> 00:34:20,490
+ما يعني هذا؟ هذا واضح أن مجموعة الـ cross product
+
+447
+00:34:20,490 --> 00:34:23,490
+بين هذين الفكتورين مجموعة الـ cross product بين
+
+448
+00:34:23,490 --> 00:34:26,290
+هذين الفكتورين المجموعة الأولة في المجموعة التانية
+
+449
+00:34:26,290 --> 00:34:30,450
+في صيني زي ولي بينهم فلما أضعها ر بي واحد بي أربعة
+
+450
+00:34:30,450 --> 00:34:35,590
+صين ستة وأضيف unit vector هو في اتجاهب1 ب2 هتكون
+
+451
+00:34:35,590 --> 00:34:39,790
+في الواقع ال magnitude ل cross ال product بين r ب1
+
+452
+00:34:39,790 --> 00:34:42,970
+ب4 cross it across ما اللي هو ال unit vector في
+
+453
+00:34:42,970 --> 00:34:47,730
+اتجاه b1 b2 عشان اجيب ال unit vector في اتجاه ال
+
+454
+00:34:47,730 --> 00:34:51,950
+b1 b2 ايش هيكون ال vector على ال magnitude تبعه
+
+455
+00:34:51,950 --> 00:34:56,550
+احنا شفنا ايش تعريف ال unit vector لأي
+
+456
+00:34:56,550 --> 00:35:02,730
+vector ال unit vector في اتجاه ال a لو سميته a
+
+457
+00:35:03,400 --> 00:35:06,100
+عبارة عن الـ vector A أخدناه في المتحضرة الهزيمية
+
+458
+00:35:06,100 --> 00:35:11,460
+الموجودة بـ A عشان أجيب لينت فيكتور احنا وصلنا
+
+459
+00:35:11,460 --> 00:35:16,620
+المهدي shorted distance يعبارة عن ال cross product
+
+460
+00:35:16,620 --> 00:35:22,380
+ما بين المسافة R ب 1 ب 4 المجموعات تبعهاالـ
+
+461
+00:35:22,380 --> 00:35:26,400
+crossed مع مين مع اللي هو ال unit vector فتجاه P1
+
+462
+00:35:26,400 --> 00:35:31,160
+P2 اللي هو إيش هيساوي ال vector PRP1P2 ال
+
+463
+00:35:31,160 --> 00:35:36,820
+magnitude تباع PRP1P2 هنعوض عنه و هيطلع معي اللي
+
+464
+00:35:36,820 --> 00:35:40,920
+هو النتج D اللي هي shortest distance بين الخط اللي
+
+465
+00:35:40,920 --> 00:35:46,800
+وقع عليه النقطة P1 P2 و P3 و النقطة P4 واضح؟
+
+466
+00:35:51,560 --> 00:35:54,800
+فهذا المثال احنا اتعلمنا انه فيه right hand rule
+
+467
+00:35:54,800 --> 00:36:01,500
+يعني عند cross product بين two vectors بيعطينا ال
+
+468
+00:36:01,500 --> 00:36:06,410
+vector التالت في ال rectangular coordinateلازم
+
+469
+00:36:06,410 --> 00:36:08,850
+يكون عندي ال right hand rule rectangular
+
+470
+00:36:08,850 --> 00:36:12,030
+coordinate بتطبقلي ال right hand rule يعني x cross
+
+471
+00:36:12,030 --> 00:36:20,030
+y هتعطينا z y cross z هتعطيني x z cross x y z زد
+
+472
+00:36:20,030 --> 00:36:24,870
+cross x هتعطينا y تمام؟ مي من هدولة بتحققش فيها ال
+
+473
+00:36:24,870 --> 00:36:27,690
+rectangular coordinate يعني مي من فيها ان ال x
+
+474
+00:36:27,690 --> 00:36:33,110
+cross y بتعطينا شيء poster z يعني لو استخدمت ال
+
+475
+00:36:33,110 --> 00:36:37,740
+right hand rule خلّيني ابدا في الأولىx cross y
+
+476
+00:36:37,740 --> 00:36:43,040
+واضحة زت اتجاه صحيح نيجي للتانية x cross y اتجاه
+
+477
+00:36:43,040 --> 00:36:50,380
+اضحك هي ريحتنا التانية الخاطئة بيتحققش في المشكلة
+
+478
+00:36:50,380 --> 00:36:58,540
+c x cross y زت اللي تحت لنيجي ل x cross y اتجاه
+
+479
+00:36:58,540 --> 00:37:03,950
+اكس تحت درفعها ل y اتجاه زت فادةاللي بعدها x cross
+
+480
+00:37:03,950 --> 00:37:08,110
+مع y هذا
+
+481
+00:37:08,110 --> 00:37:11,750
+الشكل هتعطينا z عشان هيك أنا بحب البرامي أكتر
+
+482
+00:37:11,750 --> 00:37:16,050
+بعدين الأخيرة اللي هي x برضه across y هتعطينا اللي
+
+483
+00:37:16,050 --> 00:37:26,050
+هي اتجاه z قبل
+
+484
+00:37:26,050 --> 00:37:35,790
+الأخرL الأخيرة E X X cross Y هتكون ال Z لجوه صح
+
+485
+00:37:35,790 --> 00:37:40,430
+كلامكم X cross Y هتعطينا اتجاه Z لو برضه ال E غلط
+
+486
+00:37:40,430 --> 00:37:45,330
+لأن X cross Y هتكون في هذا الاتجاه ال Z صح كلامكم
+
+487
+00:37:45,330 --> 00:37:50,050
+هي X cross Y هي X لفوق سكرتها على ال Y هيكون تجاه
+
+488
+00:37:50,050 --> 00:37:54,250
+ال Z لبرا ف B و E التنتين فيهم مشكلة مش
+
+489
+00:37:54,250 --> 00:37:55,710
+rectangular coordinate
+
+490
+00:37:59,150 --> 00:38:03,350
+هذا السؤال كل هذا طبعا تطبيقات لل vector analysis
+
+491
+00:38:03,350 --> 00:38:08,850
+عندنا جسم بيلف عمال و هذا جسم عند النط بيه و قاعد
+
+492
+00:38:08,850 --> 00:38:12,470
+بيلف طبعا ال rigid body يعني زي حجر حجر و قاعد
+
+493
+00:38:12,470 --> 00:38:16,770
+بيلف حوالين اللي هو المصار اللي انتوا شايفينه ب
+
+494
+00:38:16,770 --> 00:38:20,310
+angular velocity مقدرها omega radian per second
+
+495
+00:38:20,310 --> 00:38:25,890
+اتلف
+
+496
+00:38:25,890 --> 00:38:30,300
+حوالينهذا ال axis اللى بيقرق في ال origin zero زى
+
+497
+00:38:30,300 --> 00:38:34,040
+ما هو مضطح قدامنا في ال figure قولنا خلّينا نقول R
+
+498
+00:38:34,040 --> 00:38:38,060
+هي المسافة اللى هي distance vector من zero ل P
+
+499
+00:38:42,250 --> 00:38:46,050
+الواقع تبع اللي هو وضع ال particle يعني هذا ال
+
+500
+00:38:46,050 --> 00:38:48,350
+position vector ال position تبع ال P ماحنا عرفناش
+
+501
+00:38:48,350 --> 00:38:50,390
+معانا ال position vector انه انا لو عندي object
+
+502
+00:38:50,390 --> 00:38:53,630
+بتحدد مكانه بالنسبة لل origin ال distance between
+
+503
+00:38:53,630 --> 00:38:58,130
+two objects فال distance او ال position تبع ال P
+
+504
+00:38:58,130 --> 00:39:01,250
+بالنسبة لل origin هذا هو ال R هي عند ال origin
+
+505
+00:39:01,250 --> 00:39:06,030
+وهذا هو ال axis اللي بتلف حجر او ال object وR اللي
+
+506
+00:39:06,030 --> 00:39:08,330
+هي position vector تبع النقطة P
+
+507
+00:39:12,610 --> 00:39:15,310
+the velocity v of the body at B، ال velocity
+
+508
+00:39:15,310 --> 00:39:18,330
+تعرفها، يمكن أخدتها بالفيزيا، هي ال magnitude
+
+509
+00:39:18,330 --> 00:39:23,110
+تبعها D في Omega، اللي هي هذه المسافة D في قيمة
+
+510
+00:39:23,110 --> 00:39:28,590
+Omega أو عبارة عن R، magnitude، اللي هي D من هي R
+
+511
+00:39:28,590 --> 00:39:34,050
+في sin θ، صح؟Rsinθ في Omega اللى عبارة عن مين
+
+512
+00:39:34,050 --> 00:39:37,650
+Rsinθ Omega اللى هى المجنتى في ال magnitude لو
+
+513
+00:39:37,650 --> 00:39:41,290
+بتستعمل مجنتى تبع U هى المجنتى ل Omega cross R
+
+514
+00:39:41,290 --> 00:39:46,610
+بشكل عن ال velocity V او U هى عبارة عن Omega cross
+
+515
+00:39:46,610 --> 00:39:50,390
+R اذا ما كنتوا عارفش يعني فى ال physics فده هى
+
+516
+00:39:50,390 --> 00:39:55,200
+يعني U magnitude هى عبارة عنقيمة ال velocity هي D
+
+517
+00:39:55,200 --> 00:39:58,420
+في R في Omega وطبعا ال units كمان بتأكدكم ان هذا
+
+518
+00:39:58,420 --> 00:40:01,060
+الحاجة صحيح اللي هو العلاقة بين ال angular
+
+519
+00:40:01,060 --> 00:40:04,780
+velocity و ال linear velocity ال linear velocity U
+
+520
+00:40:04,780 --> 00:40:08,940
+اللي هي اللي عندكم نقطة بعضها بحسبها علاقتها بال
+
+521
+00:40:08,940 --> 00:40:12,880
+angular velocity اللي V بتساوي ال distance ما بين
+
+522
+00:40:12,880 --> 00:40:16,660
+ال object و ال axis اللي بيلوف حواليها مضروف في
+
+523
+00:40:16,660 --> 00:40:19,580
+قيمة اللي هي ال angular velocity ال distance دي
+
+524
+00:40:19,580 --> 00:40:23,230
+ايش اللي مستعدها؟ مترفي omega radian per second
+
+525
+00:40:23,230 --> 00:40:26,190
+فإيش هتكون unit meter per second اللي هي ال linear
+
+526
+00:40:26,190 --> 00:40:29,550
+velocity اذا V بتاسع لهذه اللي هي ال linear
+
+527
+00:40:29,550 --> 00:40:32,550
+velocity لل object بتاعة كل نقطة و ال omega اللي
+
+528
+00:40:32,550 --> 00:40:36,810
+هي ال radian velocity اذا بشكل عام اللي هي ال
+
+529
+00:40:36,810 --> 00:40:39,510
+linear velocity عبارة عن omega اللي هي ال angular
+
+530
+00:40:39,510 --> 00:40:42,210
+velocity crossed مع R ليه هاي ال R؟
+
+531
+00:40:46,280 --> 00:40:49,000
+بقول إذا كان الجسم بلف تلاتة radian per second
+
+532
+00:40:49,000 --> 00:40:52,880
+عطانا ال magneto تبع ال Omega هو about an axis
+
+533
+00:40:52,880 --> 00:40:58,120
+parallel to يعني عطاني انه بلف بأمجا مقدارها تلاتة
+
+534
+00:40:58,120 --> 00:41:03,860
+حوالين axis موازي ال axis او موازيلخط أو يعني ل ..
+
+535
+00:41:03,860 --> 00:41:09,560
+ل .. ل vector قيمته a x hat minus 2 a y hat زي 2 z
+
+536
+00:41:09,560 --> 00:41:13,320
+hat انا اللي مهمي بيعني الاتجاه ال Y يعني بتجيب ال
+
+537
+00:41:13,320 --> 00:41:16,240
+Y .. ال .. الاتجاه ال W ال vector تبع ال W
+
+538
+00:41:16,240 --> 00:41:20,120
+المجموعة تبعها و اتجاهها المجموعة التبعها أطانيها
+
+539
+00:41:20,120 --> 00:41:23,460
+3 radian per second اتجاهها هيكون موازية لاتجاه
+
+540
+00:41:23,460 --> 00:41:27,530
+الخط اللي أطانيهايعني بقدر اقول ان اتجاه ال
+
+541
+00:41:27,530 --> 00:41:31,390
+angular velocity هو ال vector هذا مقسم على ال
+
+542
+00:41:31,390 --> 00:41:37,030
+magnitude تبعه فبجيب ال omega vector صح؟معايا هو
+
+543
+00:41:37,030 --> 00:41:40,890
+اعطانى ال unit القيمة تاعت omega قيمتها تلاتة
+
+544
+00:41:40,890 --> 00:41:44,590
+radian per second واتجاهها موازن اتجاه ال axis
+
+545
+00:41:44,590 --> 00:41:47,990
+موازن هذا الاتجاه اذا انتجاه هو هيك فهذا اتجاه ال
+
+546
+00:41:47,990 --> 00:41:51,510
+axis لو بقول موازن ال x hat مشهور تجاهها ال x hat
+
+547
+00:41:51,510 --> 00:41:56,070
+فهو مواطن هذا ال vector هو ax hat minus 2ay hat زي
+
+548
+00:41:56,070 --> 00:42:00,450
+2az hat موازن اتجاه ال omegaعشان اجيب الاتجاه
+
+549
+00:42:00,450 --> 00:42:03,270
+ماقدرش استخدم vector بدي unit vector هيكون ال
+
+550
+00:42:03,270 --> 00:42:05,850
+vector علي مجنته بتبعه بتن اتجاه ال omega اذا ال
+
+551
+00:42:05,850 --> 00:42:09,250
+omega s بتاعها في كل بياناتها مقدارها تلاتة و
+
+552
+00:42:09,250 --> 00:42:12,330
+اتجاهها اللي هو هذا ال unit vector علي مجنته ..
+
+553
+00:42:12,330 --> 00:42:15,170
+هذا السواق متعفن اسفه هذا ال vector علي ال .. علي
+
+554
+00:42:15,170 --> 00:42:18,110
+المجنته بتبعه اللي هو ال unit vector في اتجاه هذا
+
+555
+00:42:18,110 --> 00:42:23,410
+ال axis عرفنا كل المعلومات علي omegaإذا ال object
+
+556
+00:42:23,410 --> 00:42:27,390
+هذا بلوف على نقطة تلاتة radian per second موازق
+
+557
+00:42:27,390 --> 00:42:31,410
+لهذا ال access and passing through a point ال
+
+558
+00:42:31,410 --> 00:42:35,470
+object .. ال .. ال .. ال access هذا passing ال
+
+559
+00:42:35,470 --> 00:42:38,950
+access اللي هو يعطينا موازق له passing through هذه
+
+560
+00:42:38,950 --> 00:42:42,670
+النقطة اللي هي اتنين ومانثلثة وواحد determine ال
+
+561
+00:42:42,670 --> 00:42:46,350
+velocity عند هذه النقطة إيش لازمني أنا عشان أجيب
+
+562
+00:42:46,350 --> 00:42:49,510
+ال velocity قلنا omega cross r omega ويعرفنا كل
+
+563
+00:42:49,510 --> 00:42:54,210
+بياناتهابضل على اليمين R بدي أجيب ال R R هي عبارة
+
+564
+00:42:54,210 --> 00:42:58,210
+عن مين ال position ما بين النقطة B و ال zero فإذا
+
+565
+00:42:58,210 --> 00:43:03,890
+Rش هتكون B minus O بي إحنا عارفينها و عارفين ال O
+
+566
+00:43:03,890 --> 00:43:07,310
+فبجيب ال R و أقعد طول بعمل ال plus product بجيب ال
+
+567
+00:43:07,310 --> 00:43:10,590
+velocity واضح؟ إذا أنا هيدا تفتيق مباشرة برضه وين
+
+568
+00:43:10,590 --> 00:43:14,400
+أنا بستخدم ال plus productأحنا شوفنا كذا مثال لحد
+
+569
+00:43:14,400 --> 00:43:17,120
+اللي هي طويل فانحتاج الـ spectral analysis وكيف
+
+570
+00:43:17,120 --> 00:43:20,140
+ممكن أستعين في تطبيق له استخدمناه في الجبرا
+
+571
+00:43:20,140 --> 00:43:24,760
+واستخدمناه هنا في ال rigid body rotation اذا خلنا
+
+572
+00:43:24,760 --> 00:43:28,620
+نشوف اللي حكيناه حكيته شفاهي أول حاجة بتاع المطيني
+
+573
+00:43:28,620 --> 00:43:31,220
+omega اللي هي المجنون تبعها هي ال direction تبعها
+
+574
+00:43:32,150 --> 00:43:35,130
+أذا بقدر أقول إن الـ ω vector هي ال magnitude
+
+575
+00:43:35,130 --> 00:43:38,610
+تبعها في اللي هو ال direction اللي هي ω تبعه
+
+576
+00:43:38,610 --> 00:43:41,910
+بتلاتة ال magnitude تبعه بالصفة برضه بتطلع بتلاتة
+
+577
+00:43:41,910 --> 00:43:45,990
+لإن جزر ال 1 زي 4 زي 4 تسعة بتروح التلاتة مع
+
+578
+00:43:45,990 --> 00:43:47,890
+التلاتة بتبقى اللي هي 1 من السان على السان هاي
+
+579
+00:43:47,890 --> 00:43:51,310
+جيبنا ال ω دل عليها أجيب ال R اللي هي RB منصة R0
+
+580
+00:43:51,310 --> 00:43:56,450
+هاي جيبنا ال R فال polystylene هي ω cross R وجيبنا
+
+581
+00:43:56,450 --> 00:44:00,890
+ال polystyleneهك احنا خلصنا الجزء الاول من اللى هو
+
+582
+00:44:00,890 --> 00:44:06,810
+ال vector analysis فى اي استفسار بس احنا بدنا
+
+583
+00:44:06,810 --> 00:44:10,130
+ياكوا ترجعولنا المعلومات اللى أخدناها زى ما شفنا
+
+584
+00:44:10,130 --> 00:44:13,670
+احنا شفنا مفتقاطه فى ال vector analysis شفنا كمان
+
+585
+00:44:13,670 --> 00:44:17,370
+فى rigid body rotation وقبل هيك شفنا relative
+
+586
+00:44:17,370 --> 00:44:21,650
+velocity في المحاضرة الماضية شفنا مثال اللى هو كيف
+
+587
+00:44:21,650 --> 00:44:24,690
+حساب relative velocity باستعانة فى اللى هو ال
+
+588
+00:44:24,690 --> 00:44:24,890
+vectors
+
+589
+00:44:38,820 --> 00:44:43,040
+الشبطر التاني هيميزنا بين ال coordinates احنا لحد
+
+590
+00:44:43,040 --> 00:44:45,060
+دلوقت هبنحكي عن ال Cartesian coordinates اذا انتم
+
+591
+00:44:45,060 --> 00:44:49,320
+متبهين هبنحكي عن X Y Z اللي قال قادم هنشوف برضه ال
+
+592
+00:44:51,850 --> 00:44:54,710
+الـ cylindrical coordinate يعني هنتعرف على ال
+
+593
+00:44:54,710 --> 00:44:57,890
+coordinates البقية و كيف انا انقل من ال Cartesian
+
+594
+00:44:57,890 --> 00:45:01,510
+coordinate ل ال spherical coordinate و لعكس و كيف
+
+595
+00:45:01,510 --> 00:45:03,830
+انقل برضه من ال Cartesian ل ال cylindrical و لعكس
+
+596
+00:45:03,830 --> 00:45:06,530
+او من spherical ل cylindrical و cylindrical ل
+
+597
+00:45:06,530 --> 00:45:08,390
+spherical ان شاء الله
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/rVD36L-6n9Y.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/rVD36L-6n9Y.srt
new file mode 100644
index 0000000000000000000000000000000000000000..7d4dcfcc58020a9b1fd0c86ddcb2866353f4b5b8
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/rVD36L-6n9Y.srt
@@ -0,0 +1,1632 @@
+1
+00:00:20,790 --> 00:00:23,050
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,050 --> 00:00:25,850
+وبركاته إحنا اليوم إن شاء الله هنبدأ chapter two 
+
+3
+00:00:25,850 --> 00:00:29,430
+اللي بيحكي عن أنواع ال coordinate system إحنا ال
+
+4
+00:00:29,430 --> 00:00:31,770
+chapter الأول بس شفنا ال Cartesian coordinate اللي
+
+5
+00:00:31,770 --> 00:00:35,370
+هو ال XYZ أو بيسموه rectangular coordinate إن شاء
+
+6
+00:00:35,370 --> 00:00:37,570
+الله هنشوف إحنا ال coordinate  الثانية اللي هي ال
+
+7
+00:00:37,570 --> 00:00:40,310
+spherical و الcylindrical ونشوف كيف تحويل من
+
+8
+00:00:40,310 --> 00:00:43,570
+coordinate ل coordinate تاني بس قبل ما نبدأ بدي
+
+9
+00:00:43,570 --> 00:00:46,250
+أسألكوا سؤال  ذو علاقة في ال chapter الماضي
+
+10
+00:00:49,970 --> 00:00:58,570
+زي ما هي مكتوبة مش ال quiz عشان نشوف مع بعض إيه الطريقة
+
+11
+00:00:58,570 --> 00:01:05,150
+دلوقتي أثبتت إن أنا cross ال 2 
+
+12
+00:01:19,380 --> 00:01:29,340
+ده ال C cross A cross B سواء على
+
+13
+00:01:29,340 --> 00:01:42,580
+الطريقة هذه
+
+14
+00:01:42,580 --> 00:01:45,420
+آخر issue هنا المحاضرة الماضية المفروض يكون لسه
+
+15
+00:01:45,420 --> 00:01:46,320
+علق في ذهنكم
+
+16
+00:02:02,890 --> 00:02:04,830
+حصلت؟ متفضل
+
+17
+00:02:34,220 --> 00:02:40,360
+كيف عرفت إن P X C P X L كيف
+
+18
+00:02:40,360 --> 00:02:40,880
+عرفت إن P X C P L كيف عرفت إن P X C P L كيف
+
+19
+00:02:40,880 --> 00:02:41,140
+عرفت إن P X C P L كيف عرفت إن P X C P L كيف
+
+20
+00:02:41,140 --> 00:02:41,740
+عرفت إن P X C P L كيف عرفت إن P X C P L كيف
+
+21
+00:02:41,740 --> 00:02:42,360
+عرفت إن P X C P L كيف عرفت إن P X C P L كيف
+
+22
+00:02:42,360 --> 00:02:46,260
+عرفت إن P X C P L كيف عرفت إن P X C P L كيف
+
+23
+00:02:46,260 --> 00:02:50,960
+عرفت إن P X C P L كيف عرفت إن P X C P L كيف
+
+24
+00:02:50,960 --> 00:02:57,300
+عرفت إن P X C P L كيف عرفت إن P X C P L كيف
+
+25
+00:02:57,300 --> 00:03:03,310
+عرفت إن P X C P L كيف عرفت إن أنا  هي قصدي عمودي
+
+26
+00:03:03,310 --> 00:03:08,270
+صح كلامك ممتازة لأن ليش هو A مش D ولا F أنا أعطيتك 
+
+27
+00:03:08,270 --> 00:03:11,670
+معلومة بتقول بيكورسي بيساوي A لأ بس إحنا أخذنا
+
+28
+00:03:11,670 --> 00:03:15,090
+معلومة إن اي دي اي .. two vectors بتطلع من  cross
+
+29
+00:03:15,090 --> 00:03:18,530
+product عمودية اه دي وهي إيه إيه نسمي التجارب إيه نسمي 
+
+30
+00:03:18,530 --> 00:03:24,350
+التجارب عمودية هل
+
+31
+00:03:24,350 --> 00:03:27,850
+أنا قلت إن عمودي على ال vector بتطلع من cross product
+
+32
+00:03:29,110 --> 00:03:33,410
+إذا فينا two vectors B وC cross product تطلع  ب cross 
+
+33
+00:03:33,410 --> 00:03:39,650
+product عمودي عليهم صحيح أنا قلت على plan B cross C تطلع
+
+34
+00:03:39,650 --> 00:03:43,470
+لنا واحد عمودي عليهم بس هل هذا العمودي عليهم مش
+
+35
+00:03:43,470 --> 00:03:48,790
+بينه زي و بين إيه نعرف إن شاء ممكن يكون و لأ أول حاجة
+
+36
+00:03:48,790 --> 00:03:52,590
+بأعرفش إن ال cross product تبعهم هو إيه ولا بأعرف
+
+37
+00:03:52,590 --> 00:03:56,890
+إنه الناتج تبعهم اللي هو عمودي عليهم برضه في اتجاه 
+
+38
+00:03:56,890 --> 00:04:00,670
+إيه هذه المعلومات ما عرفتش، لكن دي معلومات إحنا
+
+39
+00:04:00,670 --> 00:04:04,990
+أخذناها عن ال triple cross product و لا لأ، إيش
+
+40
+00:04:04,990 --> 00:04:08,570
+كانت؟ علمتكوا إياها؟ إيش هي كانت ال .. ال .. ال
+
+41
+00:04:08,570 --> 00:04:13,610
+slogan اللي بنتعلمها أو نحكيها؟ مين قارب الحرب؟ مش
+
+42
+00:04:13,610 --> 00:04:18,870
+مش مشكلة، بس ساعتها خلاص إحنا قلنا backup، تتذكرينها
+
+43
+00:04:18,870 --> 00:04:21,910
+و لا لأ؟ backup، يلا و عملنا backup
+
+44
+00:04:33,130 --> 00:04:37,730
+الشكل اللي أعطيتكم إياه هو a cross b cross c بأعبر
+
+45
+00:04:37,730 --> 00:04:42,650
+عنه ب back cap إيه عمل الهاتف هنا إيه كله في عنده
+
+46
+00:04:42,650 --> 00:04:50,790
+gene vector مضروبة
+
+47
+00:04:50,790 --> 00:04:52,710
+في a dot c
+
+48
+00:05:05,500 --> 00:05:12,400
+بنفتح ال bus وهو A على
+
+49
+00:05:12,400 --> 00:05:16,400
+غراره بدنا نعمل هذه بس نساط بدنا نخيل أن هذا ال A
+
+50
+00:05:16,400 --> 00:05:19,100
+وهذا ال B وC
+
+51
+00:05:23,440 --> 00:05:26,900
+يعني الـA هي هنا لما كان عند التاني هو اللي طلع
+
+52
+00:05:26,900 --> 00:05:32,560
+يعني هنا الـC بحيث بقى الـC ومين بحيث إنهم الـdot
+
+53
+00:05:32,560 --> 00:05:41,200
+product اللي هو الأول والتالت B dot A minus S على
+
+54
+00:05:41,200 --> 00:05:46,740
+تلك اللي هو التالت اللي هو التالت اللي هو الـA فين
+
+55
+00:05:46,740 --> 00:05:52,580
+اللي هو مين الـA اللي هو B عندنا dot L هي عندنا C
+
+56
+00:06:00,590 --> 00:06:13,590
+ممتازة ممتازة ماينس ممتازة
+
+57
+00:06:13,590 --> 00:06:15,770
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+58
+00:06:15,770 --> 00:06:16,070
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+59
+00:06:16,070 --> 00:06:16,090
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+60
+00:06:16,090 --> 00:06:22,610
+ماينوس ماينوس ماينوس ماينوس ماينوس
+
+61
+00:06:22,610 --> 00:06:28,600
+ماينA.B هي نفسها B.A فعندي هذا ال term و term
+
+62
+00:06:28,600 --> 00:06:32,480
+الأخير اللي طلعنا عليهم متشابهان هيروحوا مع بعضهم
+
+63
+00:06:32,480 --> 00:06:37,300
+تحت سطحهم عشان يمتشابهان فهنا في عندي اللي هو A.B
+
+64
+00:06:37,300 --> 00:06:42,480
+و A.B هنا في عندي minus و عندي plus هذا ال term و
+
+65
+00:06:42,480 --> 00:06:45,760
+هذا ال term فالنص العظيم إحنا قلنا dot ال product
+
+66
+00:06:45,760 --> 00:06:50,370
+مع لهبقدر أعمله إنه associated علي A ب B بيساوي B
+
+67
+00:06:50,370 --> 00:06:55,710
+بC و هذا كي بيروحوا مع بعض فاسد إيش الناتج بيساوي C
+
+68
+00:06:55,710 --> 00:07:00,330
+واضح أولًا إن إحنا مش لازم نحفظ إن A cross B
+
+69
+00:07:00,330 --> 00:07:05,070
+بتعطينا C و B cross C بتعطينا A هذا مجرد إحنا
+
+70
+00:07:05,070 --> 00:07:10,090
+للشرح بأستخدمهم رموز لكن B cross C يمكن يكون أي
+
+71
+00:07:10,090 --> 00:07:11,190
+vector واضح
+
+72
+00:07:17,850 --> 00:07:25,750
+عشان تنتبهوا لهذه النقطة يعني أولًا
+
+73
+00:07:25,750 --> 00:07:30,450
+كان عندي فيه vector a وعارفة ال vector b و vector
+
+74
+00:07:30,450 --> 00:07:34,790
+c وانطلب مني أجيب ال volume اللي هدول vectors
+
+75
+00:07:34,790 --> 00:07:39,010
+بيحصرونه إيش ده بيكون ال vector ال volume ال volume
+
+76
+00:07:39,010 --> 00:07:43,390
+ل object اللي هدول تلاتة vectors بيحصرونه إيش
+
+77
+00:07:43,390 --> 00:07:53,240
+هيكون هذا ال volume ماذا سيكون ال volume؟ إذا
+
+78
+00:07:53,240 --> 00:07:58,460
+أخذت كورس ال product لأتنين، المدنيتر تبعهم
+
+79
+00:07:58,460 --> 00:08:03,540
+سيعطينا ال area موجودة مع ال B ويعطينا ال volume
+
+80
+00:08:03,540 --> 00:08:07,260
+فال product ال triple هو A dot B cross C سيعطينا
+
+81
+00:08:07,260 --> 00:08:08,080
+ال volume
+
+82
+00:08:16,140 --> 00:08:20,860
+هذا طبعًا هو scalar لأن بي كرو سي هيعطينا vector ال
+
+83
+00:08:20,860 --> 00:08:24,480
+vector puted مع ال a هيعطينا scalar quantity اللي
+
+84
+00:08:24,480 --> 00:08:28,280
+هي ال volume تبع متوازي الأضلاع اللي بيحصروها هدول
+
+85
+00:08:28,280 --> 00:08:33,300
+التلاتة vector واضح؟
+
+86
+00:08:33,300 --> 00:08:39,060
+مش
+
+87
+00:08:39,060 --> 00:08:42,100
+كمان شيء مرتبط فيها المعلومات السابقة
+
+88
+00:08:44,730 --> 00:08:47,950
+وأخذنا إحنا اللي هي مساحة المثلث المحاضرة الماضية
+
+89
+00:08:47,950 --> 00:08:50,730
+اللي هو نص ال a dot b مثلًا اللي هو ال two vectors
+
+90
+00:08:50,730 --> 00:08:54,570
+المصدر القاعدة
+
+91
+00:08:54,570 --> 00:08:58,010
+نيجي لها المحاضرة اليوم اللي هو ال coordinate
+
+92
+00:08:58,010 --> 00:09:01,390
+system إذا واضحة فيها الأمور هلأ إذا إن هو إنها
+
+93
+00:09:01,390 --> 00:09:04,290
+تشتبه وإنفعن نيجي لها
+
+94
+00:09:14,530 --> 00:09:22,490
+المحاضرة اليوم سوف نتكلم عن ال coordinates نبدأ
+
+95
+00:09:22,490 --> 00:09:25,370
+بتذكير إن هنا فينا three types of coordinate
+
+96
+00:09:25,370 --> 00:09:29,330
+system  N القارتيجين أو rectangular coordinate اللي
+
+97
+00:09:29,330 --> 00:09:38,470
+هو إحنا بمثله بال X Y Z X Y Z أكثر عنهم ال heart
+
+98
+00:09:38,470 --> 00:09:43,220
+هذا في جهة إن هو كل واحد منهم عشان إحنا اتفانى إحنا 
+
+99
+00:09:43,220 --> 00:09:46,580
+بأحط x hat على طول أو اي x زي أكثر أي برضه
+
+100
+00:09:46,580 --> 00:09:53,640
+عليها hat تمام أو إنّه الcircular coordinate
+
+101
+00:09:53,640 --> 00:09:56,580
+الcircular اللي هو نفسه ال cylindrical coordinate
+
+102
+00:09:56,580 --> 00:09:58,940
+الcircular cylindrical coordinate يعني باختصار
+
+103
+00:09:58,940 --> 00:10:02,620
+نقدر نقول cylindrical coordinate بيكون القاعدة على
+
+104
+00:10:02,620 --> 00:10:07,440
+شكل دائرة وله اتجاه طويل غالبًا بتحطه على ال z axis
+
+105
+00:10:07,440 --> 00:10:13,570
+فإنّه kind of a partition هو ال XYZالسفريكال
+
+106
+00:10:13,570 --> 00:10:18,610
+كواردنات الراو
+
+107
+00:10:18,610 --> 00:10:26,370
+و الفاي و السفريكال
+
+108
+00:10:26,370 --> 00:10:29,910
+كواردنات
+
+109
+00:10:29,910 --> 00:10:39,150
+السفريكال كواردنات سفير الار الراديوس الذاوية
+
+110
+00:10:39,150 --> 00:10:44,210
+الفاي و الذاوية الفيتر بتمثل هذا ال coordinate إذا
+
+111
+00:10:44,210 --> 00:10:48,350
+نحكي عن Cartesian بنحكي عن XYZ عن cylindrical
+
+112
+00:10:48,350 --> 00:10:53,930
+بنحكي عن رو فاي زد أسفريكال بنحكي R ثتا فاي هدول ال
+
+113
+00:10:53,930 --> 00:10:56,410
+system نسميهم orthogonal systems ليش orthogonal
+
+114
+00:10:56,410 --> 00:11:00,290
+systems هدول اللي غصب عنهم لازم بنحكي عن Y بيكون في
+
+115
+00:11:00,290 --> 00:11:04,190
+عند Z orthogonal يعني هدول ال coordinate التلاتة
+
+116
+00:11:04,190 --> 00:11:07,270
+متعامدين على بعض يعني ال X و ال Y متعامدين على Z
+
+117
+00:11:07,270 --> 00:11:12,350
+ال رو و ال Z متعامدين على بعض هنا الـR عمودية في ما
+
+118
+00:11:12,350 --> 00:11:17,290
+هو الـ system هنا x,y,z هو الأساس و الـR هي عبارة
+
+119
+00:11:17,290 --> 00:11:21,930
+عن ال vector بيسميه ال radius لدى ال system إذا ال
+
+120
+00:11:21,930 --> 00:11:25,090
+Cartesian coordinate لأنهم دايمًا بيكونوا متشوه
+
+121
+00:11:25,090 --> 00:11:29,290
+لبربنديكولي العالم أبدًا
+
+122
+00:11:29,290 --> 00:11:32,430
+بال Cartesian coordinate زي الرسم اللي أنا قسمته
+
+123
+00:11:41,270 --> 00:11:45,670
+عشان أقلب قليل الـ Center بس هنا نشوف المنظر أكثر
+
+124
+00:11:45,670 --> 00:11:50,710
+ألوانًا فينا ال Cartesian coordinate اللي هي ال X
+
+125
+00:11:50,710 --> 00:11:54,450
+Y Z إحنا قلنا فينا component في اتجاه ال X و بقى
+
+126
+00:11:54,450 --> 00:11:56,690
+في اتجاه ال Y ممكنش بدها ال Z قلنا ما هو اللي و
+
+127
+00:11:56,690 --> 00:12:00,290
+ده بيكون إيه عشان orthogonal يعني ال X عمودي على
+
+128
+00:12:00,290 --> 00:12:04,950
+ال Y و ال Y عمودي على ال Z ax hat dot ax hat
+
+129
+00:12:04,950 --> 00:12:08,990
+بتعطينا واحد ax hat dot ay hat إيش بتساوي؟ صفر
+
+130
+00:12:08,990 --> 00:12:13,740
+أخذنا المحاضرة الماضية بنأخذ أي vector position في
+
+131
+00:12:13,740 --> 00:12:16,680
+هذا ال system إحنا قلنا إيش ال position بحدد لموضع
+
+132
+00:12:16,680 --> 00:12:20,260
+object في النظام أنا مثلًا نفترض إن عندي نقطة هنا
+
+133
+00:12:20,260 --> 00:12:22,360
+و بدي أجيب ال position تبعها هنا ال vector إيه
+
+134
+00:12:22,360 --> 00:12:25,740
+بمثله ال position vector بين ال origin و بين
+
+135
+00:12:25,740 --> 00:12:32,020
+النقطة في ال space هذه لها three components واحدة
+
+136
+00:12:32,020 --> 00:12:35,780
+في اتجاه ال X واحدة في اتجاه ال Y واحدة في اتجاه
+
+137
+00:12:35,780 --> 00:12:42,880
+ال Z أسقب أول حاجة لهذه ال coordinate هيكون واحد في
+
+138
+00:12:42,880 --> 00:12:46,200
+ال XY plane والثاني وانت بتجهز في هذه ال components
+
+139
+00:12:46,200 --> 00:12:51,680
+بتاعك بAZZ hat والثاني اللي سقطت في ال XY اللي هي
+
+140
+00:12:51,680 --> 00:12:57,200
+لها two components واحدة AXX hat والثانية AYY hat
+
+141
+00:12:57,450 --> 00:13:01,430
+إذا هذا هو ال vector تبعي هاي ال X component هاي
+
+142
+00:13:01,430 --> 00:13:04,770
+ال Y component وهي ال Z component اللي هو الجمع
+
+143
+00:13:04,770 --> 00:13:09,250
+هيكون هذا هو ال vector تبعي مجموعة AX ساقات AY
+
+144
+00:13:09,250 --> 00:13:13,510
+ساقات AZ تمام شفنا برضه المحاضرة الماضية جمال
+
+145
+00:13:19,650 --> 00:13:22,790
+الـ X coordinate بيروح minus infinity ل plus
+
+146
+00:13:22,790 --> 00:13:26,170
+infinity ال Y coordinate بيروح minus infinity ل
+
+147
+00:13:26,170 --> 00:13:29,670
+plus infinity ال Z بيروح minus infinity ل plus
+
+148
+00:13:29,670 --> 00:13:34,350
+infinity عشان أعبر عن أي vector A في ال Cartesian
+
+149
+00:13:34,350 --> 00:13:41,270
+يا بالأقواس هذه بقول A vector بيساوي
+
+150
+00:13:41,270 --> 00:13:46,130
+فدي معناها ال X component فال Y component وهي Z
+
+151
+00:13:46,130 --> 00:13:53,650
+component بتساوي هذا الشكل يعني
+
+152
+00:13:53,650 --> 00:13:57,730
+يا بكتبها في هذا الشكل يا بالشكل الثاني معناه هذا
+
+153
+00:13:57,730 --> 00:14:01,930
+ال vector تبعي
+
+154
+00:14:01,930 --> 00:14:06,510
+هدول إحنا اتفقنا إن x hat و y hat و z hat هم ال
+
+155
+00:14:06,510 --> 00:14:09,570
+unit vectors في كل اتجاه من الاتجاهات التلاتة نجي
+
+156
+00:14:09,570 --> 00:14:11,210
+ل ال cylindrical coordinate ال cylindrical
+
+157
+00:14:11,210 --> 00:14:15,490
+coordinate يعني ال raw ال raw بتيجي من zero ل
+
+158
+00:14:15,490 --> 00:14:21,790
+infinity من zero ل infinity روه بتتمجلها من zero ل
+
+159
+00:14:21,790 --> 00:14:26,710
+infinity فاى اللي هي الزاوية فاى من zero ل two pi
+
+160
+00:14:26,710 --> 00:14:30,450
+بتلف حوالين الدائرة and روه تروح من zero ل
+
+161
+00:14:30,450 --> 00:14:37,770
+infinity فاى اللي هي الزاوية ما بين ال x axis و ال
+
+162
+00:14:37,770 --> 00:14:42,920
+روه تجاه ال روه في حقيقة فاى إذا ال raw فاى بتروح
+
+163
+00:14:42,920 --> 00:14:47,300
+من zero لحد two pi ننتبه إن هي ما بين ال x axis و
+
+164
+00:14:47,300 --> 00:14:51,780
+ال raw ز من minus infinity ل plus infinity يعني
+
+165
+00:14:51,780 --> 00:14:55,280
+السيلندر بتاعتي بتغطي ال space كله زي ما ال XY
+
+166
+00:14:55,280 --> 00:14:58,320
+بيغطي ال space كله لأن X بتروح من minus infinity ل
+
+167
+00:14:58,320 --> 00:15:00,940
+plus infinity و Y من minus infinity ل plus
+
+168
+00:15:00,940 --> 00:15:02,980
+infinity و Z من minus infinity ل plus infinity
+
+169
+00:15:02,980 --> 00:15:06,140
+هتغطي كل space نفس القضية السيلندر تاعت لما أقول
+
+170
+00:15:06,140 --> 00:15:10,480
+ال row بتروح من zero ل infinity و بتلف two pi و
+
+171
+00:15:10,480 --> 00:15:12,740
+بتروح من minus infinity ل plus infinity إذا برضه
+
+172
+00:15:12,740 --> 00:15:14,040
+غطت كل space
+
+173
+00:15:17,780 --> 00:15:19,460
+نفس الحاجة الـ vector في الـ cylindrical
+
+174
+00:15:19,460 --> 00:15:21,980
+coordinate بتعبّر عنه يا بشكل اللي هو ال
+
+175
+00:15:21,980 --> 00:15:25,820
+parentheses اللي هي row hat phi hat z hat يعني دي
+
+176
+00:15:25,820 --> 00:15:30,500
+ال a vector بتساوي a row a phi a z أو a row row
+
+177
+00:15:30,500 --> 00:15:37,020
+hat زغط a phi phi hat زغط a z z hat طبعًا
+
+178
+00:15:37,020 --> 00:15:39,120
+إحنا مجموعة طبعًا ال vector في ال Cartesian
+
+179
+00:15:39,120 --> 00:15:41,940
+coordinate أخذناها من الحاضر الماضي وانقش أي
+
+180
+00:15:41,940 --> 00:15:44,940
+مجموعة .. أي مجموعة يبدأ أي vector انقش بالساعة
+
+181
+00:15:44,940 --> 00:15:50,870
+المجموعة بيقول square root لـ A Dot A فالـ Cartesian
+
+182
+
+201
+00:17:36,860 --> 00:17:37,340
+سالبة
+
+202
+00:17:42,330 --> 00:17:45,210
+العلاقة بين الـ Cartesian و الـ cylindrical هذا مهم
+
+203
+00:17:45,210 --> 00:17:47,430
+كتير لي أعرف كيف أروح من الـ Cartesian لـ ال
+
+204
+00:17:47,430 --> 00:17:50,470
+cylindrical و الـ cylindrical لـ الـ Cartesian هذه كم
+
+205
+00:17:50,470 --> 00:17:54,990
+مرة النقطة في الـ space اللي هي بتمثلني مكانها
+
+206
+00:17:54,990 --> 00:17:57,450
+أسواق بقدر أعبر عنه بالـ Cartesian أو ال
+
+207
+00:17:57,450 --> 00:17:58,050
+cylindrical
+
+208
+00:18:03,040 --> 00:18:05,740
+بقدر أعبر عنه أسوأ بالـ Cartesian أو بالـ
+
+209
+00:18:05,740 --> 00:18:08,600
+Cylindrical الثاني لازم يعطوه نفس المفهوم لأن
+
+210
+00:18:08,600 --> 00:18:12,460
+الموضوع لا يتغير لها النقطة هنا هي النقطة بتاعته ده
+
+211
+00:18:12,460 --> 00:18:16,120
+عقوم البشر تبعها أسوأ أعبرت عنه بالـ Cartesian أو
+
+212
+00:18:16,120 --> 00:18:19,260
+بالـ Cylindrical لازم يخلف الموضوع لازم يكون نفس
+
+213
+00:18:19,260 --> 00:18:23,180
+الأشياء بس هنا هدفه عشان نشوف شغلها قابل الـ XYZ و
+
+214
+00:18:23,180 --> 00:18:27,300
+الـ Raw و الـ YZ إذا أي موضوع لنقطة بقدر أعبر عنه كده
+
+215
+00:18:27,300 --> 00:18:30,000
+بقدر أعبر عنه بالـ Cepherical و لازم يكون نفس
+
+216
+00:18:30,000 --> 00:18:34,840
+الأشياء فمش لازم نرتبطنجلال كارتيجين الموضوع عبارة
+
+217
+00:18:34,840 --> 00:18:38,500
+عن x component زي الـ y component زي الـ z component
+
+218
+00:18:38,500 --> 00:18:44,340
+نجلال الفائز سلندريكال السلندريكال هو الـ Raw و
+
+219
+00:18:44,340 --> 00:18:48,980
+الفايد يتحددوا الزاوية فايد ما بين الـ x و الـ Raw و
+
+220
+00:18:48,980 --> 00:18:54,090
+الـ z componenthالبسشن أول حاجة بعمله two
+
+221
+00:18:54,090 --> 00:18:57,530
+components واحدة في الـ x y plan اللي هسميها الـ Raw
+
+222
+00:18:57,530 --> 00:19:01,450
+والتانية في الـ z plan اللي هي z ظلت إذا أن الـ z
+
+223
+00:19:01,450 --> 00:19:04,630
+ظلت زي ما هي يعني بالـ component اللي هي z ظلت زي
+
+224
+00:19:04,630 --> 00:19:08,890
+ما هي الـ Raw بقدر ايش أسوي فيه أعطيه two
+
+225
+00:19:08,890 --> 00:19:12,430
+components واحدة في الـ x direction وفحدة في الـ y
+
+226
+00:19:12,430 --> 00:19:16,910
+direction في الـ x direction وفي الـ y direction فهي
+
+227
+00:19:16,910 --> 00:19:21,600
+الـ components عمها الـ x زائد الـ y إذاً الـ Raw عبارة
+
+228
+00:19:21,600 --> 00:19:26,880
+عن x و y هي الـ Raw vector عبارة عن مجموع x x hat و
+
+229
+00:19:26,880 --> 00:19:30,860
+y y hat فإذاً ما بالتالي الـ magnitude تبع الـ Raw
+
+230
+00:19:30,860 --> 00:19:35,560
+ايش هيكون الجزر التربيه لـ x x hat أيوة x تربيع زائد
+
+231
+00:19:35,560 --> 00:19:40,280
+y تربيع تمام شكرا إذاً الـ Raw هو عبارة عن ال
+
+232
+00:19:40,280 --> 00:19:45,940
+radius تبع الدائرة اللي تمثل القاعدة بتاعة
+
+233
+00:19:45,940 --> 00:19:51,450
+السيليندر دائرة مش احنا بقول R تبع الدائرة R تربيع
+
+234
+00:19:51,450 --> 00:19:54,290
+هو عبارة عن X تربيع زي Y تربيع التمام اللي ماتو
+
+235
+00:19:54,290 --> 00:19:57,870
+شايفينه إذا الـ Raw تربيع أو رو هو جزر تربيع لـ X
+
+236
+00:19:57,870 --> 00:20:00,430
+تربيع زي Y تربيع أو من الرسم اللي احنا شايفين
+
+237
+00:20:00,430 --> 00:20:04,030
+متأكدين ان الـ Raw هي عبارة عن Raw vector هي عبارة
+
+238
+00:20:04,030 --> 00:20:09,930
+عن X X hat زي Y Y hat تمام إذا الـ Raw البساطة هي
+
+239
+00:20:09,930 --> 00:20:13,110
+عبارة عن جزر تربيع لـ X تربيع زي Y تربيع نجي لـ Phi
+
+240
+00:20:13,110 --> 00:20:16,730
+الـ Phi قلنا هي عبارة عن الزاوية المابين الـ X axis
+
+241
+00:20:16,730 --> 00:20:21,460
+و الـ Raw ايش الزاوية هاي بتكون فيها إن هي الـ X و هي
+
+242
+00:20:21,460 --> 00:20:24,220
+الـ Y و هم متعامدين هم مانساش إن هم متعامدين الـ X و
+
+243
+00:20:24,220 --> 00:20:29,000
+الـ Y الـ X و الـ Y متعامدين بقدر أقول إن هي عبارة عن
+
+244
+00:20:29,000 --> 00:20:33,760
+هذا الوتر فالـ X و هي الـ Y هي ما لها هي المقابل و
+
+245
+00:20:33,760 --> 00:20:38,020
+هي المجاور فهتكون tan inverse Y على X لإن الثاني
+
+246
+00:20:38,020 --> 00:20:45,140
+الفائش هيكون Y على X إذا فهي tan inverse Y على X و
+
+247
+00:20:45,140 --> 00:20:47,840
+Z احنا اتفقنا إن هي نفس الـ components الأسواق في
+
+248
+00:20:47,840 --> 00:20:51,030
+الـ Xcoordinate x,y,z coordinate أو صندوق
+
+249
+00:20:51,030 --> 00:20:54,310
+الكوارينتز الـ z نفسه مفقفين على بعض ممكن تشتغل
+
+250
+00:20:54,310 --> 00:21:00,510
+أوي تم إذا احنا قلنا رو هتساوي جزر التربية لـ X
+
+251
+00:21:00,510 --> 00:21:04,830
+تربية زي Y تربية في هي تل inverse Y على X و Z
+
+252
+00:21:04,830 --> 00:21:08,390
+بتساوي Z فبنيجي لو احنا بدك تكتب X بدلالة اللي هو
+
+253
+00:21:08,390 --> 00:21:15,090
+الـ رو و الفي هي الـ X X هتساوي رو جبت دلال من الفي
+
+254
+00:21:16,170 --> 00:21:19,710
+الـ X component للـ Raw زي ما احنا أخذنا تحليل أي
+
+255
+00:21:19,710 --> 00:21:24,250
+vector الحاضر الماضي كمان شفنا هي vector ايه؟ ايش
+
+256
+00:21:24,250 --> 00:21:27,650
+تحليله لو كان هنا في زاوية؟ هذه اللي هي الـ X
+
+257
+00:21:27,650 --> 00:21:30,230
+component عظمه يمكننا نسميها X وهي الـ X component
+
+258
+00:21:30,230 --> 00:21:36,530
+بس ايش هي X الواطنة؟ هي A Cosine of Phi صح؟ اللي
+
+259
+00:21:36,530 --> 00:21:39,150
+هي الـ magnitude لو أنا بتطبع الـ X magnitude و Y
+
+260
+00:21:39,150 --> 00:21:44,990
+magnitude هتكون ايه؟ A Sin Yهي اتجاهها في الـ Xها
+
+261
+00:21:44,990 --> 00:21:54,070
+وهي اتجاهها في الـ Yها الـ Phi هذا هو الـ Y component
+
+262
+00:21:54,070 --> 00:21:57,330
+تمام؟
+
+263
+00:21:57,330 --> 00:22:00,610
+إذا
+
+264
+00:22:00,610 --> 00:22:05,810
+الـ X component هي برعها رو كوساين الفي و Y برعها رو
+
+265
+00:22:05,810 --> 00:22:09,130
+ساين الفي صح؟ لأن هذه هي الـ components الـ X
+
+266
+00:22:09,130 --> 00:22:10,930
+component بتاعة الـ رو
+
+267
+00:22:14,810 --> 00:22:18,870
+الـ X هي عبارة عن رو كوساين الفاية والـ Y هي عبارة عن
+
+268
+00:22:18,870 --> 00:22:23,450
+رو ساين اي فاية الـ
+
+269
+00:22:23,450 --> 00:22:27,570
+A الـ Raw hat يعني الـ unit vector اللي في اتجاه ال
+
+270
+00:22:27,570 --> 00:22:31,910
+Raw برضه هيكون لتو components واحدة في اتجاه اللي
+
+271
+00:22:31,910 --> 00:22:36,390
+هسميها X hat و Y hat و هنا فاية ايش علاقة X hat ب
+
+272
+00:22:36,390 --> 00:22:38,990
+Raw hat نفس العلاقة بتاعة الـ vector بس هنا الـ unit
+
+273
+00:22:38,990 --> 00:22:43,510
+المجموعة تبع الـ Raw hat ايش هيكون الـ Raw hat هو
+
+274
+00:22:43,510 --> 00:22:47,970
+مجموع
+
+275
+00:22:47,970 --> 00:22:54,150
+الـ Raw كوساين الفار ايش المجموعة تبع الـ Raw hat؟
+
+276
+00:22:54,150 --> 00:23:00,370
+واحد ايش هتكون الـ X hat هتكون كوساين الفار أنت
+
+277
+00:23:00,370 --> 00:23:05,070
+تجيب العقل العكسي الـ Raw hat الـ Raw hat هو two
+
+278
+00:23:05,070 --> 00:23:08,570
+components واحدة في تجاه الـ X hat واحدة في تجاه ال
+
+279
+00:23:08,570 --> 00:23:13,540
+Y hat اتجاه الـ X hat ايش هتكون؟ المجليتور التبع ال
+
+280
+00:23:13,540 --> 00:23:18,200
+Raw hat جيب تمام الزاوية، إذا الـ component بتاعك
+
+281
+00:23:18,200 --> 00:23:23,280
+اتجاه الـ X hat هي بساطة cos⁻¹، لو بدأ احكي على Y
+
+282
+00:23:23,280 --> 00:23:29,260
+component، المجليتور التبع الـ Raw hat ايش هيكون؟
+
+283
+00:23:29,260 --> 00:23:36,510
+واحد، cosY⁻¹Y، واضح ما قال ايش هت؟ إذا عندي رو هات
+
+284
+00:23:36,510 --> 00:23:40,350
+هي عبارة عن كوساين الفاية لإنها component في تجاه
+
+285
+00:23:40,350 --> 00:23:44,170
+الـ X اللي هي المجنفة تقع رو هات في جبهة من الزاوية
+
+286
+00:23:44,170 --> 00:23:49,310
+رو هات مجنفة واحد هي كوساين الفاية X hat ثم كوساين
+
+287
+00:23:49,310 --> 00:23:52,030
+الفاية و إحدها نفس الأشياء لـ A فاية A فاية و إحد
+
+288
+00:23:52,030 --> 00:23:55,330
+تجاه الـ A فاية احنا هذا الـ orthogonal coordinate
+
+289
+00:23:55,330 --> 00:24:00,670
+الواحد عمودي هي تجاه الـ رو هات وتجاه الفاية هت
+
+290
+00:24:00,670 --> 00:24:03,470
+العمودي عليها أنت تجاه الفاية من Zero لـ Two Pi
+
+291
+00:24:03,740 --> 00:24:10,140
+عمودي عليها لو أنا رجعت رسمة الدائرة دائرة
+
+292
+00:24:10,140 --> 00:24:17,300
+هلاقي ان الروحة تنالو فيها نفس بالدائرة عمودي على
+
+293
+00:24:17,300 --> 00:24:30,280
+الروحة رسمت
+
+294
+00:24:30,280 --> 00:24:39,360
+الدائرة عمودي على الروحة الـ radius تبعهم عمود
+
+295
+00:24:39,360 --> 00:24:43,400
+على عمودي
+
+296
+00:24:43,400 --> 00:24:44,480
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+297
+00:24:44,480 --> 00:24:45,600
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+298
+00:24:45,600 --> 00:24:45,820
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+299
+00:24:45,820 --> 00:24:46,360
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+300
+00:24:46,360 --> 00:24:46,420
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+301
+00:24:46,420 --> 00:24:57,240
+عمودي عمودي عمودي عمودي عم
+
+302
+00:25:01,720 --> 00:25:05,880
+هي الـ component في اتجاه الـ X هتكون في اتجاه الـ Y
+
+303
+00:25:05,880 --> 00:25:08,840
+في اتجاه الـ X بس هتكون واحدة في اتجاه الـ X في
+
+304
+00:25:08,840 --> 00:25:13,020
+اتجاه الـ minus X لو بدأ أحل الـ components والزاوية
+
+305
+00:25:13,020 --> 00:25:22,960
+بتاعتهم هي الـ Phi بيجي على الاسم Phi hat I minus
+
+306
+00:25:22,960 --> 00:25:29,900
+hat I من هنا الـ X Y زي الـ X هنا I من هنا الـ Y
+
+307
+00:25:37,920 --> 00:25:44,900
+الزاوية هيجب ترم الـ Pi هو اتجاه الـ Y hat والـ sin
+
+308
+00:25:44,900 --> 00:25:48,440
+هيكون في تجاه الـ X بس هتكون في سالب الـ X hat لأن
+
+309
+00:25:48,440 --> 00:25:51,420
+تجاهها هي .. أنا عامل بحلل Phi hat هيكون Y
+
+310
+00:25:51,420 --> 00:25:56,660
+component موجبة و X component سالبة عشان أسهل واحد
+
+311
+00:25:56,660 --> 00:25:59,740
+يتذكرها طبعا أنتو هيتطلبوا منكم لو تحللوا على
+
+312
+00:25:59,740 --> 00:26:02,540
+الرسمة يمكنوا تجيبوها دول الـ coordinates بس كمان
+
+313
+00:26:02,540 --> 00:26:06,300
+عشان تتذكر أنك عامل حاجة صح ولا لا هتلاحظ ان Y ال
+
+314
+00:26:06,300 --> 00:26:10,440
+Phi hat component هي الـ differential للـ Raw hat أنا
+
+315
+00:26:10,440 --> 00:26:13,260
+جبت الـ differential تبع الـ Row هتش هتعطيلي minus
+
+316
+00:26:13,260 --> 00:26:16,520
+sine of I الـ X component و الـ sine of Phi هي
+
+317
+00:26:16,520 --> 00:26:24,920
+cosine الـ Phi طبعا
+
+318
+00:26:24,920 --> 00:26:28,560
+الـ Z hat هي نفسها الـ Z hat احنا اتفقنا على كم
+
+319
+00:26:28,560 --> 00:26:33,160
+الأول يعني كل الشغل عندنا هو في الدائرة في الدائرة
+
+320
+00:26:33,160 --> 00:26:36,160
+بتاعة السلم ده الـ Z component بتطابقوا على بعض لكن
+
+321
+00:26:36,160 --> 00:26:39,000
+الـ X component و الـ Y component هي قد صاروا بدلهم
+
+322
+00:26:39,000 --> 00:26:39,380
+Row
+
+323
+00:26:46,180 --> 00:26:49,600
+العلاقة رو بقدر أكتبها في دلالة الـ X و Y فاي بقدر
+
+324
+00:26:49,600 --> 00:26:53,200
+أكتبها في دلالة الـ X و Y و Z هي نفس الـ Z كما بقدر
+
+325
+00:26:53,200 --> 00:26:56,100
+أكتب اللي هو الـ Row vector أو يعني الـ X component
+
+326
+00:26:56,100 --> 00:27:02,000
+اتجاه دلالة الـ رو و الفاي و Y دلالة الـ رو و الفاي
+
+327
+00:27:02,000 --> 00:27:03,260
+و Z دلالة الـ Z
+
+328
+00:27:07,580 --> 00:27:13,360
+هذا ما شرحته بس سايموس مع الرسمة هاي الـ X hat كيف
+
+329
+00:27:13,360 --> 00:27:17,480
+بدي أعبر عنها بدلالة الـ Raw hat هاي الـ X hat هاي
+
+330
+00:27:17,480 --> 00:27:21,040
+اتجاه الـ Raw hat وهذا اتجاه الـ minus Phi hat لإيش؟
+
+331
+00:27:21,040 --> 00:27:24,260
+لأن هاي الـ X و هاي الـ Y Phi هات ايش اتجاهها لفوق
+
+332
+00:27:24,260 --> 00:27:33,540
+اتجاهها counter clockwise هاي
+
+333
+00:27:33,540 --> 00:27:40,280
+الـ X بتاعتها بدلالة الـ Raw hat و الـ Phi hat احنا اللي
+
+334
+00:27:40,280 --> 00:27:46,560
+عملناها قبل شوية اللي هي الـ Raw hat بدلت الـ X و ال
+
+335
+00:27:46,560 --> 00:27:50,200
+Y hat الـ X hat و الـ Y hat أنت بدل الـ X hat بدلت ال
+
+336
+00:27:50,200 --> 00:27:56,420
+Raw و الـ Phi هي الـ X هي الـ X direction وهد طبعا
+
+337
+00:27:56,420 --> 00:27:58,720
+اللي هو الـ Raw direction اللي هو اتجاه الـ radius بتاع
+
+338
+00:27:58,720 --> 00:28:03,220
+الـ circuit و الـ Phi hat هي اتجاه لفوق بس هتكون في
+
+339
+00:28:03,220 --> 00:28:07,660
+الـ minus إنه بدل أنا الـ X حللها 2 component واحدة
+
+340
+00:28:07,660 --> 00:28:10,640
+في اتجاه الـ Raw و واحدة في اتجاه الـ Phi فالحلقة
+
+341
+00:28:10,640 --> 00:28:14,040
+هتكون في minus الـ Phi الفتجاه الـ Raw هتكون طبعا
+
+342
+00:28:14,040 --> 00:28:17,920
+هذه الزاوية في هي نفس هذه الزاوية في من التناظر
+
+343
+00:28:17,920 --> 00:28:21,920
+هذا نفس الخط فهذا الخط بوازي هذا الخط اللي هو الـ x
+
+344
+00:28:21,920 --> 00:28:26,460
+component الـ x أي x حتة الفتجاه الـ Raw hat هتكون
+
+345
+00:28:26,460 --> 00:28:33,470
+cosine الـ Phi Raw hat واضح فالتجاه الـ Phi هتكون
+
+346
+00:28:33,470 --> 00:28:38,130
+sin Phi minus Phi hat لأن Phi hat ماله counter
+
+347
+00:28:38,130 --> 00:28:43,670
+clockwise على محيط الدائرة ميجي للـ y component a y
+
+348
+00:28:43,670 --> 00:28:47,850
+hat هذا هي الـ y hat a y hat هي الـ Raw hat اللي هو
+
+349
+00:28:47,850 --> 00:28:50,950
+في اتجاه الـ radius و الـ Phi hat ما قلنا هي اتجاهها
+
+350
+00:28:50,950 --> 00:28:54,290
+الصحيح اللي هي counter clockwise نفس الحاجة قلنا
+
+351
+00:28:54,290 --> 00:28:57,490
+الـ a y اللي هي two components واحدة في اتجاه ال
+
+352
+00:28:57,490 --> 00:29:00,970
+Raw hat واحدة في اتجاه الـ x hat لو بدي أشوف وين هي
+
+353
+00:29:00,970 --> 00:29:07,670
+الـ Phi هلاقي الـ Phi هي الزاوية اللي هنا تمام؟
+
+354
+00:29:18,350 --> 00:29:25,230
+عشان بتأكد من الزاوية إذا عملنا تناظر هادي من
+
+355
+00:29:25,230 --> 00:29:31,890
+التوازي بتساوي هذه الزاوية هي نفس الفاية وهي تتنين
+
+356
+00:29:31,890 --> 00:29:33,390
+هاي وهي تتنين هاي
+
+357
+00:29:38,410 --> 00:29:42,570
+تمام فإذا الـ y component في ندي اللي هي الـ Raw hat
+
+358
+00:29:42,570 --> 00:29:46,170
+اللي هتكون sine الـ Phi Raw hat وعندي في اتجاه ال
+
+359
+00:29:46,170 --> 00:29:49,830
+plus الـ Phi hat اللي هي cosine الـ Phi Pie hat طبعا
+
+360
+00:29:49,830 --> 00:29:53,890
+الـ z hat هي نفسها الـ z hat إذا إحنا شفنا
+
+361
+00:29:53,890 --> 00:29:59,540
+كيف أنا بقدر أكتب الـ Raw hat دلالة الـ X و الـ Y
+
+362
+00:29:59,540 --> 00:30:03,160
+component و نبسطها هي الـ Raw hat فده الاتجاه فهيكون
+
+363
+00:30:03,160 --> 00:30:06,300
+له component في اتجاه الـ X اللي هي cosine في X hat
+
+364
+00:30:06,300 --> 00:30:12,620
+واحدة في اتجاه الـ Y اللي هي Raw hat magnitude اللي
+
+365
+00:30:12,620 --> 00:30:17,640
+هي واحد sine في Y hat و الـ Phi hat بقدر برضه اعملها
+
+366
+00:30:17,640 --> 00:30:21,740
+إنه هحطها اتجاه المماس للدائرة و اعملها الـ X و ال
+
+367
+00:30:21,740 --> 00:30:25,020
+Y component و عشان للتسكير قلت لكم مش هلاقيها انها
+
+368
+00:30:25,020 --> 00:30:29,000
+differential فاي هات هي الـ differential لـ Raw hat
+
+369
+00:30:29,000 --> 00:30:32,980
+فهتكون minus الفاي X hat زي الـ cosine في و Y hat و
+
+370
+00:30:32,980 --> 00:30:36,020
+Z component نفس الحاجة تمام؟
+
+371
+00:30:40,520 --> 00:30:42,860
+و هنا نفس الشيء إذا لاحظتم ان العلاقة برضه بينهم
+
+372
+00:30:42,860 --> 00:30:46,200
+differential الـ X hat و الـ Y hat عند الـ X hat
+
+373
+00:30
+
+401
+00:32:41,490 --> 00:32:47,840
+ax sin phi  و في عندي ay cos phi إذاً هي ال raw
+
+402
+00:32:47,840 --> 00:32:52,240
+component A raw هتساوي Ax cos فهذا احنا اصلا
+
+403
+00:32:52,240 --> 00:32:55,780
+مابنتوقعينه ال A raw نفس الحالة هتكون لها
+
+404
+00:32:55,780 --> 00:33:00,560
+component اتجاه ال X واحدة اتجاه ال Y Ax cos فزاية
+
+405
+00:33:00,560 --> 00:33:04,960
+Ay sin فهو ال A ف هتكون minus Ax sin فزاية Ay cos
+
+406
+00:33:04,960 --> 00:33:10,840
+فهو ال AZ بيها ال AZ بس ان هي كدت اكتب ال vector
+
+407
+00:33:10,840 --> 00:33:13,700
+position في ال Cartesian coordinate احوله من ال
+
+408
+00:33:13,700 --> 00:33:15,480
+Cartesian coordinate اذا كنت عارف ال components
+
+409
+00:33:15,480 --> 00:33:19,940
+عادوا في ال X و Y و Z و هتتحلل ال ax ل two
+
+410
+00:33:19,940 --> 00:33:22,980
+components واحدة في ال rho واحدة في ال phi و ال y
+
+411
+00:33:22,980 --> 00:33:25,620
+هتتحلل two components واحدة في ال rho واحدة في ال
+
+412
+00:33:25,620 --> 00:33:29,720
+phi و ال z هتظلها زي ما هي فبطلع عندي لكل واحدة من
+
+413
+00:33:29,720 --> 00:33:31,840
+ال components عادوا من ال vector في اتجاه ال rho
+
+414
+00:33:31,840 --> 00:33:35,150
+hat و ال phi hat و ال z hat اتجاه الـ Phi 2
+
+415
+00:33:35,150 --> 00:33:37,850
+components و اتجاه الـ Phi 2 components والـ Z تظهر
+
+416
+00:33:37,850 --> 00:33:41,730
+زي ما هي تمام صار واضح ايش اللي بنعمله هذا كله
+
+417
+00:33:41,730 --> 00:33:45,890
+بنقدر معبر عنه بال transfer matrix انا بقدر اكتب
+
+418
+00:33:45,890 --> 00:33:49,790
+العلاقة بين ال A Rho وال A Phi وال A Z وال A X وال
+
+419
+00:33:49,790 --> 00:33:52,410
+A Y وال A Z بتبدأت ال matrix احنا قولنا ان ال A
+
+420
+00:33:52,410 --> 00:33:57,350
+Rho ايش بتساوي كو سين الفي X سين الفي A Y دولة
+
+421
+00:33:57,350 --> 00:34:01,670
+اللي هي ال ال ال ال raw hat dot X A hat X hat وهد
+
+422
+00:34:01,670 --> 00:34:06,540
+ال raw hat dot Y hat و هنا ال FI هتكون عندى ال
+
+423
+00:34:06,540 --> 00:34:10,780
+matrix ما نص FI وصل فى 0001 لإن ال acid هى نفس ال
+
+424
+00:34:10,780 --> 00:34:15,150
+acid من cylindrical ل cartesian يعني إذا كنت عارفة
+
+425
+00:34:15,150 --> 00:34:19,230
+ال a rho a phi a z وبدل a x a y a z هتكون اللي هي
+
+426
+00:34:19,230 --> 00:34:22,570
+cosine of phi minus sine of phi cosine of phi and
+
+427
+00:34:22,570 --> 00:34:26,750
+cosine of phi العلاقة بين ال matrix بتاعت اللي هي
+
+428
+00:34:26,750 --> 00:34:29,470
+من ال cartesian ل ال cylindrical أو من ال
+
+429
+00:34:29,470 --> 00:34:33,050
+cylindrical ل ال cartesian هي عبارة عن اللي هي ال
+
+430
+00:34:33,050 --> 00:34:36,570
+inverse matrix لإن لو بدي اقول بدي انا اكتب ال
+
+431
+00:34:36,570 --> 00:34:39,620
+cartesian بدلات ال cylindrical ايش بدي اعمل؟ ax واي
+
+432
+00:34:39,620 --> 00:34:41,360
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+433
+00:34:41,360 --> 00:34:44,020
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+434
+00:34:44,020 --> 00:34:48,440
+واي واي واي واي
+
+435
+00:34:48,440 --> 00:34:49,760
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+436
+00:34:49,760 --> 00:34:52,320
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+437
+00:34:52,320 --> 00:34:52,500
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+438
+00:34:52,500 --> 00:34:53,340
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+439
+00:34:53,340 --> 00:34:53,720
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+440
+00:34:53,720 --> 00:34:56,320
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+441
+00:34:56,320 --> 00:35:03,920
+واي واي واي واي واي واي
+
+442
+00:35:03,920 --> 00:35:07,830
+واي واي واي وعشان اعمل هيك انا بدي هذا ال vector
+
+443
+00:35:07,830 --> 00:35:14,030
+اش باخد ال inverse تبع ال M بعد M inverse اللي هي
+
+444
+00:35:14,030 --> 00:35:18,270
+بساطة هتطلع بس ال vector اللي احنا شفناها قبل هيك
+
+445
+00:35:22,200 --> 00:35:25,860
+هي طبعا اي component من هدول ال components ببساطة
+
+446
+00:35:25,860 --> 00:35:27,580
+لو انا في ال cylindrical و انا بده اروح ل
+
+447
+00:35:27,580 --> 00:35:30,520
+Cartesian هيكون كل واحد من هدول ال elements هيكون
+
+448
+00:35:30,520 --> 00:35:35,960
+ax dot a rawhat ax dot phi hat x hat dot z hat هده
+
+449
+00:35:35,960 --> 00:35:39,420
+هتكون y hat dot rawhat y hat dot phi hat y hat dot
+
+450
+00:35:39,420 --> 00:35:43,400
+z hat z hat dot rawhat z hat dot phi hat z hat dot
+
+451
+00:35:43,400 --> 00:35:48,320
+z hat هنخل الصفر اكتر لنقاء القادم عشان هدول بتحكم
+
+452
+00:35:48,320 --> 00:35:54,180
+مع المهندسمحمد اجعالنا موجود هى اتحدى دموعى
+
+453
+00:35:54,180 --> 00:35:56,980
+المحاضرات كفاية لكم العافية وان شاء الله بنشوفكم
+
+454
+00:35:56,980 --> 00:35:58,060
+لقاء القادم 
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/rVD36L-6n9Y_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/rVD36L-6n9Y_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..c06676f86ecd54fc33b690e33186de2c00116009
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/rVD36L-6n9Y_raw.json
@@ -0,0 +1 @@
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vector ال vector puted مع ال a هيعطينا scalar quantity اللي هي ال volume تبع متواز الأضلاع اللي بيحصروها دولة التلاتة vector واضح؟ مش كمان شيء اندراجا فيها المعلومات السابقة", "tokens": [3224, 15730, 23032, 3555, 3615, 995, 31439, 39684, 5296, 28814, 1863, 4724, 1829, 9122, 32887, 8608, 1829, 39896, 3615, 9566, 1829, 8315, 8062, 2423, 8062, 829, 292, 20449, 2423, 257, 39896, 3615, 9566, 1829, 8315, 39684, 11275, 13672, 1829, 39896, 2423, 5523, 6055, 3555, 3615, 44650, 2407, 31377, 16247, 11242, 15040, 3615, 13672, 1829, 4724, 1829, 5016, 9381, 2288, 2407, 11296, 11778, 12610, 3660, 16712, 1211, 9307, 3660, 8062, 4032, 46958, 5016, 22807, 37893, 9122, 2304, 7649, 44049, 38207, 16472, 3215, 2288, 26108, 995, 8978, 11296, 9673, 30241, 20498, 9307, 21136, 16758, 28671], "avg_logprob": -0.3050199360289472, "compression_ratio": 1.619047619047619, "no_speech_prob": 3.5762786865234375e-07, "words": [{"start": 496.14, "end": 496.42, "word": "هذا", "probability": 0.680908203125}, {"start": 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501.84, "word": " مع", "probability": 0.9697265625}, {"start": 501.84, "end": 502.48, "word": " ال", "probability": 0.79736328125}, {"start": 502.48, "end": 502.7, "word": " a", "probability": 0.70068359375}, {"start": 502.7, "end": 503.32, "word": " هيعطينا", "probability": 0.957421875}, {"start": 503.32, "end": 503.76, "word": " scalar", "probability": 0.779296875}, {"start": 503.76, "end": 504.3, "word": " quantity", "probability": 0.56494140625}, {"start": 504.3, "end": 504.48, "word": " اللي", "probability": 0.641845703125}, {"start": 504.48, "end": 504.58, "word": " هي", "probability": 0.876953125}, {"start": 504.58, "end": 504.74, "word": " ال", "probability": 0.70703125}, {"start": 504.74, "end": 505.14, "word": " volume", "probability": 0.96630859375}, {"start": 505.14, "end": 505.88, "word": " تبع", "probability": 0.8186848958333334}, {"start": 505.88, "end": 506.42, "word": " متواز", "probability": 0.9552408854166666}, {"start": 506.42, "end": 506.98, "word": " الأضلاع", "probability": 0.6943359375}, {"start": 506.98, "end": 507.18, "word": " اللي", "probability": 0.96240234375}, {"start": 507.18, "end": 507.84, "word": " بيحصروها", "probability": 0.8681640625}, {"start": 507.84, "end": 508.28, "word": " دولة", "probability": 0.82421875}, {"start": 508.28, "end": 508.92, "word": " التلاتة", "probability": 0.9476318359375}, {"start": 508.92, "end": 509.56, "word": " vector", "probability": 0.77001953125}, {"start": 509.56, "end": 513.3, "word": " واضح؟", "probability": 0.691162109375}, {"start": 513.3, "end": 519.06, "word": " مش", "probability": 0.6845703125}, {"start": 519.06, "end": 519.4, "word": " كمان", "probability": 0.9892578125}, {"start": 519.4, "end": 519.78, "word": " شيء", "probability": 0.3935546875}, {"start": 519.78, "end": 520.28, "word": " اندراجا", "probability": 0.592822265625}, {"start": 520.28, "end": 520.7, "word": " فيها", "probability": 0.568603515625}, {"start": 520.7, "end": 521.48, "word": " المعلومات", "probability": 0.901123046875}, {"start": 521.48, "end": 522.1, "word": " السابقة", "probability": 0.99365234375}], "temperature": 1.0}, {"id": 18, "seek": 54429, "start": 524.73, "end": 544.29, "text": "واخدنا احنا اللي هي مساحة المثلث المحاضرة الماضية اللي هو نص ال a dot b مثلا اللي هو ال two vectors المصدر القاعدة نيجي لها المحاضرة اليوم اللي هو ال coordinate system إذا واضحة فيها الأمور هلأ إذا إن هو إنها تشتبع وإنفعن نيجي لها", "tokens": [2407, 47283, 3215, 8315, 1975, 5016, 8315, 13672, 1829, 39896, 47524, 39319, 3660, 9673, 12984, 1211, 12984, 9673, 5016, 46958, 25720, 9673, 46958, 10632, 13672, 1829, 31439, 8717, 9381, 2423, 257, 5893, 272, 50113, 15040, 13672, 1829, 31439, 2423, 732, 18875, 9673, 9381, 3215, 2288, 25062, 995, 22488, 3660, 8717, 1829, 7435, 1829, 5296, 11296, 9673, 5016, 46958, 25720, 45595, 20498, 13672, 1829, 31439, 2423, 15670, 1185, 11933, 15730, 4032, 46958, 5016, 3660, 8978, 11296, 16247, 2304, 13063, 8032, 1211, 10721, 11933, 15730, 36145, 31439, 36145, 11296, 6055, 8592, 2655, 3555, 3615, 4032, 28814, 1863, 5172, 3615, 1863, 8717, 1829, 7435, 1829, 5296, 11296], "avg_logprob": -0.30922620410010926, "compression_ratio": 1.9154228855721394, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 524.73, "end": 525.27, "word": "واخدنا", "probability": 0.79290771484375}, {"start": 525.27, "end": 525.63, "word": " احنا", "probability": 0.8717447916666666}, {"start": 525.63, "end": 525.87, "word": " اللي", "probability": 0.42431640625}, {"start": 525.87, "end": 525.99, "word": " هي", "probability": 0.8134765625}, {"start": 525.99, "end": 526.39, "word": " مساحة", "probability": 0.8416341145833334}, {"start": 526.39, "end": 526.93, "word": " المثلث", "probability": 0.9405517578125}, {"start": 526.93, "end": 527.51, "word": " المحاضرة", "probability": 0.75689697265625}, {"start": 527.51, "end": 527.95, "word": " الماضية", "probability": 0.96484375}, {"start": 527.95, "end": 528.15, "word": " اللي", "probability": 0.78173828125}, {"start": 528.15, "end": 528.25, "word": " هو", "probability": 0.95361328125}, {"start": 528.25, "end": 528.51, "word": " نص", "probability": 0.93798828125}, {"start": 528.51, "end": 528.73, "word": " ال", "probability": 0.77685546875}, {"start": 528.73, "end": 528.91, "word": " a", "probability": 0.311279296875}, {"start": 528.91, "end": 529.09, "word": " dot", "probability": 0.59033203125}, {"start": 529.09, "end": 529.27, "word": " b", "probability": 0.96337890625}, {"start": 529.27, "end": 529.71, "word": " مثلا", "probability": 0.966796875}, {"start": 529.71, "end": 529.91, "word": " اللي", "probability": 0.94970703125}, {"start": 529.91, "end": 530.05, "word": " هو", "probability": 0.97314453125}, {"start": 530.05, "end": 530.17, "word": " ال", "probability": 0.89453125}, {"start": 530.17, "end": 530.33, "word": " two", "probability": 0.87451171875}, {"start": 530.33, "end": 530.73, "word": " vectors", "probability": 0.9326171875}, {"start": 530.73, "end": 531.31, "word": " المصدر", "probability": 0.667938232421875}, {"start": 531.31, "end": 534.57, "word": " القاعدة", "probability": 0.9781494140625}, {"start": 534.57, "end": 535.97, "word": " نيجي", "probability": 0.72052001953125}, {"start": 535.97, "end": 536.15, "word": " لها", "probability": 0.425537109375}, {"start": 536.15, "end": 536.57, "word": " المحاضرة", "probability": 0.882568359375}, {"start": 536.57, "end": 537.13, "word": " اليوم", "probability": 0.925048828125}, {"start": 537.13, "end": 537.57, "word": " اللي", "probability": 0.80126953125}, {"start": 537.57, "end": 537.65, "word": " هو", "probability": 0.98486328125}, {"start": 537.65, "end": 537.79, "word": " ال", "probability": 0.6318359375}, {"start": 537.79, "end": 538.01, "word": " coordinate", "probability": 0.1016845703125}, {"start": 538.01, "end": 538.57, "word": " system", "probability": 0.95654296875}, {"start": 538.57, "end": 538.83, "word": " إذا", "probability": 0.828125}, {"start": 538.83, "end": 539.15, "word": " واضحة", "probability": 0.8751220703125}, {"start": 539.15, "end": 539.29, "word": " فيها", "probability": 0.307861328125}, {"start": 539.29, "end": 539.67, "word": " الأمور", "probability": 0.98095703125}, {"start": 539.67, "end": 539.95, "word": " هلأ", "probability": 0.5100911458333334}, {"start": 539.95, "end": 540.13, "word": " إذا", "probability": 0.772216796875}, {"start": 540.13, "end": 540.25, "word": " إن", "probability": 0.461181640625}, {"start": 540.25, "end": 540.51, "word": " هو", "probability": 0.39892578125}, {"start": 540.51, "end": 541.39, "word": " إنها", "probability": 0.70703125}, {"start": 541.39, "end": 541.95, "word": " تشتبع", "probability": 0.8541015625}, {"start": 541.95, "end": 543.65, "word": " وإنفعن", "probability": 0.6259969075520834}, {"start": 543.65, "end": 544.29, "word": " نيجي", "probability": 0.9658203125}, {"start": 544.29, "end": 544.29, "word": " لها", "probability": 0.96142578125}], "temperature": 1.0}, {"id": 19, "seek": 58066, "start": 554.53, "end": 580.67, "text": "الحلقة اليوم سوف نتكلم عن ال coordinates نبدأ بتذكير أن هنا فينا three types of coordinate system N القارتيجين او rectangular coordinate اللي هو احنا بمثله بال X Y Z X Y Z اكتر عنهم ال heart هذا في جهة ان هو كل واحد منهم", "tokens": [6027, 5016, 1211, 28671, 45595, 20498, 8608, 38688, 8717, 2655, 4117, 19528, 18871, 2423, 21056, 8717, 44510, 10721, 39894, 8848, 4117, 13546, 14739, 34105, 8978, 8315, 1045, 3467, 295, 15670, 1185, 426, 25062, 9640, 31371, 7435, 9957, 1975, 2407, 31167, 15670, 13672, 1829, 31439, 1975, 5016, 8315, 4724, 2304, 12984, 43761, 20666, 1783, 398, 1176, 1783, 398, 1176, 1975, 4117, 2655, 2288, 18871, 16095, 2423, 1917, 23758, 8978, 10874, 3224, 3660, 16472, 31439, 28242, 36764, 24401, 9154, 16095], "avg_logprob": -0.45688291818280763, "compression_ratio": 1.542857142857143, "no_speech_prob": 5.364418029785156e-07, "words": [{"start": 554.53, "end": 554.97, "word": "الحلقة", "probability": 0.78765869140625}, {"start": 554.97, "end": 555.45, "word": " اليوم", "probability": 0.897216796875}, {"start": 555.45, "end": 555.81, "word": " سوف", "probability": 0.26385498046875}, {"start": 555.81, "end": 556.11, "word": " نتكلم", "probability": 0.854248046875}, {"start": 556.11, "end": 556.29, "word": " عن", "probability": 0.95361328125}, {"start": 556.29, "end": 556.91, "word": " ال", "probability": 0.337158203125}, {"start": 556.91, "end": 556.91, "word": " coordinates", "probability": 0.436279296875}, {"start": 556.91, "end": 562.49, "word": " نبدأ", "probability": 0.69390869140625}, {"start": 562.49, "end": 563.03, "word": " بتذكير", "probability": 0.79046630859375}, {"start": 563.03, "end": 563.19, "word": " أن", "probability": 0.71044921875}, {"start": 563.19, "end": 563.49, "word": " هنا", "probability": 0.349853515625}, {"start": 563.49, "end": 563.95, "word": " فينا", "probability": 0.3426513671875}, {"start": 563.95, "end": 564.27, "word": " three", "probability": 0.708984375}, {"start": 564.27, "end": 564.79, "word": " types", "probability": 0.83642578125}, {"start": 564.79, "end": 564.97, "word": " of", "probability": 0.97119140625}, {"start": 564.97, "end": 565.37, "word": " coordinate", "probability": 0.56787109375}, {"start": 565.37, "end": 565.95, "word": " system", "probability": 0.7412109375}, {"start": 565.95, "end": 566.41, "word": " N", "probability": 0.1812744140625}, {"start": 566.41, "end": 567.09, "word": " القارتيجين", "probability": 0.571044921875}, {"start": 567.09, "end": 567.39, "word": " او", "probability": 0.7066650390625}, {"start": 567.39, "end": 567.81, "word": " rectangular", "probability": 0.67236328125}, {"start": 567.81, "end": 568.67, "word": " coordinate", "probability": 0.66064453125}, {"start": 568.67, "end": 569.33, "word": " اللي", "probability": 0.4969482421875}, {"start": 569.33, "end": 569.37, "word": " هو", "probability": 0.396728515625}, {"start": 569.37, "end": 569.55, "word": " احنا", "probability": 0.7972819010416666}, {"start": 569.55, "end": 570.09, "word": " بمثله", "probability": 0.74755859375}, {"start": 570.09, "end": 570.31, "word": " بال", "probability": 0.61376953125}, {"start": 570.31, "end": 570.51, "word": " X", "probability": 0.5791015625}, {"start": 570.51, "end": 570.75, "word": " Y", "probability": 0.4921875}, {"start": 570.75, "end": 571.17, "word": " Z", "probability": 0.91162109375}, {"start": 571.17, "end": 572.89, "word": " X", "probability": 0.6533203125}, {"start": 572.89, "end": 574.41, "word": " Y", "probability": 0.93994140625}, {"start": 574.41, "end": 575.81, "word": " Z", "probability": 0.986328125}, {"start": 575.81, "end": 577.13, "word": " اكتر", "probability": 0.7130126953125}, {"start": 577.13, "end": 577.57, "word": " عنهم", "probability": 0.9580078125}, {"start": 577.57, "end": 578.11, "word": " ال", "probability": 0.8525390625}, {"start": 578.11, "end": 578.47, "word": " heart", "probability": 0.221435546875}, {"start": 578.47, "end": 578.77, "word": " هذا", "probability": 0.54150390625}, {"start": 578.77, "end": 578.93, "word": " في", "probability": 0.337158203125}, {"start": 578.93, "end": 579.33, "word": " جهة", "probability": 0.8221028645833334}, {"start": 579.33, "end": 579.53, "word": " ان", "probability": 0.712890625}, {"start": 579.53, "end": 579.71, "word": " هو", "probability": 0.650390625}, {"start": 579.71, "end": 579.95, "word": " كل", "probability": 0.97216796875}, {"start": 579.95, "end": 580.27, "word": " واحد", "probability": 0.99365234375}, {"start": 580.27, "end": 580.67, "word": " منهم", "probability": 0.921142578125}], "temperature": 1.0}, {"id": 20, "seek": 61158, "start": 582.42, "end": 611.58, "text": "عشان احنا اتفانى احنا بحط اكس هات على طول او اي اكس زي اكتر اي برضه عليها هات تمام او انه الcircular coordinate الcircular اللى هو نفسه ال cylindrical coordinate الcircular cylindrical coordinate يعني باختصار نقدر نقول cylindrical coordinate بيكون القاعدة على شكل دائرة وله اتجاه طويل غالبا بتحطه على ال z axis فانه kind of a partition هو ال XYZ", "tokens": [3615, 8592, 7649, 1975, 5016, 8315, 1975, 2655, 5172, 7649, 7578, 1975, 5016, 8315, 4724, 5016, 9566, 1975, 4117, 3794, 8032, 9307, 15844, 23032, 12610, 1975, 2407, 1975, 1829, 1975, 4117, 3794, 30767, 1829, 1975, 4117, 2655, 2288, 1975, 1829, 4724, 43042, 3224, 25894, 11296, 8032, 9307, 46811, 10943, 1975, 2407, 16472, 3224, 2423, 23568, 17792, 15670, 2423, 23568, 17792, 13672, 7578, 31439, 8717, 36178, 3224, 2423, 28044, 15888, 15670, 2423, 23568, 17792, 28044, 15888, 15670, 37495, 22653, 4724, 47283, 2655, 9381, 9640, 8717, 28543, 2288, 8717, 39648, 28044, 15888, 15670, 4724, 1829, 30544, 25062, 995, 22488, 3660, 15844, 13412, 28820, 11778, 16373, 25720, 4032, 43761, 1975, 2655, 7435, 40294, 23032, 2407, 26895, 32771, 6027, 3555, 995, 39894, 5016, 9566, 3224, 15844, 2423, 710, 10298, 6156, 7649, 3224, 733, 295, 257, 24808, 31439, 2423, 48826, 57], "avg_logprob": -0.41605840634255514, "compression_ratio": 1.913533834586466, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 582.42, "end": 582.66, "word": "عشان", "probability": 0.43841552734375}, {"start": 582.66, "end": 582.66, "word": " احنا", "probability": 0.4834391276041667}, {"start": 582.66, "end": 583.1, "word": " اتفانى", "probability": 0.5324462890625}, {"start": 583.1, "end": 583.22, "word": " احنا", "probability": 0.5681966145833334}, {"start": 583.22, "end": 583.58, "word": " بحط", "probability": 0.8113606770833334}, {"start": 583.58, "end": 583.86, "word": " اكس", "probability": 0.74072265625}, {"start": 583.86, "end": 584.06, "word": " هات", "probability": 0.64794921875}, {"start": 584.06, "end": 584.22, "word": " على", "probability": 0.48828125}, {"start": 584.22, "end": 584.4, "word": " طول", "probability": 0.981689453125}, {"start": 584.4, "end": 584.62, "word": " او", "probability": 0.8544921875}, {"start": 584.62, "end": 584.74, "word": " اي", "probability": 0.3724365234375}, {"start": 584.74, "end": 585.04, "word": " اكس", "probability": 0.8810221354166666}, {"start": 585.04, "end": 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"temperature": 1.0}, {"id": 59, "seek": 162326, "start": 1606.18, "end": 1623.26, "text": "العلاقة رو بقدر اكتبها في دلالة ال X و Y فاي بقدر اكتبها في دلالة ال X و Y و Z هي نفس ال Z كما بقدر اكتب اللي هو ال row vector او يعني ال X component اتجاه دلالة ال رو و الفاي و Y دلالة ال رو و الفاي و Z دلالة ال Z", "tokens": [6027, 3615, 15040, 28671, 12602, 2407, 4724, 28543, 2288, 1975, 4117, 2655, 3555, 11296, 8978, 11778, 1211, 6027, 3660, 2423, 1783, 4032, 398, 6156, 47302, 4724, 28543, 2288, 1975, 4117, 2655, 3555, 11296, 8978, 11778, 1211, 6027, 3660, 2423, 1783, 4032, 398, 4032, 1176, 39896, 8717, 36178, 2423, 1176, 9122, 15042, 4724, 28543, 2288, 1975, 4117, 2655, 3555, 13672, 1829, 31439, 2423, 5386, 8062, 1975, 2407, 37495, 22653, 2423, 1783, 6542, 1975, 2655, 7435, 40294, 11778, 1211, 6027, 3660, 2423, 12602, 2407, 4032, 27188, 47302, 4032, 398, 11778, 1211, 6027, 3660, 2423, 12602, 2407, 4032, 27188, 47302, 4032, 1176, 11778, 1211, 6027, 3660, 2423, 1176], "avg_logprob": 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"end": 1615.36, "word": " ال", "probability": 0.83837890625}, {"start": 1615.36, "end": 1615.54, "word": " X", "probability": 0.9189453125}, {"start": 1615.54, "end": 1616.1, "word": " component", "probability": 0.96533203125}, {"start": 1616.1, "end": 1619.08, "word": " اتجاه", "probability": 0.706634521484375}, {"start": 1619.08, "end": 1619.68, "word": " دلالة", "probability": 0.939697265625}, {"start": 1619.68, "end": 1619.78, "word": " ال", "probability": 0.76953125}, {"start": 1619.78, "end": 1619.86, "word": " رو", "probability": 0.689208984375}, {"start": 1619.86, "end": 1619.96, "word": " و", "probability": 0.91259765625}, {"start": 1619.96, "end": 1620.32, "word": " الفاي", "probability": 0.652587890625}, {"start": 1620.32, "end": 1620.76, "word": " و", "probability": 0.73291015625}, {"start": 1620.76, "end": 1621.06, "word": " Y", "probability": 0.76806640625}, {"start": 1621.06, "end": 1621.36, "word": " دلالة", "probability": 0.84326171875}, {"start": 1621.36, "end": 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هتكون sine ال phi raw hat وعندي في اتجاه ال plus ال phi hat اللي هي cosine ال phi pie hat طبعا ال is it hat هي نفسها ال is it hat إذا إحنا شفنا كيف أنا بقدر أكته", "tokens": [2655, 15042, 2304, 6156, 28814, 15730, 2423, 288, 6542, 8978, 8717, 16254, 13672, 1829, 39896, 2423, 8936, 2385, 13672, 1829, 8032, 2655, 30544, 18609, 2423, 13107, 8936, 2385, 4032, 3615, 1863, 16254, 8978, 1975, 2655, 7435, 40294, 2423, 1804, 2423, 13107, 2385, 13672, 1829, 39896, 23565, 2423, 13107, 1730, 2385, 23032, 3555, 3615, 995, 2423, 307, 309, 2385, 39896, 8717, 36178, 11296, 2423, 307, 309, 2385, 11933, 15730, 11933, 5016, 8315, 13412, 5172, 8315, 9122, 33911, 41850, 4724, 28543, 2288, 5551, 4117, 47395], "avg_logprob": -0.3599330417457081, "compression_ratio": 1.7696629213483146, "no_speech_prob": 4.5299530029296875e-06, "words": [{"start": 1778.41, "end": 1778.97, "word": "تمام", "probability": 0.4989166259765625}, {"start": 1778.97, "end": 1779.47, "word": " فإذا", "probability": 0.7200520833333334}, 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hat", "probability": 0.94580078125}, {"start": 1790.75, "end": 1790.97, "word": " هي", "probability": 0.70703125}, {"start": 1790.97, "end": 1791.53, "word": " نفسها", "probability": 0.8797200520833334}, {"start": 1791.53, "end": 1791.69, "word": " ال", "probability": 0.74853515625}, {"start": 1791.69, "end": 1791.89, "word": " is", "probability": 0.95263671875}, {"start": 1791.89, "end": 1792.07, "word": " it", "probability": 0.95703125}, {"start": 1792.07, "end": 1792.39, "word": " hat", "probability": 0.89501953125}, {"start": 1792.39, "end": 1793.21, "word": " إذا", "probability": 0.79638671875}, {"start": 1793.21, "end": 1793.47, "word": " إحنا", "probability": 0.8388671875}, {"start": 1793.47, "end": 1793.89, "word": " شفنا", "probability": 0.8883463541666666}, {"start": 1793.89, "end": 1794.21, "word": " كيف", "probability": 0.9873046875}, {"start": 1794.21, "end": 1794.35, "word": " أنا", "probability": 0.58837890625}, {"start": 1794.35, "end": 1794.67, "word": " بقدر", 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1817.96, "word": " انه", "probability": 0.4093017578125}, {"start": 1817.96, "end": 1818.38, "word": " هحطها", "probability": 0.8853759765625}, {"start": 1818.38, "end": 1818.76, "word": " اتجاه", "probability": 0.8631591796875}, {"start": 1818.76, "end": 1819.46, "word": " المماس", "probability": 0.7465006510416666}, {"start": 1819.46, "end": 1820.42, "word": " للدائرة", "probability": 0.9237060546875}, {"start": 1820.42, "end": 1820.84, "word": " و", "probability": 0.8740234375}, {"start": 1820.84, "end": 1821.24, "word": " اعملها", "probability": 0.87890625}, {"start": 1821.24, "end": 1821.4, "word": " ال", "probability": 0.86474609375}, {"start": 1821.4, "end": 1821.56, "word": " X", "probability": 0.98681640625}, {"start": 1821.56, "end": 1821.7, "word": " و", "probability": 0.96728515625}, {"start": 1821.7, "end": 1821.74, "word": " ال", "probability": 0.7275390625}, {"start": 1821.74, "end": 1821.86, "word": " Y", "probability": 0.91162109375}, {"start": 1821.86, "end": 1822.44, "word": " component", "probability": 0.9814453125}, {"start": 1822.44, "end": 1822.88, "word": " و", "probability": 0.96044921875}, {"start": 1822.88, "end": 1823.16, "word": " عشان", "probability": 0.8741861979166666}, {"start": 1823.16, "end": 1823.78, "word": " للتسكير", "probability": 0.7376302083333334}, {"start": 1823.78, "end": 1824.14, "word": " قلتلكم", "probability": 0.81787109375}, {"start": 1824.14, "end": 1824.32, "word": " مش", "probability": 0.9541015625}, {"start": 1824.32, "end": 1824.82, "word": " هلاقيها", "probability": 0.959716796875}, {"start": 1824.82, "end": 1825.02, "word": " انها", "probability": 0.95556640625}, {"start": 1825.02, "end": 1825.6, "word": " differential", "probability": 0.53759765625}], "temperature": 1.0}, {"id": 68, "seek": 183602, "start": 1826.72, "end": 1836.02, "text": "فاي هات هي ال differential ل raw hat فهتكون minus الفاي X hat زي ال cosine في و Y hat و Z component نفس الحاجة تمام؟", "tokens": [5172, 47302, 8032, 9307, 39896, 2423, 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1829.0, "end": 1829.38, "word": " فهتكون", "probability": 0.7276611328125}, {"start": 1829.38, "end": 1829.64, "word": " minus", "probability": 0.322998046875}, {"start": 1829.64, "end": 1830.22, "word": " الفاي", "probability": 0.632080078125}, {"start": 1830.22, "end": 1830.78, "word": " X", "probability": 0.394287109375}, {"start": 1830.78, "end": 1831.1, "word": " hat", "probability": 0.91015625}, {"start": 1831.1, "end": 1831.28, "word": " زي", "probability": 0.6787109375}, {"start": 1831.28, "end": 1831.38, "word": " ال", "probability": 0.37841796875}, {"start": 1831.38, "end": 1831.66, "word": " cosine", "probability": 0.7646484375}, {"start": 1831.66, "end": 1832.06, "word": " في", "probability": 0.31298828125}, {"start": 1832.06, "end": 1832.18, "word": " و", "probability": 0.65966796875}, {"start": 1832.18, "end": 1832.3, "word": " Y", "probability": 0.72021484375}, {"start": 1832.3, "end": 1832.62, "word": " hat", "probability": 0.8935546875}, {"start": 1832.62, "end": 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"end": 2126.54, "word": " ال", "probability": 0.91748046875}, {"start": 2126.54, "end": 2127.02, "word": " cylindrical", "probability": 0.725830078125}, {"start": 2127.02, "end": 2127.22, "word": " و", "probability": 0.305908203125}, {"start": 2127.22, "end": 2127.28, "word": " انا", "probability": 0.63623046875}, {"start": 2127.28, "end": 2127.3, "word": " بده", "probability": 0.308837890625}, {"start": 2127.3, "end": 2127.48, "word": " اروح", "probability": 0.93310546875}, {"start": 2127.48, "end": 2127.58, "word": " ل", "probability": 0.53271484375}, {"start": 2127.58, "end": 2128.12, "word": " Cartesian", "probability": 0.5775146484375}, {"start": 2128.12, "end": 2128.9, "word": " هيكون", "probability": 0.7740885416666666}, {"start": 2128.9, "end": 2129.14, "word": " كل", "probability": 0.9130859375}, {"start": 2129.14, "end": 2129.44, "word": " واحد", "probability": 0.9892578125}, {"start": 2129.44, "end": 2129.56, "word": " من", "probability": 0.95556640625}, {"start": 2129.56, 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"probability": 0.970703125}, {"start": 2138.14, "end": 2138.3, "word": " dot", "probability": 0.9462890625}, {"start": 2138.3, "end": 2138.5, "word": " phi", "probability": 0.9404296875}, {"start": 2138.5, "end": 2138.86, "word": " hat", "probability": 0.9853515625}, {"start": 2138.86, "end": 2139.06, "word": " y", "probability": 0.873046875}, {"start": 2139.06, "end": 2139.26, "word": " hat", "probability": 0.9814453125}, {"start": 2139.26, "end": 2139.42, "word": " dot", "probability": 0.9560546875}, {"start": 2139.42, "end": 2139.58, "word": " z", "probability": 0.9970703125}, {"start": 2139.58, "end": 2139.98, "word": " hat", "probability": 0.97900390625}, {"start": 2139.98, "end": 2140.5, "word": " z", "probability": 0.9169921875}, {"start": 2140.5, "end": 2140.74, "word": " hat", "probability": 0.98095703125}, {"start": 2140.74, "end": 2140.94, "word": " dot", "probability": 0.96533203125}, {"start": 2140.94, "end": 2141.54, "word": " rawhat", "probability": 0.96337890625}, {"start": 2141.54, "end": 2141.96, "word": " z", "probability": 0.98046875}, {"start": 2141.96, "end": 2142.18, "word": " hat", "probability": 0.974609375}, {"start": 2142.18, "end": 2142.32, "word": " dot", "probability": 0.95654296875}, {"start": 2142.32, "end": 2142.58, "word": " phi", "probability": 0.89892578125}, {"start": 2142.58, "end": 2142.9, "word": " hat", "probability": 0.97802734375}, {"start": 2142.9, "end": 2143.08, "word": " z", "probability": 0.861328125}, {"start": 2143.08, "end": 2143.3, "word": " hat", "probability": 0.97998046875}, {"start": 2143.3, "end": 2143.4, "word": " dot", "probability": 0.9609375}, {"start": 2143.4, "end": 2143.64, "word": " z", "probability": 0.99267578125}, {"start": 2143.64, "end": 2143.94, "word": " hat", "probability": 0.97021484375}, {"start": 2143.94, "end": 2146.06, "word": " هنخل", "probability": 0.8597412109375}, {"start": 2146.06, "end": 2146.42, "word": " الصفر", "probability": 0.7118326822916666}, {"start": 2146.42, "end": 2146.66, "word": " اكتر", "probability": 0.6492919921875}, {"start": 2146.66, "end": 2147.02, "word": " لنقاء", "probability": 0.65582275390625}, {"start": 2147.02, "end": 2147.4, "word": " القادم", "probability": 0.8359375}, {"start": 2147.4, "end": 2147.68, "word": " عشان", "probability": 0.9523111979166666}, {"start": 2147.68, "end": 2147.94, "word": " هدول", "probability": 0.8548177083333334}, {"start": 2147.94, "end": 2148.32, "word": " بتحكم", "probability": 0.8961588541666666}, {"start": 2148.32, "end": 2148.48, "word": " مع", "probability": 0.9443359375}, {"start": 2148.48, "end": 2149.12, "word": " المهندس", "probability": 0.997314453125}], "temperature": 1.0}, {"id": 82, "seek": 215806, "start": 2150.62, "end": 2158.06, "text": "محمد اجعالنا موجود هى اتحدى دموعى المحاضرات كفاية لكم العافية وان شاء الله بنشوفكم لقاء القادم", "tokens": [2304, 35571, 3215, 1975, 7435, 3615, 6027, 8315, 3714, 29245, 23328, 8032, 7578, 1975, 2655, 24401, 7578, 11778, 2304, 45367, 7578, 9673, 5016, 46958, 2288, 9307, 9122, 5172, 995, 10632, 5296, 24793, 18863, 31845, 10632, 4032, 7649, 13412, 16606, 21984, 4724, 1863, 8592, 38688, 24793, 5296, 4587, 16606, 25062, 18513, 2304], "avg_logprob": -0.3650841466509379, "compression_ratio": 1.5175438596491229, "no_speech_prob": 5.0067901611328125e-06, "words": [{"start": 2150.62, "end": 2151.06, "word": "محمد", "probability": 0.94873046875}, {"start": 2151.06, "end": 2151.48, "word": " اجعالنا", "probability": 0.5380126953125}, {"start": 2151.48, "end": 2151.88, "word": " موجود", "probability": 0.9495442708333334}, {"start": 2151.88, "end": 2152.1, "word": " هى", "probability": 0.35009765625}, {"start": 2152.1, "end": 2153.72, "word": " اتحدى", "probability": 0.724609375}, {"start": 2153.72, "end": 2154.18, "word": " دموعى", "probability": 0.8221435546875}, {"start": 2154.18, "end": 2155.06, "word": " المحاضرات", "probability": 0.90947265625}, {"start": 2155.06, "end": 2155.66, "word": " كفاية", "probability": 0.41461181640625}, {"start": 2155.66, "end": 2155.82, "word": " لكم", "probability": 0.5189208984375}, {"start": 2155.82, "end": 2156.2, "word": " العافية", "probability": 0.8660481770833334}, {"start": 2156.2, "end": 2156.32, "word": " وان", "probability": 0.777587890625}, {"start": 2156.32, "end": 2156.46, "word": " شاء", "probability": 0.978271484375}, {"start": 2156.46, "end": 2156.52, "word": " الله", "probability": 0.90966796875}, {"start": 2156.52, "end": 2156.98, "word": " بنشوفكم", "probability": 0.78740234375}, {"start": 2156.98, "end": 2157.42, "word": " لقاء", "probability": 0.6368815104166666}, {"start": 2157.42, "end": 2158.06, "word": " القادم", "probability": 0.9654947916666666}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2159.03775, "duration_after_vad": 1973.479999999996}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/rVD36L-6n9Y_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/rVD36L-6n9Y_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..a44eeb7a6634407eca8f371f0a0776b485a8ec83
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/rVD36L-6n9Y_raw.srt
@@ -0,0 +1,1848 @@
+1
+00:00:20,790 --> 00:00:23,050
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,050 --> 00:00:25,850
+وبركاته احنا اليوم ان شاء الله هنفضله chapter two
+
+3
+00:00:25,850 --> 00:00:29,430
+اللي بيحكي عن أنواع ال coordinate system احنا ال
+
+4
+00:00:29,430 --> 00:00:31,770
+chapter الأول بس شفنا ال Cartesian coordinate اللي
+
+5
+00:00:31,770 --> 00:00:35,370
+هو ال XYZ أو بيسموه rectangular coordinate ان شاء
+
+6
+00:00:35,370 --> 00:00:37,570
+الله هنشوف احنا ال coordinate الشديدة اللي هي ال
+
+7
+00:00:37,570 --> 00:00:40,310
+spherical و الcylindrical ونشوف كيف تحويل من
+
+8
+00:00:40,310 --> 00:00:43,570
+coordinate ل coordinate تاني بس قبل ما نبدأ بدي
+
+9
+00:00:43,570 --> 00:00:46,250
+اسألكوا سؤال رولاقة في ال chapter الماضي
+
+10
+00:00:49,970 --> 00:00:58,570
+زي هي كتبت مش ال quiz عشان نشوف معايا ايه الطولة
+
+11
+00:00:58,570 --> 00:01:05,150
+دلوقت اثبتت ان انا cross ال 2
+
+12
+00:01:19,380 --> 00:01:29,340
+ده ال C cross A cross B سواء على
+
+13
+00:01:29,340 --> 00:01:42,580
+السريع هذا
+
+14
+00:01:42,580 --> 00:01:45,420
+أخر issue هنا المحاضرة الماضية المفروض يكون لسه
+
+15
+00:01:45,420 --> 00:01:46,320
+علق في ذهنكم
+
+16
+00:02:02,890 --> 00:02:04,830
+حلصت؟ متفضل
+
+17
+00:02:34,220 --> 00:02:40,360
+كيف اعرفت ان P X C P X L كيف
+
+18
+00:02:40,360 --> 00:02:40,880
+اعرفت ان P X C P L كيف اعرفت ان P X C P L كيف
+
+19
+00:02:40,880 --> 00:02:40,880
+اعرفت ان P X C P L كيف اعرفت ان P X C P L كيف
+
+20
+00:02:40,880 --> 00:02:41,140
+اعرفت ان P X C P L كيف اعرفت ان P X C P L كيف
+
+21
+00:02:41,140 --> 00:02:41,740
+اعرفت ان P X C P L كيف اعرفت ان P X C P L كيف
+
+22
+00:02:41,740 --> 00:02:42,360
+اعرفت ان P X C P L كيف اعرفت ان P X C P L كيف
+
+23
+00:02:42,360 --> 00:02:46,260
+اعرفت ان P X C P L كيف اعرفت ان P X C P L كيف
+
+24
+00:02:46,260 --> 00:02:50,960
+اعرفت ان P X C P L كيف اعرفت ان P X C P L كيف
+
+25
+00:02:50,960 --> 00:02:57,300
+اعرفت ان P X C P L كيف اعرفت ان P X C P L كيف
+
+26
+00:02:57,300 --> 00:03:03,310
+اعرفت ان P X C P L كيف اعرفت انأنا هى قصدي عمودي
+
+27
+00:03:03,310 --> 00:03:08,270
+صح كلامك ممتازة لإن ليش هو A مش D ولا F أنا أعطيتك
+
+28
+00:03:08,270 --> 00:03:11,670
+معلومة بتقول بيكورسي بيساوي A لأ بس احنا أخدنا
+
+29
+00:03:11,670 --> 00:03:15,090
+معلومة ان اي دي اي .. two vectors بتطلع من كتر
+
+30
+00:03:15,090 --> 00:03:18,530
+عمودة اه دي و هى ايه ايه تسمي التجارب ايه تسمي
+
+31
+00:03:18,530 --> 00:03:24,350
+التجارب عمودة هل
+
+32
+00:03:24,350 --> 00:03:27,850
+أنا قولت ان عمودي على ال vector بتطلع من بيكورسي
+
+33
+00:03:29,110 --> 00:03:33,410
+إذا فينا two vectors B وC cross product تطلع بكتر
+
+34
+00:03:33,410 --> 00:03:39,650
+عمودي عليهم صحيح أنا دولة على plan B cross C تطلع
+
+35
+00:03:39,650 --> 00:03:43,470
+لنا واحد عمودي عليهم بس هل هذا العمودي عليهم مش
+
+36
+00:03:43,470 --> 00:03:48,790
+بينه زي و بين إيه نعرف إنش ممكن يكون و لأ أول حاجة
+
+37
+00:03:48,790 --> 00:03:52,590
+بعرفش إن ال cross product تبعهم هو إيه ولا بعرف
+
+38
+00:03:52,590 --> 00:03:56,890
+إنه الناتج تبعهم اللي هو عمودي عليهم برضه في اتجاه
+
+39
+00:03:56,890 --> 00:04:00,670
+إيههذه المعلومات ماعرفتاش، لكن دي معلومات احنا
+
+40
+00:04:00,670 --> 00:04:04,990
+أخدناها عن ال triple cross product و لا لأ، إيش
+
+41
+00:04:04,990 --> 00:04:08,570
+كانت؟ أعلمتكوا إياها؟ إيش هي كانت ال .. ال .. ال
+
+42
+00:04:08,570 --> 00:04:13,610
+slogan اللي بنتعلمها أو نحكيها؟ مين قارب الحرب؟ مش
+
+43
+00:04:13,610 --> 00:04:18,870
+مشكلة، بس ساعتك خلاص احنا قولنا backup، تتذكرينها
+
+44
+00:04:18,870 --> 00:04:21,910
+و لا لأ؟ backup، يلا و عملنا backup
+
+45
+00:04:33,130 --> 00:04:37,730
+الشكل اللي اعطيتكم اليه هو a cross b cross c بعبر
+
+46
+00:04:37,730 --> 00:04:42,650
+عنه back cap ايه عمل الهاتف هنا ايه كله في عنده
+
+47
+00:04:42,650 --> 00:04:50,790
+gene vector مضروبة
+
+48
+00:04:50,790 --> 00:04:52,710
+في a dot c
+
+49
+00:05:05,500 --> 00:05:12,400
+بنفتح ال bus وهو A على
+
+50
+00:05:12,400 --> 00:05:16,400
+غراره بدنا نعمل هذه بس نساط بدنا نخيل أن هذا ال A
+
+51
+00:05:16,400 --> 00:05:19,100
+وهذا ال B وC
+
+52
+00:05:23,440 --> 00:05:26,900
+يعني الـA هي هنا لما كان عند التاني هو اللي طلع
+
+53
+00:05:26,900 --> 00:05:32,560
+يعني هنا الـC بحيث بقى الـC ومين بحيث انهم الـdot
+
+54
+00:05:32,560 --> 00:05:41,200
+product اللي هو الأول والتالت B dot A minus S على
+
+55
+00:05:41,200 --> 00:05:46,740
+تلك اللي هو التالت اللي هو التالت اللي هو الـA فين
+
+56
+00:05:46,740 --> 00:05:52,580
+اللي هو مين الـA اللي هو B عندنا dot L هي عندنا C
+
+57
+00:06:00,590 --> 00:06:13,590
+ممتازة ممتازة ماينوس ممتازة
+
+58
+00:06:13,590 --> 00:06:15,770
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+59
+00:06:15,770 --> 00:06:16,070
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+60
+00:06:16,070 --> 00:06:16,070
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+61
+00:06:16,070 --> 00:06:16,070
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+62
+00:06:16,070 --> 00:06:16,070
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+63
+00:06:16,070 --> 00:06:16,070
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+64
+00:06:16,070 --> 00:06:16,070
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+65
+00:06:16,070 --> 00:06:16,090
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+66
+00:06:16,090 --> 00:06:16,090
+ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس ماينوس
+
+67
+00:06:16,090 --> 00:06:22,610
+ماينوس ماينوس ماينوس ماينوس ماينوس
+
+68
+00:06:22,610 --> 00:06:28,600
+ماينA.B هي نفسها B.A فعندى هذا ال term و term
+
+69
+00:06:28,600 --> 00:06:32,480
+الأخير اللى طلعنا عليهم متشابهان هيروحوا مع بعضهم
+
+70
+00:06:32,480 --> 00:06:37,300
+تحت سطحهم عشان يمتشابهان فهنا فى عندى اللى هو A.B
+
+71
+00:06:37,300 --> 00:06:42,480
+و A.B هنا فى عندى minus و عندى plus هذا ال term و
+
+72
+00:06:42,480 --> 00:06:45,760
+هذا ال term فالنص العظيم احنا قولنا dot ال product
+
+73
+00:06:45,760 --> 00:06:50,370
+مع لهبقدر اعمله انه associated علي A ب B بيساوي B
+
+74
+00:06:50,370 --> 00:06:55,710
+بC و هدا كي بروحوا مع بعض فاسد اش ناتج بيساوي C
+
+75
+00:06:55,710 --> 00:07:00,330
+واضح اولا ان احنا مش لازم نحفظ ان A cross B
+
+76
+00:07:00,330 --> 00:07:05,070
+بتعطينا C و B cross C بتعطينا A هدا مجرد احنا
+
+77
+00:07:05,070 --> 00:07:10,090
+للشرح بستخدمهم رموز لكن B cross C يمكن يكون اي
+
+78
+00:07:10,090 --> 00:07:11,190
+vector واضح
+
+79
+00:07:17,850 --> 00:07:25,750
+عشان تنتبهوا لهذه النقطة يعني اولا
+
+80
+00:07:25,750 --> 00:07:30,450
+كان عندى فيه vector a وعارفة ال vector b و vector
+
+81
+00:07:30,450 --> 00:07:34,790
+c وانطلب منى اجيب ال volume اللى هدولة vectors
+
+82
+00:07:34,790 --> 00:07:39,010
+بيحصرونه ايش ده يكون ال vector ال volume ال volume
+
+83
+00:07:39,010 --> 00:07:43,390
+ل object اللى هدولة تلاتة vectors بيحصرونه ايش
+
+84
+00:07:43,390 --> 00:07:53,240
+هيكون هذا ال volumeماذا سيكون ال volume؟ اذا
+
+85
+00:07:53,240 --> 00:07:58,460
+أخذت كورس ال product لأتنين، المدنيتر تبعهم
+
+86
+00:07:58,460 --> 00:08:03,540
+سيعطينا ال area موجودة مع ال B ويعطينا ال volume
+
+87
+00:08:03,540 --> 00:08:07,260
+فال product ال triple هو A dot B cross C سيعطينا
+
+88
+00:08:07,260 --> 00:08:08,080
+ال volume
+
+89
+00:08:16,140 --> 00:08:20,860
+هذا طبعا هو scalar لإن بي كرو سي هيعطينا vector ال
+
+90
+00:08:20,860 --> 00:08:24,480
+vector puted مع ال a هيعطينا scalar quantity اللي
+
+91
+00:08:24,480 --> 00:08:28,280
+هي ال volume تبع متواز الأضلاع اللي بيحصروها دولة
+
+92
+00:08:28,280 --> 00:08:33,300
+التلاتة vector واضح؟
+
+93
+00:08:33,300 --> 00:08:39,060
+مش
+
+94
+00:08:39,060 --> 00:08:42,100
+كمان شيء اندراجا فيها المعلومات السابقة
+
+95
+00:08:44,730 --> 00:08:47,950
+واخدنا احنا اللي هي مساحة المثلث المحاضرة الماضية
+
+96
+00:08:47,950 --> 00:08:50,730
+اللي هو نص ال a dot b مثلا اللي هو ال two vectors
+
+97
+00:08:50,730 --> 00:08:54,570
+المصدر القاعدة
+
+98
+00:08:54,570 --> 00:08:58,010
+نيجي لها المحاضرة اليوم اللي هو ال coordinate
+
+99
+00:08:58,010 --> 00:09:01,390
+system إذا واضحة فيها الأمور هلأ إذا إن هو إنها
+
+100
+00:09:01,390 --> 00:09:04,290
+تشتبع وإنفعن نيجي لها
+
+101
+00:09:14,530 --> 00:09:22,490
+الحلقة اليوم سوف نتكلم عن ال coordinates نبدأ
+
+102
+00:09:22,490 --> 00:09:25,370
+بتذكير أن هنا فينا three types of coordinate
+
+103
+00:09:25,370 --> 00:09:29,330
+system N القارتيجين او rectangular coordinate اللي
+
+104
+00:09:29,330 --> 00:09:38,470
+هو احنا بمثله بال X Y Z X Y Z اكتر عنهم ال heart
+
+105
+00:09:38,470 --> 00:09:43,220
+هذا في جهة ان هو كل واحد منهمعشان احنا اتفانى احنا
+
+106
+00:09:43,220 --> 00:09:46,580
+بحط اكس هات على طول او اي اكس زي اكتر اي برضه
+
+107
+00:09:46,580 --> 00:09:53,640
+عليها هات تمام او انه الcircular coordinate
+
+108
+00:09:53,640 --> 00:09:56,580
+الcircular اللى هو نفسه ال cylindrical coordinate
+
+109
+00:09:56,580 --> 00:09:58,940
+الcircular cylindrical coordinate يعني باختصار
+
+110
+00:09:58,940 --> 00:10:02,620
+نقدر نقول cylindrical coordinate بيكون القاعدة على
+
+111
+00:10:02,620 --> 00:10:07,440
+شكل دائرة وله اتجاه طويل غالبا بتحطه على ال z axis
+
+112
+00:10:07,440 --> 00:10:13,570
+فانه kind of a partition هو ال XYZالسفريكال
+
+113
+00:10:13,570 --> 00:10:18,610
+كواردنات الراو
+
+114
+00:10:18,610 --> 00:10:26,370
+و الفاي و السفريكال
+
+115
+00:10:26,370 --> 00:10:29,910
+كواردنات
+
+116
+00:10:29,910 --> 00:10:39,150
+السفريكال كواردنات سفير الار الراديوس الذاوية
+
+117
+00:10:39,150 --> 00:10:44,210
+الفاي و الذاوية الفيتربتمثل هذا ال coordinate اذا
+
+118
+00:10:44,210 --> 00:10:48,350
+نحكي عن Cartesian بنحكي عن XYZ عن cylindrical
+
+119
+00:10:48,350 --> 00:10:53,930
+بنحكي عن رو فاي زد أسفريكال بحكي R ثتا فاي هدول ال
+
+120
+00:10:53,930 --> 00:10:56,410
+system نسميهم orthogonal systems ليش orthogonal
+
+121
+00:10:56,410 --> 00:11:00,290
+systems هدول اللي غصب عنهم لازم بحكي عن Y بيكون في
+
+122
+00:11:00,290 --> 00:11:04,190
+عند Z orthogonal يعني هدول ال coordinate التلاتة
+
+123
+00:11:04,190 --> 00:11:07,270
+متعاملين على بعض يعني ال X و ال Y متعاملين على Z
+
+124
+00:11:07,270 --> 00:11:12,350
+ال رو و ال Z متعاملين على بعضهنا الـR عمودية في ما
+
+125
+00:11:12,350 --> 00:11:17,290
+هو الـ system هنا x,y,z هو الأساس و الـR هي عبارة
+
+126
+00:11:17,290 --> 00:11:21,930
+عن ال vector بيسميه ال radius لدى ال system اذا ال
+
+127
+00:11:21,930 --> 00:11:25,090
+Cartesian coordinate لأنهم دايما بيكونوا متشوه
+
+128
+00:11:25,090 --> 00:11:29,290
+لبربندوكي العالم ابدا
+
+129
+00:11:29,290 --> 00:11:32,430
+بال Cartesian coordinate زي الرسم اللي انا اقسمته
+
+130
+00:11:41,270 --> 00:11:45,670
+عشان أقلب قليل الـ Center بس هنا نشوف المنظر أكثر
+
+131
+00:11:45,670 --> 00:11:50,710
+ألواناً فينا ال Cartesian coordinate اللي هي ال X
+
+132
+00:11:50,710 --> 00:11:54,450
+Y Z احنا قولنا فينا component في اتجاه ال X و بقى
+
+133
+00:11:54,450 --> 00:11:56,690
+في اتجاه ال Y ممكنش بداها ال Z قولنا ماهو اللي و
+
+134
+00:11:56,690 --> 00:12:00,290
+ده بيكون ايه عشان orthogonal يعني ال X عمودي على
+
+135
+00:12:00,290 --> 00:12:04,950
+ال Y و ال Y عمودي على ال Z ax hat dot ax hat
+
+136
+00:12:04,950 --> 00:12:08,990
+تعطينا واحد اكت ax hat dot ay hat إيش بتساوي؟ سفر
+
+137
+00:12:08,990 --> 00:12:13,740
+خدنا المحاضرة الماضيةنجلع اي vector position في
+
+138
+00:12:13,740 --> 00:12:16,680
+هذا ال system احنا قلنا ايش ال position بحدد لموضع
+
+139
+00:12:16,680 --> 00:12:20,260
+object في النظام انا مثلا نفترض اني عندى نقطة هنا
+
+140
+00:12:20,260 --> 00:12:22,360
+و بدى اجيب ال position تبعها هنا ال vector ايه
+
+141
+00:12:22,360 --> 00:12:25,740
+بمثله ال position vector بين ال origin و بين
+
+142
+00:12:25,740 --> 00:12:32,020
+النقطة في ال space هذه لها three components واحدة
+
+143
+00:12:32,020 --> 00:12:35,780
+في اتجاه ال X واحدة في اتجاه ال Y واحدة في اتجاه
+
+144
+00:12:35,780 --> 00:12:42,880
+ال Zاسقب أول حاجة لهذه ال coordinate هيكون واحد في
+
+145
+00:12:42,880 --> 00:12:46,200
+ال XY plane والتاني وانت تجهز في هذه ال components
+
+146
+00:12:46,200 --> 00:12:51,680
+بتاعك بAZZ hat والتاني اللي سقطت في ال XY اللي هي
+
+147
+00:12:51,680 --> 00:12:57,200
+لها two components واحدة AXX hat والتانية AYY hat
+
+148
+00:12:57,450 --> 00:13:01,430
+أذا هذا هو ال vector تبعي هاي ال X component هاي
+
+149
+00:13:01,430 --> 00:13:04,770
+ال Y component وهي ال Z component اللي هو الجمع
+
+150
+00:13:04,770 --> 00:13:09,250
+هيكون هذا هو ال vector تبعي مجموعة AX ساقات AY
+
+151
+00:13:09,250 --> 00:13:13,510
+ساقات AZ تمام شوفنا برضه المحاضرة الماضية جمال
+
+152
+00:13:19,650 --> 00:13:22,790
+الـ X coordinate بروح minus infinity ل plus
+
+153
+00:13:22,790 --> 00:13:26,170
+infinity ال Y coordinate بروح minus infinity ل
+
+154
+00:13:26,170 --> 00:13:29,670
+plus infinity ال Z بروح minus infinity ل plus
+
+155
+00:13:29,670 --> 00:13:34,350
+infinity عشان أعبر عن أي vector A في ال Cartesian
+
+156
+00:13:34,350 --> 00:13:41,270
+يا بالأقواص هذه بقول A vector بساوي
+
+157
+00:13:41,270 --> 00:13:46,130
+فدي معناها ال X component فال Y component وهي Z
+
+158
+00:13:46,130 --> 00:13:53,650
+component بتساويهذا الشكل يعني
+
+159
+00:13:53,650 --> 00:13:57,730
+يا بكتبها في هذا الشكل يا بالشكل التاني معناه هذا
+
+160
+00:13:57,730 --> 00:14:01,930
+ال vector تبعي
+
+161
+00:14:01,930 --> 00:14:06,510
+هدول احنا اتفقنا ان x hat و y hat و z hat هم ال
+
+162
+00:14:06,510 --> 00:14:09,570
+unit vectors في كل اتجاه من الاتجاهات التلاتة نجي
+
+163
+00:14:09,570 --> 00:14:11,210
+ل ال cylindrical coordinate ال cylindrical
+
+164
+00:14:11,210 --> 00:14:15,490
+coordinate يعني ال raw ال raw تيجي من zero ل
+
+165
+00:14:15,490 --> 00:14:21,790
+infinityمن zero ل infinity روه تتمجلها من zero ل
+
+166
+00:14:21,790 --> 00:14:26,710
+infinity فاى اللى هى الزاوية فاى من zero ل two pi
+
+167
+00:14:26,710 --> 00:14:30,450
+تقلق حوالين الدائرة and روه تروح من zero ل
+
+168
+00:14:30,450 --> 00:14:37,770
+infinity فاى اللى هى الزاوية ما بين ال x axis و ال
+
+169
+00:14:37,770 --> 00:14:42,920
+روه تجاه ال روه في حقيقة فاىإذا ال raw فاى بتروح
+
+170
+00:14:42,920 --> 00:14:47,300
+من zero لحد two pi ننتبه ان هي ما بين ال x axis و
+
+171
+00:14:47,300 --> 00:14:51,780
+ال rawز من minus infinity ل plus infinity يعني
+
+172
+00:14:51,780 --> 00:14:55,280
+السيلندر بتاعتي بتغطي ال space كله زي ما ال XY
+
+173
+00:14:55,280 --> 00:14:58,320
+بيغطي ال space كله لأن X بتروح من minus infinity ل
+
+174
+00:14:58,320 --> 00:15:00,940
+plus infinity و Y من minus infinity ل plus
+
+175
+00:15:00,940 --> 00:15:02,980
+infinity و Z من minus infinity ل plus infinity
+
+176
+00:15:02,980 --> 00:15:06,140
+هتغطي كل space نفس القضية السيلندر تاعت لما أقول
+
+177
+00:15:06,140 --> 00:15:10,480
+ال row بتروح من zero ل infinity و بتلف two pi و
+
+178
+00:15:10,480 --> 00:15:12,740
+بتروح من minus infinity ل plus infinity اذا برضه
+
+179
+00:15:12,740 --> 00:15:14,040
+غطت كل space
+
+180
+00:15:17,780 --> 00:15:19,460
+نفس الحاجة الـ vector في الـ cylindrical
+
+181
+00:15:19,460 --> 00:15:21,980
+coordinate بتعبّر عنه يا بشكل اللي هو ال
+
+182
+00:15:21,980 --> 00:15:25,820
+parentheses اللي هي row hat phi hat z hat يعني دي
+
+183
+00:15:25,820 --> 00:15:30,500
+ال a vector بتساوي a row a phi a z أو a row row
+
+184
+00:15:30,500 --> 00:15:37,020
+hat زغط a phi phi hat زغط a z z hat طبعا
+
+185
+00:15:37,020 --> 00:15:39,120
+احنا مجموعة طبعا ال vector في ال Cartesian
+
+186
+00:15:39,120 --> 00:15:41,940
+coordinate أخدناها من الحاضر الماضي وانقش اي
+
+187
+00:15:41,940 --> 00:15:44,940
+مجموعة .. اي مجموعة يبدأ اي vector انقش بالساعة
+
+188
+00:15:44,940 --> 00:15:50,870
+المجموعة يقول square rootلـ A Dot A فالـ Cartesian
+
+189
+00:15:50,870 --> 00:15:55,710
+Coordinate هيكون الجزر التربيهي AX تربيه زي الـ AY
+
+190
+00:15:55,710 --> 00:15:59,210
+تربيه زي الـAZ تربيه هذا الـ magnitude تبقى الـ
+
+191
+00:15:59,210 --> 00:16:03,550
+vector في الـ Cartesian Coordinate نجي للـ
+
+192
+00:16:03,550 --> 00:16:05,930
+cylindrical coordinate لإن هو موضوع جديد علينا
+
+193
+00:16:05,930 --> 00:16:09,690
+هيكون ال magnitude مش بيساوي
+
+194
+00:16:15,800 --> 00:16:19,700
+الـ magnitude هيكون الجزر التربيعي ل a dot a في
+
+195
+00:16:19,700 --> 00:16:23,540
+هذه الحلقة مش هيطلع لنا a rho تربيع زي ال a في
+
+196
+00:16:23,540 --> 00:16:27,220
+تربيع زي ال a زي التربيع لإن ال unit vectors هدولة
+
+197
+00:16:27,220 --> 00:16:31,280
+فقط a rho dot a rho بيعطينا واحد لكن a rho dot a
+
+198
+00:16:31,280 --> 00:16:32,720
+five بيعطينا أسفل لإن هم orthogonal
+
+199
+00:16:53,990 --> 00:16:58,710
+أي واحدة من الـ cross product أو cross termsالـ
+
+200
+00:16:58,710 --> 00:17:02,550
+cross terms لأن ال product a dot a ممكن تكون في
+
+201
+00:17:02,550 --> 00:17:06,710
+عند a رو رو هات dot مع a فاي فاي هات هتعطيني سفر
+
+202
+00:17:06,710 --> 00:17:10,030
+لإيش لأن ال رو هات و الفاي هات مالهم orthogonal
+
+203
+00:17:10,030 --> 00:17:13,370
+هتعطيني زرع كمان برضه بناخد اللي هي العلاقة
+
+204
+00:17:13,370 --> 00:17:20,490
+الدائرية اللي هي ال cross product رو هات فاي هات و
+
+205
+00:17:20,490 --> 00:17:23,950
+زد هات فانا أجعل ال cross product رو هات cross فاي
+
+206
+00:17:23,950 --> 00:17:24,950
+هتعطيني زد هات
+
+207
+00:17:32,820 --> 00:17:36,860
+عشان اي issue في اتجاه المعاكس هيكون قدام اشارة
+
+208
+00:17:36,860 --> 00:17:37,340
+سالبة
+
+209
+00:17:42,330 --> 00:17:45,210
+العلاقة بين ال Cartesian و ال cylindrical هذا مهم
+
+210
+00:17:45,210 --> 00:17:47,430
+كتير لي أعرف كيف أروح من ال Cartesian ل ال
+
+211
+00:17:47,430 --> 00:17:50,470
+cylindrical و ال cylindrical ل ال Cartesian هذه كم
+
+212
+00:17:50,470 --> 00:17:54,990
+مرة النقطة في ال space اللي هي بتمثلني مكانها
+
+213
+00:17:54,990 --> 00:17:57,450
+أسواق بقدر أعبر عنه بال Cartesian أو ال
+
+214
+00:17:57,450 --> 00:17:58,050
+cylindrical
+
+215
+00:18:03,040 --> 00:18:05,740
+بقدر أعبر عنه أسوأ بالـ Cartesian أو بالـ
+
+216
+00:18:05,740 --> 00:18:08,600
+Cylindrical التاني لازم يعطوه نفس المفهوم لأن
+
+217
+00:18:08,600 --> 00:18:12,460
+الموضوع لاتغيرش لها المقطة هنا هي الطبة بتاعته ده
+
+218
+00:18:12,460 --> 00:18:16,120
+عقوم البشر تبعها أسوأ أعبرت عنه بالـ Cartesian أو
+
+219
+00:18:16,120 --> 00:18:19,260
+بالـ Cylindrical لازم يخلف الموضوع لازم يكون نفس
+
+220
+00:18:19,260 --> 00:18:23,180
+الأشياء بس هنا هدفة عشان نشوف شغلها قابل ال XYZ و
+
+221
+00:18:23,180 --> 00:18:27,300
+ال Raw و الYZ اذا أي موضوع لنقطة بقدر أعبر عنه كده
+
+222
+00:18:27,300 --> 00:18:30,000
+بقدر أعبر عنه بالـ Cepherical و لازم يكون نفس
+
+223
+00:18:30,000 --> 00:18:34,840
+الأشياء فمش لازم نرتبطنجلال كارتيجين الموضوع عبارة
+
+224
+00:18:34,840 --> 00:18:38,500
+عن x component زي ال y component زي ال z component
+
+225
+00:18:38,500 --> 00:18:44,340
+نجلال الفائز سلندريكال السلندريكال هو الراو و
+
+226
+00:18:44,340 --> 00:18:48,980
+الفايد يتحددوا الزاوية فايد ما بين ال x و الراو و
+
+227
+00:18:48,980 --> 00:18:54,090
+ال z componentهالبسشن أول حاجة بعمله two
+
+228
+00:18:54,090 --> 00:18:57,530
+components واحدة في ال x y plan اللي هسميها ال raw
+
+229
+00:18:57,530 --> 00:19:01,450
+والتانية في ال z plan اللي هي z ضلت اذا ان ال z
+
+230
+00:19:01,450 --> 00:19:04,630
+ضلت زي ما هي يعني بال component اللي هي z ضلت زي
+
+231
+00:19:04,630 --> 00:19:08,890
+ما هي ال raw بقدر ايش أسوي فيه اعطيه two
+
+232
+00:19:08,890 --> 00:19:12,430
+components واحدة في ال x direction وفحدة في ال y
+
+233
+00:19:12,430 --> 00:19:16,910
+direction في ال x direction وفي ال y direction فهي
+
+234
+00:19:16,910 --> 00:19:21,600
+ال components عمها ال x زائد ال yإذاً ال raw عبارة
+
+235
+00:19:21,600 --> 00:19:26,880
+عن x و y هي ال raw vector عبارة عن مجموع x x hat و
+
+236
+00:19:26,880 --> 00:19:30,860
+y y hat فإذا ما بالتالي ال magnitude تبع ال raw
+
+237
+00:19:30,860 --> 00:19:35,560
+إيش هيكون الجزر التربيه ل x x hat أيوة x تربيه زاد
+
+238
+00:19:35,560 --> 00:19:40,280
+y تربيه تمام شكرا إذاً ال raw هو عبارة عن ال
+
+239
+00:19:40,280 --> 00:19:45,940
+radius تبع الدائرة اللي تمثل القاعدة بتاعة
+
+240
+00:19:45,940 --> 00:19:51,450
+السيلينغادائرة مش احنا بقول R تبع الدائرة R تربيه
+
+241
+00:19:51,450 --> 00:19:54,290
+هو عبارة عن X تربيه زي Y تربيه التمام اللي ماتو
+
+242
+00:19:54,290 --> 00:19:57,870
+شايفينه اذا ال raw تربيه او روه هو جزر تربيه ل X
+
+243
+00:19:57,870 --> 00:20:00,430
+تربيه زي Y تربيه او من الرسم اللي احنا شايفين
+
+244
+00:20:00,430 --> 00:20:04,030
+متأكدين ان ال raw هي عبارة عن raw vector هي عبارة
+
+245
+00:20:04,030 --> 00:20:09,930
+عن X X hat زي Y Y hat تمام اذا ال raw البساطة هي
+
+246
+00:20:09,930 --> 00:20:13,110
+عبارة عن جزر تربيه ل X تربيه زي Y تربيه نجي لل Phi
+
+247
+00:20:13,110 --> 00:20:16,730
+ال Phi قلنا هي عبارة عن الزاوية المابين ال X axis
+
+248
+00:20:16,730 --> 00:20:21,460
+و ال rawايش الزاوية هاي بتكون فيها إن هي ال X و هي
+
+249
+00:20:21,460 --> 00:20:24,220
+ال Y و هم متعمدين هم مانساش إن هم متعمدين ال X و
+
+250
+00:20:24,220 --> 00:20:29,000
+ال Y ال X و ال Y متعمدين بقدر أقول إن هى عبارة عن
+
+251
+00:20:29,000 --> 00:20:33,760
+هذا الوطر فال X و هى ال Y هي ما لها هى المقابل و
+
+252
+00:20:33,760 --> 00:20:38,020
+هى المجاور فهتكون tan inverse Y على X لإن التاني
+
+253
+00:20:38,020 --> 00:20:45,140
+الفائش هيكون Y على X إذا فهي tan inverse Y على X و
+
+254
+00:20:45,140 --> 00:20:47,840
+Z احنا اتفقنا إن هي نفس ال components الاسواق في
+
+255
+00:20:47,840 --> 00:20:51,030
+ال Xcoordinate x,y,z coordinate او صندوق
+
+256
+00:20:51,030 --> 00:20:54,310
+الكوارينتز الـ z نفسه مفقفين على بعض ممكن تشتغل
+
+257
+00:20:54,310 --> 00:21:00,510
+اوى تم اذا احنا قولنا رو هتساوي جزر التربية ل X
+
+258
+00:21:00,510 --> 00:21:04,830
+تربية زي Y تربية في هي تل inverse Y على X و Z
+
+259
+00:21:04,830 --> 00:21:08,390
+بتساوي Z فبنيجي لو احنا بدك تكتب X بدلالة اللي هو
+
+260
+00:21:08,390 --> 00:21:15,090
+ال رو و الفي هى ال X X هتساوي رو جبت دلال من الفي
+
+261
+00:21:16,170 --> 00:21:19,710
+الـ X component للـ Raw زي ما احنا اخدتوا تحليل اي
+
+262
+00:21:19,710 --> 00:21:24,250
+vector الحاضر الماضي كمان شفنا هى vector ايه؟ ايش
+
+263
+00:21:24,250 --> 00:21:27,650
+تحليله لو كان هنا في زاوية؟ هذه اللى هى ال X
+
+264
+00:21:27,650 --> 00:21:30,230
+component عظمها يمكننا نسميها X وهي ال X component
+
+265
+00:21:30,230 --> 00:21:36,530
+بس ايش هى X الواطنة؟ هى A Cosine of Phi صح؟ اللى
+
+266
+00:21:36,530 --> 00:21:39,150
+هى ال magnitude لو انا بتطبع ال X magnitude و Y
+
+267
+00:21:39,150 --> 00:21:44,990
+magnitude هتكون ايه؟ A Sin Yهي اتجاهها في ال Xها
+
+268
+00:21:44,990 --> 00:21:54,070
+وهي اتجاهها في ال Yها ال Phi هذا هو ال Y component
+
+269
+00:21:54,070 --> 00:21:57,330
+تمام؟
+
+270
+00:21:57,330 --> 00:22:00,610
+إذا
+
+271
+00:22:00,610 --> 00:22:05,810
+ال X component هي برعه روه صين الفي و Y برعه روه
+
+272
+00:22:05,810 --> 00:22:09,130
+صين الفي صح؟ لأن هذه هي ال components ال X
+
+273
+00:22:09,130 --> 00:22:10,930
+component بتاعة ال روه
+
+274
+00:22:14,810 --> 00:22:18,870
+الـ X هي عبارة عن رو شتم الفاية والـ Y هي عبارة عن
+
+275
+00:22:18,870 --> 00:22:23,450
+رو صين اي فاية الـ
+
+276
+00:22:23,450 --> 00:22:27,570
+A ال raw hat يعني ال unit vector اللي في اتجاه ال
+
+277
+00:22:27,570 --> 00:22:31,910
+raw برضه هيكون لتو components واحدة في اتجاه اللي
+
+278
+00:22:31,910 --> 00:22:36,390
+هسميها X hat و Y hat و هنا فاية ايش علاقة X hat ب
+
+279
+00:22:36,390 --> 00:22:38,990
+raw hat نفس العلاقة بتاعة ال vector بس هنا ال unit
+
+280
+00:22:38,990 --> 00:22:43,510
+المجموعة تبع ال raw hat ايش هيكونالراو هات هو
+
+281
+00:22:43,510 --> 00:22:47,970
+مجموعة
+
+282
+00:22:47,970 --> 00:22:54,150
+الراو كوساين الفار ايش المجموعة تبع الراو هات؟
+
+283
+00:22:54,150 --> 00:23:00,370
+واحد ايش هتكون ال X هات هتكون كوساين الفار انت
+
+284
+00:23:00,370 --> 00:23:05,070
+تجيب العقل العكسي الراو هات الراو هات هو two
+
+285
+00:23:05,070 --> 00:23:08,570
+components واحدة في تجاه ال X هات واحدة في تجاه ال
+
+286
+00:23:08,570 --> 00:23:13,540
+Y هاتاتجاه ال X hat ايش هتكون؟ المجليتور التبع ال
+
+287
+00:23:13,540 --> 00:23:18,200
+raw hat جيب تمام الزاوية، اذا ال component بتاعك
+
+288
+00:23:18,200 --> 00:23:23,280
+اتجاه ال X hat هي بساطة cos⁻⁾، لو بدأ احكي على Y
+
+289
+00:23:23,280 --> 00:23:29,260
+component، المجليتور التبع ال raw hat ايش هيكون؟
+
+290
+00:23:29,260 --> 00:23:36,510
+واحد، cosY⁻⁾Y، واضح ما قال ايش هت؟إذا نعندي رو هات
+
+291
+00:23:36,510 --> 00:23:40,350
+هي عبارة عن أسعار الفاية لإنها component في تجاه
+
+292
+00:23:40,350 --> 00:23:44,170
+ال X اللي هي المجنفة تقع رو هات في جبهة من الزاوية
+
+293
+00:23:44,170 --> 00:23:49,310
+رو هات مجنفة واحد هي أسعار الفاية X hat ثم أسعار
+
+294
+00:23:49,310 --> 00:23:52,030
+الفاية و إحدها تفس الأشياء ل A فاية A فاية و إحد
+
+295
+00:23:52,030 --> 00:23:55,330
+تجاه ال A فاية احنا هذا الorthogonal coordinate
+
+296
+00:23:55,330 --> 00:24:00,670
+الواحد عمودي هي تجاه ال رو هات وتجاه الفاية هت
+
+297
+00:24:00,670 --> 00:24:03,470
+العمودي عليها أنت تجاه الفاية من Zero ل Two Pi
+
+298
+00:24:03,740 --> 00:24:10,140
+عمودي عليها لو أنا رجعت رسمة الدائرة دائرة
+
+299
+00:24:10,140 --> 00:24:17,300
+هلاقي ان الروحة تنالو فيها نفس بالدائرة عمودي على
+
+300
+00:24:17,300 --> 00:24:30,280
+الروحة رسمت
+
+301
+00:24:30,280 --> 00:24:39,360
+الدائرة عمودي على الروحةال radius تبعهم عمود
+
+302
+00:24:39,360 --> 00:24:43,400
+على عمودي
+
+303
+00:24:43,400 --> 00:24:44,480
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+304
+00:24:44,480 --> 00:24:45,600
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+305
+00:24:45,600 --> 00:24:45,820
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+306
+00:24:45,820 --> 00:24:46,360
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+307
+00:24:46,360 --> 00:24:46,360
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+308
+00:24:46,360 --> 00:24:46,420
+عمودي عمودي عمودي عمودي عمودي عمودي عمودي عمودي
+
+309
+00:24:46,420 --> 00:24:57,240
+عمودي عمودي عمودي عمودي عم
+
+310
+00:25:01,720 --> 00:25:05,880
+هي ال component في اتجاه ال X هتكون في اتجاه ال Y
+
+311
+00:25:05,880 --> 00:25:08,840
+في اتجاه ال X بس هتكون واحدة في اتجاه ال X في
+
+312
+00:25:08,840 --> 00:25:13,020
+اتجاه ال minus X لو بدأ احل ال components والزاوية
+
+313
+00:25:13,020 --> 00:25:22,960
+بتاعتهم هي ال Phi بيجي على الاسم Phi hat I minus
+
+314
+00:25:22,960 --> 00:25:29,900
+hat I من هنا ال X Yزي ال X هنا I من هنا ال Y
+
+315
+00:25:37,920 --> 00:25:44,900
+الزاوية هيجب ترم الـPi هو اتجاه الـY hatوالـ sin
+
+316
+00:25:44,900 --> 00:25:48,440
+هيكون في تجاه ال X بس هتكون في سالب ال X hat لأن
+
+317
+00:25:48,440 --> 00:25:51,420
+تجاهها هي .. انا عاملا بحلل Phi hat هيكون Y
+
+318
+00:25:51,420 --> 00:25:56,660
+component موجبة و X component سالبة عشان أسهل واحد
+
+319
+00:25:56,660 --> 00:25:59,740
+يتذكرها طبعا انتوا هيتطلبوا منكم لو تحللوا على
+
+320
+00:25:59,740 --> 00:26:02,540
+الرسمة يمكنوا تجيبوها دول ال coordinates بس كمان
+
+321
+00:26:02,540 --> 00:26:06,300
+عشان تتذكر انك عاملة حاجة صح ولا لا هتلاحظ ان Y ال
+
+322
+00:26:06,300 --> 00:26:10,440
+Phi hat component هي ال differential لل raw hatأنا
+
+323
+00:26:10,440 --> 00:26:13,260
+جبت ال differential تبع ال row هتش هتعطيلي minus
+
+324
+00:26:13,260 --> 00:26:16,520
+sine of I ال X component و ال sine of Phi هي
+
+325
+00:26:16,520 --> 00:26:24,920
+cosine ال Phi طبعا
+
+326
+00:26:24,920 --> 00:26:28,560
+ال Z hat هي نفسها ال Z hat احنا اتفقنا على هكم
+
+327
+00:26:28,560 --> 00:26:33,160
+الأول يعني كل الشغل عندنا هو في الدائرة في الدائرة
+
+328
+00:26:33,160 --> 00:26:36,160
+بتاعة السلم ده ال Z component بتطابقوا على بعض لكن
+
+329
+00:26:36,160 --> 00:26:39,000
+ال X component و ال Y component هي قد صاروا بدلهم
+
+330
+00:26:39,000 --> 00:26:39,380
+row
+
+331
+00:26:46,180 --> 00:26:49,600
+العلاقة رو بقدر اكتبها في دلالة ال X و Y فاي بقدر
+
+332
+00:26:49,600 --> 00:26:53,200
+اكتبها في دلالة ال X و Y و Z هي نفس ال Z كما بقدر
+
+333
+00:26:53,200 --> 00:26:56,100
+اكتب اللي هو ال row vector او يعني ال X component
+
+334
+00:26:56,100 --> 00:27:02,000
+اتجاه دلالة ال رو و الفاي و Y دلالة ال رو و الفاي
+
+335
+00:27:02,000 --> 00:27:03,260
+و Z دلالة ال Z
+
+336
+00:27:07,580 --> 00:27:13,360
+هذا ما شرحته بس سايموس مع الرسمة هاي ال X hat كيف
+
+337
+00:27:13,360 --> 00:27:17,480
+بدي أعبر عنها بدلالة ال raw hat هاي ال X hat هاي
+
+338
+00:27:17,480 --> 00:27:21,040
+اتجاه ال raw hat وهذا اتجاه ال minus Phi hat لإيش؟
+
+339
+00:27:21,040 --> 00:27:24,260
+لأن هاي ال X و هاي ال Y Phi هات ايش اتجاهها لفوق
+
+340
+00:27:24,260 --> 00:27:33,540
+اتجاهها counter clockwise هاي
+
+341
+00:27:33,540 --> 00:27:40,280
+ال X بتاعتها بدلالةالراو هات والفاي هات احنا اللى
+
+342
+00:27:40,280 --> 00:27:46,560
+عملناها قبل شوية اللى هى الراو هات بدلت ال X و ال
+
+343
+00:27:46,560 --> 00:27:50,200
+Y هات ال X هات و ال Y هات انت بدل ال X هات بدلت ال
+
+344
+00:27:50,200 --> 00:27:56,420
+راو و الفاي هى ال X هى ال X direction وهد طبعا
+
+345
+00:27:56,420 --> 00:27:58,720
+اللى هو ال راو ديركشن اللى هو اتجاه ال radius بتاع
+
+346
+00:27:58,720 --> 00:28:03,220
+ال circuit و الفاي هات هي اتجاه لفوق بس هتكون في
+
+347
+00:28:03,220 --> 00:28:07,660
+ال minus انه بدل انا ال Xحللها 2 component واحدة
+
+348
+00:28:07,660 --> 00:28:10,640
+في اتجاه ال raw و واحدة في اتجاه ال phi فالحلقة
+
+349
+00:28:10,640 --> 00:28:14,040
+هتكون في minus ال phi الفتجاه ال raw هتكون طبعا
+
+350
+00:28:14,040 --> 00:28:17,920
+هذه الزاوية في هي نفس هذه الزاوية في من التناظر
+
+351
+00:28:17,920 --> 00:28:21,920
+هذا نفس الخط فهذا الخط بوازي هذا الخط اللي هو ال x
+
+352
+00:28:21,920 --> 00:28:26,460
+component ال x اي x حتة الفتجاه ال raw hat هتكون
+
+353
+00:28:26,460 --> 00:28:33,470
+cosine ال phi raw hat واضح فالتجاهالـ Phi هتكون
+
+354
+00:28:33,470 --> 00:28:38,130
+sin Phi minus Phi hat لأن Phi hat ماله counter
+
+355
+00:28:38,130 --> 00:28:43,670
+clockwise على محيط الدائرةميجي لل y component a y
+
+356
+00:28:43,670 --> 00:28:47,850
+hat هذا هي ال y hat a y hat هي ال raw hat اللي هو
+
+357
+00:28:47,850 --> 00:28:50,950
+في اتجاه ال radius و ال phi hat ما قلنا هي اتجاهها
+
+358
+00:28:50,950 --> 00:28:54,290
+الصحيح اللي هي counter clockwise نفس الحاجة قلنا
+
+359
+00:28:54,290 --> 00:28:57,490
+ال a y اللي هي two components واحدة في اتجاه ال
+
+360
+00:28:57,490 --> 00:29:00,970
+raw hat واحدة في اتجاه ال x hat لو بدي أشوف وين هي
+
+361
+00:29:00,970 --> 00:29:07,670
+ال phi هلاقي ال phi هي الزاوية اللي هنا تمام؟
+
+362
+00:29:18,350 --> 00:29:25,230
+عشان بتأكد من الزاوية اذا عملنا تناظر هادي من
+
+363
+00:29:25,230 --> 00:29:31,890
+التوازي بتساوي هذه الزاوية هي نفس الفاية وهي تتنين
+
+364
+00:29:31,890 --> 00:29:33,390
+هاي وهي تتنين هاي
+
+365
+00:29:38,410 --> 00:29:42,570
+تمام فإذا ال y component في ندي اللي هي ال raw hat
+
+366
+00:29:42,570 --> 00:29:46,170
+اللي هتكون sine ال phi raw hat وعندي في اتجاه ال
+
+367
+00:29:46,170 --> 00:29:49,830
+plus ال phi hat اللي هي cosine ال phi pie hat طبعا
+
+368
+00:29:49,830 --> 00:29:53,890
+ال is it hat هي نفسها ال is it hat إذا إحنا شفنا
+
+369
+00:29:53,890 --> 00:29:59,540
+كيف أنا بقدر أكتهالراو هات دلالة ال X و ال Y
+
+370
+00:29:59,540 --> 00:30:03,160
+component و نبسطها هى الراو هات فده الاتجاه فهيكون
+
+371
+00:30:03,160 --> 00:30:06,300
+له component في اتجاه ال X اللى هى cosine فى X hat
+
+372
+00:30:06,300 --> 00:30:12,620
+واحدة في اتجاه ال Y اللى هى راو هات magnitude اللى
+
+373
+00:30:12,620 --> 00:30:17,640
+هى واحد sine فى Y hat و الفاي هات بقدر برضه اعملها
+
+374
+00:30:17,640 --> 00:30:21,740
+انه هحطها اتجاه المماس للدائرة و اعملها ال X و ال
+
+375
+00:30:21,740 --> 00:30:25,020
+Y component و عشان للتسكير قلتلكم مش هلاقيها انها
+
+376
+00:30:25,020 --> 00:30:29,000
+differentialفاي هات هي ال differential ل raw hat
+
+377
+00:30:29,000 --> 00:30:32,980
+فهتكون minus الفاي X hat زي ال cosine في و Y hat و
+
+378
+00:30:32,980 --> 00:30:36,020
+Z component نفس الحاجة تمام؟
+
+379
+00:30:40,520 --> 00:30:42,860
+و هنا نفس الشيء اذا لاحظتم ان العلاقة برضه بينهم
+
+380
+00:30:42,860 --> 00:30:46,200
+differential ال X hat و ال Y hat عند ال X hat
+
+381
+00:30:46,200 --> 00:30:50,120
+كوسين الفايرو hat مانساين فاير رحمكم الله يصلح
+
+382
+00:30:50,120 --> 00:30:53,840
+حالكم فاير هات التفاضل تبع حتيني اللي هي minus
+
+383
+00:30:53,840 --> 00:30:57,940
+التفاضل لإن الكوسين تفاضله minus هتكون plus sign و
+
+384
+00:30:57,940 --> 00:31:01,660
+هنا هتكون ال sign هتكون plus cosine لإن في عندي
+
+385
+00:31:01,660 --> 00:31:05,650
+minus بينهم بالعلاقةأحنا بحفظها الناس فقط لل رو
+
+386
+00:31:05,650 --> 00:31:08,070
+والفاي لأنها أسفة على طول ال differential هنا
+
+387
+00:31:08,070 --> 00:31:11,250
+بتتذكروا ان في minus ال differential بين ال X و ال
+
+388
+00:31:11,250 --> 00:31:17,350
+Y يعني اي vector قلنا بقدر اكتبه بدلالة ال XYZ او
+
+389
+00:31:17,350 --> 00:31:20,690
+بقدر اكتبه بدلالة ال رو و الفاي و ال Z عندى انا هى
+
+390
+00:31:20,690 --> 00:31:23,250
+ال vector اللى هو ال position vector اللى له
+
+391
+00:31:23,250 --> 00:31:25,890
+component في ال X direction و في ال Y و في ال Z
+
+392
+00:31:25,890 --> 00:31:28,890
+وعندي في ال cylindrical coordinate هيكون له
+
+393
+00:31:28,890 --> 00:31:32,960
+component في ال رو و الفاي و ال Zعشان انا اكتب ال
+
+394
+00:31:32,960 --> 00:31:36,020
+vector هذا اللى هو بالكارتيجين دلالة ال
+
+395
+00:31:36,020 --> 00:31:38,940
+cylindrical coordinate ده اتذكر ال unit vector كيف
+
+396
+00:31:38,940 --> 00:31:42,260
+علاقتها ب ال cylindrical components ال x hat هي
+
+397
+00:31:42,260 --> 00:31:46,180
+cos φ رو hat minus sin فاي فاي hat و ال y hat هي
+
+398
+00:31:46,180 --> 00:31:49,320
+عبارة عن sin فاي رو hat زايد cos فاي فاي hat و ال
+
+399
+00:31:49,320 --> 00:31:55,220
+z hat هي نفس ال z hat اذا بعود ع ال ax و ال ay و
+
+400
+00:31:55,220 --> 00:31:58,120
+ال az و بعدين بجمع ال components بتاعت
+
+401
+00:32:01,000 --> 00:32:05,180
+هي اول حاجة باجي لل a vector هو ميديا عن ax وبعود
+
+402
+00:32:05,180 --> 00:32:10,260
+على ال ax hat ال E cosine ال phi rho hat minus sin
+
+403
+00:32:10,260 --> 00:32:17,500
+phi phi hat زائد ay و بعود على ال y hat دي بsin
+
+404
+00:32:17,500 --> 00:32:25,220
+phi rho hat زائد cosine phi phi hat زائد a z z hat
+
+405
+00:32:25,220 --> 00:32:28,870
+هاي ال component مش هتتغير هتطلع زي مينلكن هنلاحظ
+
+406
+00:32:28,870 --> 00:32:32,490
+أنه ظهرت ال raw hat مرتين و ال phi hat مرتين باخد
+
+407
+00:32:32,490 --> 00:32:36,770
+ال raw hat عامل مشترك هيكون في عندي ax cos phi زي
+
+408
+00:32:36,770 --> 00:32:41,490
+ay sin phi و في عندي ال phi component يعني minus
+
+409
+00:32:41,490 --> 00:32:47,840
+ax sin phi و في عندي ay cos phiإذاً هي ال raw
+
+410
+00:32:47,840 --> 00:32:52,240
+component A raw هتساوي Ax cos فهذا احنا اصلا
+
+411
+00:32:52,240 --> 00:32:55,780
+مابنتوقعينه ال A raw نفس الحالة هتكون لها
+
+412
+00:32:55,780 --> 00:33:00,560
+component اتجاه ال X واحدة اتجاه ال Y Ax cos فزاية
+
+413
+00:33:00,560 --> 00:33:04,960
+Ay sin فهو ال A ف هتكون minus Ax sin فزاية Ay cos
+
+414
+00:33:04,960 --> 00:33:10,840
+فهو ال AZ بيها ال AZبس ان هي كدت اكتب ال vector
+
+415
+00:33:10,840 --> 00:33:13,700
+position في ال Cartesian coordinate احوله من ال
+
+416
+00:33:13,700 --> 00:33:15,480
+Cartesian coordinate اذا كنت عارف ال components
+
+417
+00:33:15,480 --> 00:33:19,940
+عادوا في ال X و Y و Z و هتتحلل ال ax ل two
+
+418
+00:33:19,940 --> 00:33:22,980
+components واحدة في ال rho واحدة في ال phi و ال y
+
+419
+00:33:22,980 --> 00:33:25,620
+هتتحلل two components واحدة في ال rho واحدة في ال
+
+420
+00:33:25,620 --> 00:33:29,720
+phi و ال z هتظلها زي ما هي فبطلع عندي لكل واحدة من
+
+421
+00:33:29,720 --> 00:33:31,840
+ال components عادوا من ال vector في اتجاه ال rho
+
+422
+00:33:31,840 --> 00:33:35,150
+hat و ال phi hat و ال z hatتجاه الـ Phi 2
+
+423
+00:33:35,150 --> 00:33:37,850
+components وتجاه الـ Phi 2 components والـ Z تظهر
+
+424
+00:33:37,850 --> 00:33:41,730
+زي ما هي تمام صار واضح ايش اللي بنعمله هذا كله
+
+425
+00:33:41,730 --> 00:33:45,890
+بنقدر معبر عنه بال transfer matrix انا بقدر اكتب
+
+426
+00:33:45,890 --> 00:33:49,790
+العلاقة بين ال A Rho وال A Phi وال A Z وال A X وال
+
+427
+00:33:49,790 --> 00:33:52,410
+A Y وال A Z بتبدأت ال matrix احنا قولنا ان ال A
+
+428
+00:33:52,410 --> 00:33:57,350
+Rho ايش بتساوي كو سين الفي X سين الفي A Y دولة
+
+429
+00:33:57,350 --> 00:34:01,670
+اللي هي ال ال ال ال raw hat dot X A hat X hat وهد
+
+430
+00:34:01,670 --> 00:34:06,540
+ال raw hat dot Y hatوهنا ال FI هتكون عندى ال
+
+431
+00:34:06,540 --> 00:34:10,780
+matrix ما نص FI وصل فى 0001 لإن ال acid هى نفس ال
+
+432
+00:34:10,780 --> 00:34:15,150
+acidمن cylindrical ل cartesian يعني إذا كنت عارفة
+
+433
+00:34:15,150 --> 00:34:19,230
+ال a rho a phi a z وبدل a x a y a z هتكون اللي هي
+
+434
+00:34:19,230 --> 00:34:22,570
+cosine of phi minus sine of phi cosine of phi and
+
+435
+00:34:22,570 --> 00:34:26,750
+cosine of phi العلاقة بين ال matrix بتاعت اللي هي
+
+436
+00:34:26,750 --> 00:34:29,470
+من ال cartesian ل ال cylindrical أو من ال
+
+437
+00:34:29,470 --> 00:34:33,050
+cylindrical ل ال cartesian هي عبارة عن اللي هي ال
+
+438
+00:34:33,050 --> 00:34:36,570
+inverse matrix لإن لو بدي اقول بدي انا اكتب ال
+
+439
+00:34:36,570 --> 00:34:39,620
+cartesian بدلات ال cylindrical ايش بدي اعمل؟اك واي
+
+440
+00:34:39,620 --> 00:34:41,360
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+441
+00:34:41,360 --> 00:34:44,020
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+442
+00:34:44,020 --> 00:34:48,440
+واي واي واي واي
+
+443
+00:34:48,440 --> 00:34:49,760
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+444
+00:34:49,760 --> 00:34:52,320
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+445
+00:34:52,320 --> 00:34:52,500
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+446
+00:34:52,500 --> 00:34:53,340
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+447
+00:34:53,340 --> 00:34:53,720
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+448
+00:34:53,720 --> 00:34:56,320
+واي واي واي واي واي واي واي واي واي واي واي واي
+
+449
+00:34:56,320 --> 00:35:03,920
+واي واي واي واي واي واي
+
+450
+00:35:03,920 --> 00:35:07,830
+واي واي واي وعشان اعمل هيك انا بدي هذا ال vector
+
+451
+00:35:07,830 --> 00:35:14,030
+اش باخد ال inverse تبع ال M بعد M inverse اللي هي
+
+452
+00:35:14,030 --> 00:35:18,270
+بساطة هتطلع بس ال vector اللي احنا شفناها قبل هيك
+
+453
+00:35:22,200 --> 00:35:25,860
+هي طبعا اي component من هدول ال components ببساطة
+
+454
+00:35:25,860 --> 00:35:27,580
+لو انا في ال cylindrical و انا بده اروح ل
+
+455
+00:35:27,580 --> 00:35:30,520
+Cartesian هيكون كل واحد من هدول ال elements هيكون
+
+456
+00:35:30,520 --> 00:35:35,960
+ax dot a rawhat ax dot phi hat x hat dot z hat هده
+
+457
+00:35:35,960 --> 00:35:39,420
+هتكون y hat dot rawhat y hat dot phi hat y hat dot
+
+458
+00:35:39,420 --> 00:35:43,400
+z hat z hat dot rawhat z hat dot phi hat z hat dot
+
+459
+00:35:43,400 --> 00:35:48,320
+z hat هنخل الصفر اكتر لنقاء القادم عشان هدول بتحكم
+
+460
+00:35:48,320 --> 00:35:54,180
+مع المهندسمحمد اجعالنا موجود هى اتحدى دموعى
+
+461
+00:35:54,180 --> 00:35:56,980
+المحاضرات كفاية لكم العافية وان شاء الله بنشوفكم
+
+462
+00:35:56,980 --> 00:35:58,060
+لقاء القادم
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/ryHc6fpOqQU.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/ryHc6fpOqQU.srt
new file mode 100644
index 0000000000000000000000000000000000000000..ae0246e5f517f249ad67715eac732c985f3eafb1
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/ryHc6fpOqQU.srt
@@ -0,0 +1,1786 @@
+1
+00:00:21,680 --> 00:00:24,420
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله 
+
+2
+00:00:24,420 --> 00:00:28,160
+وبركاته احنا اليوم إن شاء الله هنكمل موضوعنا في ال
+
+3
+00:00:28,160 --> 00:00:32,380
+vector analysis احنا وصلنا لمحاضرة الماضية لما 
+
+4
+00:00:32,380 --> 00:00:35,800
+شوفنا ال curl وشوفنا Stokes theorem ال Stokes
+
+5
+00:00:35,800 --> 00:00:38,840
+theorem قالت إن ال clause integral over L أو ال
+
+6
+00:00:38,840 --> 00:00:41,940
+circulation بساوي ال surface integral ل ال curl في 
+
+7
+00:00:41,940 --> 00:00:45,860
+DS وقفنا عند الأمثلة وقلنا إن شاء الله بنشوف بعض 
+
+8
+00:00:45,860 --> 00:00:48,580
+الأمثلة فاليوم طلب مننا مثلا determine the curl of
+
+9
+00:00:48,580 --> 00:00:51,660
+vector field اللي احنا طبعا بيقولنا ال curl لازم 
+
+10
+00:00:51,660 --> 00:00:54,760
+يكون مع ال vector وقدرش أعمل curl ل scalar مالهوش 
+
+11
+00:00:54,760 --> 00:00:59,000
+معنى احنا نبقى vector field بيه P وQ وT ويجيبهم ال
+
+12
+00:00:59,000 --> 00:01:02,440
+curl بيه ما احنا شوفناه قبل كده هذا المثال هذا في 
+
+13
+00:01:02,440 --> 00:01:06,080
+ال Cartesian ال Q في ال cylindrical وC في ال
+
+14
+00:01:06,080 --> 00:01:11,710
+spherical طب احنا خلينا نشوف الحال تبعنا نبدأ بيه
+
+15
+00:01:11,710 --> 00:01:14,310
+اللي هو ال Cartesian coordinate لإن المثال أولا هو
+
+16
+00:01:14,310 --> 00:01:17,190
+Cartesian احنا قلنا ال kill هو عبارة عن
+
+17
+00:01:17,190 --> 00:01:20,210
+determinant هو حط جواب على طول هذا جانب ال 
+
+18
+00:01:20,210 --> 00:01:24,030
+determinant احنا 
+
+19
+00:01:24,030 --> 00:01:31,690
+عندنا ال determinant بتقول X hat Y hat Z hat D
+
+20
+00:01:31,690 --> 00:01:37,760
+body X D body Y احنا شفناهم بهذا الشكل نفس الشيء
+
+21
+00:01:37,760 --> 00:01:43,780
+للـ spherical و الـcylindrical بعدين عنده هي PX PY
+
+22
+00:01:43,780 --> 00:01:50,340
+PZ هذا دوامين تغيروا كده احنا قبل إن ندetermine
+
+23
+00:01:50,340 --> 00:01:54,860
+ايش بنسويه بناخد الصفر الأول و العمود الأول اللي
+
+24
+00:01:54,860 --> 00:02:00,000
+بنتمسله هو يتوفرنا ال X هتكون هنا فانترو الطرف 
+
+25
+00:02:03,030 --> 00:02:09,610
+بعدين ماقصها على كل واحد دي بي زت باي بي واي
+
+26
+00:02:09,610 --> 00:02:18,530
+مايناس دي بي واي باي بي زت مايناس واي هات مايناس 
+
+27
+00:02:32,350 --> 00:02:45,810
+إن تفتحه باسم cap هيعطينا dPy-dPx-dPy-dPy-dPy-dPy
+
+28
+00:02:45,810 --> 00:02:46,510
+-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy
+
+29
+00:02:46,510 --> 00:02:49,850
+-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy
+
+30
+00:02:49,850 --> 00:02:56,430
+-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy
+
+31
+00:02:56,430 --> 00:03:00,610
+-dPy بعتمد على ثلاث coordinates باعتمد على x و y و
+
+32
+00:03:00,610 --> 00:03:03,850
+z يعني هو variable as a function of x and y and z
+
+33
+00:03:03,850 --> 00:03:08,790
+ما بتش مفاضة بيه بيه z هذا ال x component ال z
+
+34
+00:03:08,790 --> 00:03:15,350
+component فقط function في x و z يعني بيه x هلاقيها
+
+35
+00:03:15,350 --> 00:03:23,390
+function of x و y و z بيه z function of x و z و
+
+36
+00:03:23,390 --> 00:03:33,310
+بيه y بتساوي زيه طبعا أنا دي py by dz هدحقه مش هي ال
+
+37
+00:03:33,310 --> 00:03:40,910
+one component ثالثة وين؟ بس في الحل نموج يعني
+
+38
+00:03:40,910 --> 00:03:48,970
+عكس بس هو عكس الترتيب عكس d by x y by z minus d by 
+
+39
+00:03:48,970 --> 00:03:54,690
+z by dx بحكي عن الحل بتاعي بس بحكي عنه slide يعني
+
+40
+00:03:54,690 --> 00:04:00,270
+الحل على slide طيب بس معاكوسة لما هي نفس الشيء طبعا
+
+41
+00:04:00,270 --> 00:04:04,030
+الشيء احنا بدنا نزوّق ال BY وE من كل الجهات بيبقى
+
+42
+00:04:04,030 --> 00:04:07,170
+BY بيبقى DX بيبقى لنا اللي هي ال components
+
+43
+00:04:07,170 --> 00:04:10,930
+الباقية احنا قمنا ال DBZ بس ترمز على X و Z يعني هو
+
+44
+00:04:10,930 --> 00:04:13,870
+في عندي DBZ by DY بيساوي سكر زي ما هاي بعضه سكر 
+
+45
+00:04:13,870 --> 00:04:21,670
+بينما DBX by DZ في عندي أكملية على ال Z فهتكون X
+
+46
+00:04:21,670 --> 00:04:30,170
+ترمزية في YDPZ by DX هي اعتمادية Z ويظل عندي minus 
+
+47
+00:04:30,170 --> 00:04:36,150
+DX by DX by DY هي اتنين X تربية Z ويظهر نتيجة DX
+
+48
+00:04:36,150 --> 00:04:43,630
+تربية Y minus Z Y hat minus X تربية Z Z hat تمام؟
+
+49
+00:04:43,630 --> 00:04:51,510
+في أي سؤال لحد هناك؟ نفس العملية بنكررها في ال
+
+50
+00:04:51,510 --> 00:04:57,330
+cylindrical و ال spherical كواردنات بجيب نوع ال 
+
+51
+00:04:57,330 --> 00:04:57,610
+curve
+
+52
+00:05:07,920 --> 00:05:10,780
+مش هعملها من كلهم يعني لإن بس عمل المثال الأولاني
+
+53
+00:05:10,780 --> 00:05:15,180
+ال B و ال T نفس الحاجة بتشيبوا ال kern تبع ال Q
+
+54
+00:05:15,180 --> 00:05:17,000
+اللي هو ال cylindrical coordinate اللي عرفناه 
+
+55
+00:05:17,000 --> 00:05:20,500
+المحاضرة الماضية نفس القضية لكرن ال T اللي هو سفر
+
+56
+00:05:20,500 --> 00:05:23,580
+السيندركال كواردين نيجي لالمثال اللي أقنعه المثال 
+
+57
+00:05:23,580 --> 00:05:28,320
+اللي أقنعه بتقولي F A بتساوي رو كسين الفي رو هات
+
+58
+00:05:28,320 --> 00:05:33,720
+ذات سين الفي في هات يعني مالها موجودة وين في ال 
+
+59
+00:05:33,720 --> 00:05:37,190
+cylindrical coordinate هذا الـ function أو ال field
+
+60
+00:05:37,190 --> 00:05:41,190
+ال vector field A معرف بالـ cylindrical coordinate 
+
+61
+00:05:41,190 --> 00:05:45,310
+بالدلالة row of I evaluate ال circulation قلنا هذا
+
+62
+00:05:45,310 --> 00:05:47,990
+ال clause integral ال line integral برضه اسمه 
+
+63
+00:05:47,990 --> 00:05:51,590
+circulation ال clause line integral ل a dot dl
+
+64
+00:05:51,590 --> 00:05:55,270
+around the bastion in the figure يعني بده قيمة ال
+
+65
+00:05:55,270 --> 00:05:58,930
+circulation في هذا الفيجربعدين confirm using
+
+66
+00:05:58,930 --> 00:06:00,730
+Stokes theorem يعني أول مرة بدي أعمل ال 
+
+67
+00:06:00,730 --> 00:06:04,370
+circulation آخد ال line integral و بعدين أتحقق منه
+
+68
+00:06:04,370 --> 00:06:07,190
+باستخدام اللي هو Stokes theorem بتقوللي ال
+
+69
+00:06:07,190 --> 00:06:09,970
+circulation اللي هو ال clause line integral ل a 
+
+70
+00:06:09,970 --> 00:06:13,550
+dot dl بساوي ال surface integral ل k l a dot ds
+
+71
+00:06:13,550 --> 00:06:16,350
+نفس الحاجة هنعمل خطوة خطوة زي ما عملنا في ال
+
+72
+00:06:16,350 --> 00:06:20,680
+divergence theorem Division of closed surface
+
+73
+00:06:20,680 --> 00:06:25,160
+integral A dot DS بتساوي ال volume integral ل
+
+74
+00:06:25,160 --> 00:06:26,720
+divergent A
+
+75
+00:06:29,730 --> 00:06:33,230
+نشيل ال line integral a dot dl معناه إن نش بس لو بده
+
+76
+00:06:33,230 --> 00:06:36,630
+أعمل ال bus كله حوالين كل bus واحد واحد يعني هاخد
+
+77
+00:06:36,630 --> 00:06:41,370
+ال bus من a ل b زائد ال bus من b ل c زائد ال bus من
+
+78
+00:06:41,370 --> 00:06:46,090
+c ل d زائد ال bus من d ل a ل a فهيك بيكون أنا عملت 
+
+79
+00:06:46,090 --> 00:06:49,330
+ال circulation كله إذا بده أكمل أول هذا ال bus و
+
+80
+00:06:49,330 --> 00:06:51,510
+بعدين هذا ال bus و بعدين هذا ال bus و بعدين هذا ال
+
+81
+00:06:51,510 --> 00:06:55,790
+bus بخلص ال circulation نبدأ بال bus الأول هو من a
+
+82
+00:06:55,790 --> 00:07:01,230
+ل b من A ل B ايش هنا ال line DL هنا DL احنا كل مرة 
+
+83
+00:07:01,230 --> 00:07:06,710
+نعرف ال DL ايش ال DL هنا معايا ايش ال DL في هذا ال
+
+84
+00:07:06,710 --> 00:07:11,650
+bus DL ايش
+
+85
+00:07:11,650 --> 00:07:18,810
+DL ايش بتساوي في هذا ال bus دي فا قرأت اه هدا قرأت 
+
+86
+00:07:18,810 --> 00:07:23,070
+دي فا ايه قرأت دي فا لإن هذا ماله ال course الصغير
+
+87
+00:07:23,070 --> 00:07:28,500
+لقبل D5 فبتكون رو دي فاي إذا دي L هنا هي رو دي فاي
+
+88
+00:07:28,500 --> 00:07:34,120
+واتجاهها وين احنا فاي هات اتجاهها بهالي هذا minus
+
+89
+00:07:34,120 --> 00:07:38,480
+فاي هات او إذا أخدت إن فاي هات ودراعي ايه يعني
+
+90
+00:07:38,480 --> 00:07:40,640
+حالة من الحزين يابا الدراعي إن أقول minus فاي هات
+
+91
+00:07:40,640 --> 00:07:43,480
+أو دراعي اتجاهي يعني إذا قعدت من A لB خلاص أخدت
+
+92
+00:07:43,480 --> 00:07:49,240
+فاي هات فإذا ما عندي دي L دي عبارة عن رو دي رو دي 
+
+93
+00:07:49,240 --> 00:07:49,680
+فاي
+
+94
+00:07:52,350 --> 00:07:55,950
+وعندي اللي هو ال vector a ال vector a في اللي في 
+
+95
+00:07:55,950 --> 00:07:59,530
+الجهة الفيهات هي اللي في الجهة الفيهات اللي هي 
+
+96
+00:07:59,530 --> 00:08:02,670
+sign الفيهات فإذا أنا ضربت ال product فهي sign
+
+97
+00:08:02,670 --> 00:08:06,030
+الفيهات إذا أنا ضربت ال product فهي sign الفيهات
+
+98
+00:08:06,030 --> 00:08:10,070
+إذا أنا ضربت ال product فهي sign الفيهات إذا أنا 
+
+99
+00:08:10,070 --> 00:08:12,330
+ضربت ال product فهي sign الفيهات إذا أنا ضربت ال 
+
+100
+00:08:12,330 --> 00:08:15,270
+product فهي sign الفيهات إذا أنا ضربت ال product
+
+101
+00:08:15,270 --> 00:08:15,530
+فهي sign الفيهات إذا أنا ضربت ال product فهي sign
+
+102
+00:08:15,530 --> 00:08:15,670
+الفيهات إذا أنا ضربت ال product فهي sign الفيهات
+
+103
+00:08:15,670 --> 00:08:17,380
+product فهي sign الفيهات إذا أنا طA مُحطوة على
+
+104
+00:08:17,380 --> 00:08:22,120
+الرسمة قيمة هذا الـ circle قيمة روه ثابتة على 2
+
+105
+00:08:22,120 --> 00:08:26,600
+فهو ض عن روه ب2 إذا هذه هتكون 2 بضبط عند التكامل
+
+106
+00:08:26,600 --> 00:08:31,660
+على sign فاي دي فاي من أين؟ من A ل B A عند أي
+
+107
+00:08:31,660 --> 00:08:36,500
+زاوية؟ A عند الزاوية اللي هي الستين و B عند 
+
+108
+00:08:36,500 --> 00:08:41,440
+الزاوية اللي هي التلاتين فهكامل 
+
+109
+00:08:41,440 --> 00:08:46,790
+من ستين لتلاتين فإذا نعيد البعث الأولانيهو الـ
+
+110
+00:08:46,790 --> 00:08:54,990
+integral طبعا ال raw اللي قلنا اتنين التكامل
+
+111
+00:08:54,990 --> 00:09:05,430
+من ستين لتلتين لقولنا sine of five D five إسرائيل
+
+112
+00:09:05,430 --> 00:09:14,410
+ال side اشتغلوها minus cosine من ستين لتلتين السنة
+
+113
+00:09:14,410 --> 00:09:20,290
+و اتنين minus cosine التلاتين زائد cosine الستين
+
+114
+00:09:20,290 --> 00:09:27,510
+هذه اللي هي نص وهي جزء التلاتة على اتنين صح؟ جبت
+
+115
+00:09:27,510 --> 00:09:31,090
+من التلاتين لو احنا جبناها هون بال calculator
+
+116
+00:09:31,090 --> 00:09:37,430
+هيعطيني الجواب اللي هو قدامنا minus جزء التلاتة
+
+117
+00:09:37,430 --> 00:09:40,410
+زائد واحد minus جزء التلاتة زائد واحد
+
+118
+00:09:48,300 --> 00:09:52,380
+عشان هاد بالنسبالي بحث الأولاني البحث التاني اللي 
+
+119
+00:09:52,380 --> 00:10:00,360
+هو من B ل C من B ل C مين اللي بيقول HDL هنا HDL
+
+120
+00:10:00,360 --> 00:10:04,560
+هم مين اللي بيغير مين اللي بروح من ال 2 ل 5 دي رو
+
+121
+00:10:04,560 --> 00:10:09,560
+برافو عليكم و اتجاهة روهاد دي رو روهاد في عندكم
+
+122
+00:10:09,560 --> 00:10:12,560
+و أنت اتجاه الرو في عندكم و أنت اتجاه الرو إذا ال A 
+
+123
+00:10:12,560 --> 00:10:19,070
+dot DL هتعطينارو كوسايم الفاي دي رو رو كوسايم
+
+124
+00:10:19,070 --> 00:10:36,670
+الفاي دي رو رو
+
+125
+00:10:36,670 --> 00:10:38,150
+كوسايم الفاي دي رو رو كوسايم الفاي دي رو رو كوسايم 
+
+126
+00:10:38,150 --> 00:10:41,190
+الفاي دي رو رو كوسايم الفاي دي رو رو كوسايم الفاي
+
+127
+00:10:41,190 --> 00:10:42,050
+دي رو رو كوسايم الفاي دي رو رو كوسايم الفاي دي رو
+
+128
+00:10:42,050 --> 00:10:49,830
+دي رو رو كوسايم الفاي دي رو رو كوأخر حاجة رو
+
+129
+00:10:49,830 --> 00:10:59,690
+دي فايف رو دي فايف رو دي فايف رو دي فايف رو دي
+
+130
+00:10:59,690 --> 00:11:03,870
+فايف رو دي فايف رو دي فايف رو دي فايف رو دي فايف
+
+131
+00:11:03,870 --> 00:11:04,550
+رو دي فايف رو دي فايف رو دي فايف رو دي فايف رو دي
+
+132
+00:11:04,550 --> 00:11:07,060
+فايف رو دي فايف رو دي فايف رو دي فايف رو دي فايفو
+
+133
+00:11:07,060 --> 00:11:11,500
+هتتغير من 5 ل 2 هيكون نفس الـ integral هذا بس
+
+134
+00:11:11,500 --> 00:11:15,900
+هيكون التغير ل DL من 5 ل 2 و بطلع معايا ال
+
+135
+00:11:15,900 --> 00:11:20,640
+circulation زي ما احنا شايفين على الصورة إن ال 
+
+136
+00:11:20,640 --> 00:11:23,560
+circulation ل A ل DL او ال circulation ل ال vector
+
+137
+00:11:23,560 --> 00:11:26,660
+field A هت احنا بسميه ال circulation ل vector
+
+138
+00:11:26,660 --> 00:11:34,120
+field A بساوي 4.941 تمام؟ إذا هيك هيه معنى ال 
+
+139
+00:11:34,120 --> 00:11:38,060
+circulation اللي بتعمل على كل line بجمع الـ lines
+
+140
+00:11:38,060 --> 00:11:43,440
+كلهم بطلع لي الناتج الواحدة طب هو بده يعني نتحقق من 
+
+141
+00:11:43,440 --> 00:11:45,540
+هذا الحكي ال Stokes theorem يعني أنا ببدأ أجيب
+
+142
+00:11:45,540 --> 00:11:50,580
+برضه ال curl A و أجيب ال DS و كامل على ال surface
+
+143
+00:11:50,580 --> 00:11:53,960
+integral و نعمل ال S اللي هو اللي محيطه ال line هي 
+
+144
+00:11:53,960 --> 00:11:57,600
+ال surface هاي
+
+145
+00:11:57,600 --> 00:12:01,240
+ال surface هتا ال surface اللي محيطه هاي جزء يعني
+
+146
+00:12:01,240 --> 00:12:04,660
+زي كأنها قطعة أرض ال surface تبع الأرض هو هاي 
+
+147
+00:12:04,660 --> 00:12:07,440
+الطاولة أنا قبل كده حكيتلكم هاي الطاولة هذا هو ال
+
+148
+00:12:07,440 --> 00:12:10,540
+surface اللي هو سطح الطاولة و ال line اللي هو 
+
+149
+00:12:10,540 --> 00:12:15,080
+الحدود بتاعة الطاولة أنت احنا عملنا الحدود كملنا
+
+150
+00:12:15,080 --> 00:12:17,940
+على ال line أنت بنكامل على ال surface معناها
+
+151
+00:12:17,940 --> 00:12:21,950
+بتجيبني ال norm تبع ال surface لازم لي الإنها لازم
+
+152
+00:12:21,950 --> 00:12:26,270
+نيد ال unit vector العمودي على ال surface و في
+
+153
+00:12:26,270 --> 00:12:31,410
+هالحالة إن هاتني لإنها بيكون XYZZ هيكون ال norm
+
+154
+00:12:31,410 --> 00:12:36,110
+على ال surface هو Z hat إذا إن احنا عرفنا DS هتكون
+
+155
+00:12:36,110 --> 00:12:40,450
+DS اتجاهها لإنها طب مين هي ال DS لو أنا أخدت هذا
+
+156
+00:12:40,450 --> 00:12:47,350
+القطاع هذا القطاع ايش هذا قيمته هتقول إن أنا حكيت 
+
+157
+00:12:47,350 --> 00:12:47,930
+ايش قيمته
+
+158
+00:12:51,200 --> 00:12:57,540
+دي رو دي 
+
+159
+00:12:57,540 --> 00:13:00,900
+رو دي فاي
+
+160
+00:13:18,030 --> 00:13:21,150
+نرجع احنا عندنا ال vector لازمنا أجيب أول حاجة
+
+161
+00:13:21,150 --> 00:13:28,330
+كيرم ال a كيرم ال a قولنا بس آخد يا اللي هو
+
+162
+00:13:28,330 --> 00:13:31,930
+determinant يا بكون حفظاهم ال x hat ده تكون dz by 
+
+163
+00:13:31,930 --> 00:13:37,650
+dy minus dy by dz minus dy يعني اللي واحد ممكن 
+
+164
+00:13:37,650 --> 00:13:39,870
+يتخيلها determinant يا بقى حفظاهم يا بحط ال
+
+165
+00:13:39,870 --> 00:13:43,270
+determinant و بجيب الكيرم ال product ديش أنسى إن
+
+166
+00:13:43,270 --> 00:13:45,690
+بس عندي raw component و phi component يعني لو أنا
+
+167
+00:13:45,690 --> 00:13:50,420
+أخدت ال determinant أو x hat, y hat, z hat, and d 
+
+168
+00:13:50,420 --> 00:13:57,620
+by dx لأن كلمة هو اللي قبل, d by dy, d by dz, and
+
+169
+00:13:57,620 --> 00:14:04,340
+دي قلنا رو كمبارز، أظن
+
+170
+00:14:04,340 --> 00:14:08,080
+في كان عندنا واحد على رو بره، واحد على رو و في رو 
+
+171
+00:14:08,080 --> 00:14:10,200
+ايه، ايه رو صح؟ 
+
+172
+00:14:12,120 --> 00:14:15,440
+أسهل ال dx أنا بحاصها أكتر بس ال raw يعني ده 
+
+173
+00:14:15,440 --> 00:14:21,700
+أرجعها شوية بس واحد على ال raw وده بال raw ال raw
+
+174
+00:14:21,700 --> 00:14:26,120
+مضروبة في ال five halves هاي ال raw halves وهي ال
+
+175
+00:14:26,120 --> 00:14:29,500
+raw five halves وهي ايه اس ال halves هاي كلنا يجب
+
+176
+00:14:29,500 --> 00:14:34,180
+إننا dy ب raw dy ب five dy ب z لإنها احنا في
+
+201
+00:16:05,550 --> 00:16:11,570
+d raw sin φ by dz zero minus ρ φ hat وهو ال
+
+202
+00:16:11,570 --> 00:16:15,110
+term الثاني هيكون التفاضل بالنسبة ل ρ 0 ونفس
+
+203
+00:16:15,110 --> 00:16:21,470
+الحاجة ρ cos φ dz هيكمل بسوا 0 آخر term اللي هو
+
+204
+00:16:21,470 --> 00:16:27,850
+z hat هسكره هيكون عندي زائد z hat هيكون عندي ρ
+
+205
+00:16:27,850 --> 00:16:31,550
+cos φ dφ ال ρ بتطلع لبره وال cos تفضلها
+
+206
+00:16:31,550 --> 00:16:33,830
+بالنسبة ل φ هيكون minus sin φ
+
+207
+00:16:37,780 --> 00:16:42,400
+بهاي بهاي مع نصهاي بهاي هتطلع ال sign  الفاية dρ
+
+208
+00:16:42,400 --> 00:16:50,320
+by dρ هتكون واحدة إذا
+
+209
+00:16:50,320 --> 00:16:55,000
+أنا أنت هتذاكر ال O هتلاقيتها إذا 
+
+210
+00:16:55,000 --> 00:16:59,180
+هذا ال tip هتمنى إنه بس عند ال Z component بيبقى
+
+211
+00:16:59,180 --> 00:17:04,740
+تفاضل هيك هيقولنا إنه هتعطينا أنا عكست عكست
+
+212
+00:17:04,740 --> 00:17:10,980
+الاتجاه الهدف هي ρ d sin φ dθ d sin φ dθ
+
+213
+00:17:10,980 --> 00:17:16,880
+φ اللي هي كسان φ مش عارفة بس اه بس بدك تعكس
+
+214
+00:17:16,880 --> 00:17:20,380
+الاتجاه مش ممكن تبين عامل هدا في هدا عشان أنا
+
+215
+00:17:20,380 --> 00:17:23,560
+احكي مش هدا في هدا وأسهلها في هدا تفاضل مع هدا
+
+216
+00:17:23,560 --> 00:17:27,400
+هيك بطي نص sin φ نحو plus minus اعكس الاتجاه
+
+217
+00:17:33,810 --> 00:17:37,190
+فاكرين هدولة هي في هي ماينص هي في هي في هي هتكون
+
+218
+00:17:37,190 --> 00:17:41,850
+تفضلها اللي هي sign of I وهي ما هي هتعطيني ال
+
+219
+00:17:41,850 --> 00:17:46,150
+minus ال ρ طلعت بره وال cos تصير minus ال
+
+220
+00:17:46,150 --> 00:17:52,930
+I إذا انتهى اللي ده لعندي واحد على long فيه لو 
+
+221
+00:17:52,930 --> 00:17:57,630
+دخلت ال minus ده جوا sign of I ساقت
+
+222
+00:18:19,930 --> 00:18:22,330
+هذه هي فكرة إن اخذ ال Kernel
+
+223
+00:18:27,760 --> 00:18:30,620
+طبعًا إذا عندي يبقى واحد على ρ في واحد زائد ρ
+
+224
+00:18:30,620 --> 00:18:35,880
+ثانية في واحنا كمان اتفقنا إن دي اس ايش قيمتها ρ
+
+225
+00:18:35,880 --> 00:18:43,620
+dθ dρ فعمل dot product ل A dot dS هيعطيني
+
+226
+00:18:43,620 --> 00:18:46,460
+اللي هو طبعًا لإن هزد component هزد component
+
+227
+00:18:46,460 --> 00:18:50,740
+هيعطيني هذا المقدار مضروب في ρ dθ dρ عندي
+
+228
+00:18:50,740 --> 00:18:55,900
+التكامل على ρ dot product تبعهم هقسم منها شوية
+
+229
+00:18:56,680 --> 00:19:01,620
+على ال surface في double integral واحد على ρ في
+
+230
+00:19:01,620 --> 00:19:09,940
+واحد زائد ρ sin φ في ρ dρ dφ ال
+
+231
+00:19:09,940 --> 00:19:14,380
+ρ بتروح مع ال ρ عند ال ρ كانت من ومين تتكامل لوين
+
+232
+00:19:14,380 --> 00:19:20,580
+القصد كان تبعي من اثنين لخمسة اثنين لخمسة فعند ال
+
+233
+00:19:20,580 --> 00:19:25,930
+ρ بتعطينا تروح من اثنين لخمسة والـ φ من ثلاثين
+
+234
+00:19:25,930 --> 00:19:36,990
+لستين من
+
+235
+00:19:36,990 --> 00:19:42,530
+حفاظة الـ φ sin φ dφ تحفظ عطيني minus
+
+236
+00:19:42,530 --> 00:19:47,090
+cosine φ من ثلاثين لستين
+
+237
+00:19:55,240 --> 00:19:59,000
+مضروب في تكامل واحد زائد ρ dρ بتعرفوا النقطة
+
+238
+00:19:59,000 --> 00:20:02,640
+الجامعة تتكامل بكمل كل واحد على حد يعني بكمل أول
+
+239
+00:20:02,640 --> 00:20:07,800
+هو dρ بعدين بكمله ρ dρ الواحد هي فتاني dρ
+
+240
+00:20:07,800 --> 00:20:13,120
+ρ تكاملها ρ زائد ρ dρ اللي هي ρ تربيع على
+
+241
+00:20:13,120 --> 00:20:20,560
+اثنين وهذول ال limits عاملهم من اثنين لخمسة minus
+
+242
+00:20:20,560 --> 00:20:25,460
+و sin الستين كدا يجب ان تكون ستين نصه هو نتجارب يقوم
+
+243
+00:20:25,460 --> 00:20:30,900
+بالتلاتين هو جزر التلاتة على الدنيا مطروح في خمسة
+
+244
+00:20:30,900 --> 00:20:37,560
+ماقص اثنين حالات زائد نص في خمسة وعشرين ماقص أربعة
+
+245
+00:20:37,560 --> 00:20:40,860
+هذا
+
+246
+00:20:40,860 --> 00:20:43,540
+بس تجميعه بيعطينا الرقم اللي أمامنا اللي هو أربعة
+
+247
+00:20:43,540 --> 00:20:46,900
+point تسعة أربعة واحد اللي هو بالتمان بساوي
+
+248
+00:20:46,900 --> 00:20:52,180
+الجواب اللي حصلنا عليه من ال circulation واضح؟ يعني
+
+249
+00:20:52,180 --> 00:20:55,300
+إذا أنا بس بحب ال integration أعمله مرة واحدة بأخذ
+
+250
+00:20:55,300 --> 00:20:57,940
+اللي هو ال care ل A dot dS أنا بس هأعمل
+
+251
+00:20:57,940 --> 00:21:00,620
+integration مرة واحدة ما يفرقش معايا بأخذ ال
+
+252
+00:21:00,620 --> 00:21:03,460
+circulation وبأدي أعمل أربع مرات integral على كل
+
+253
+00:21:03,460 --> 00:21:12,620
+line في أي استفسار لحد هنا؟ في أي استفسار؟
+
+254
+00:21:12,620 --> 00:21:16,640
+في أي استفسار؟ واضح للجميع؟
+
+255
+00:21:25,690 --> 00:21:29,290
+بدنا ل vector field A عندي vector field A اللي
+
+256
+00:21:29,290 --> 00:21:31,850
+قلنا ممكن يكون في المستقبل يعني هنسيب هدول كل
+
+257
+00:21:31,850 --> 00:21:36,390
+الأشياء اللي بتعلمها بس نحط بدلهم E أو H يعني
+
+258
+00:21:36,390 --> 00:21:38,790
+المفروض إن نكون اتعلمنا كثير هاي ال integration
+
+259
+00:21:38,790 --> 00:21:41,790
+لإنه مش هنرجع نقيد التكاملات أو مفهومها أو اش
+
+260
+00:21:41,790 --> 00:21:44,990
+بتاعي هنطبقها على طول عمال الذاكرين أخذنا stocks
+
+261
+00:21:44,990 --> 00:21:47,750
+theorem أخذنا ال divergence theorem أخذنا ال curl
+
+262
+00:21:47,750 --> 00:21:51,150
+أخذنا ال divergence فاحنا هنقول إنه لو أنا عندي 
+
+263
+00:21:51,150 --> 00:21:55,150
+vector field A احنا قبل هيك حكينا إنه divergence
+
+264
+00:21:55,150 --> 00:21:58,790
+ال curl بيساوي zero احنا بنقول لو فرجيني explicit إن
+
+265
+00:21:58,790 --> 00:22:02,270
+هذا الحكي صحيح that is the divergence of the curl
+
+266
+00:22:02,270 --> 00:22:06,790
+of any vector field is zero وكمان فرجينا إنه curl
+
+267
+00:22:06,790 --> 00:22:09,190
+ل gradient ال V بيساوي zero هدول احنا حكيناهم في ال
+
+268
+00:22:09,190 --> 00:22:14,070
+identity بتاعة ال curl curl ال gradient بيساوي zero
+
+269
+00:22:14,070 --> 00:22:17,710
+ل ال scalar field وال divergence ل ال vector
+
+270
+00:22:17,710 --> 00:22:22,120
+field بيساوي zero بنقول لأ سيبيني ليه x plus d يعني بدي
+
+271
+00:22:22,120 --> 00:22:25,220
+تعملية خطوة خطوة يعني بدي أجيب أول curl لل a أقول
+
+272
+00:22:25,220 --> 00:22:29,820
+إن a هي مثلًا ax, ay يا z أجيب ال curl تبعها وبعد
+
+273
+00:22:29,820 --> 00:22:33,120
+ما أجيب ال curl تبعها أجيب ال divergence تبعها
+
+274
+00:22:33,120 --> 00:22:38,600
+واضح؟ والثانية اللي بدي curl gradient ال V بيساوي
+
+275
+00:22:38,600 --> 00:22:41,160
+zero يعني أجيب أول ال gradient لل V اللي هو in a
+
+276
+00:22:41,160 --> 00:22:43,560
+scalar field بنقول إن ال gradient in a scalar field
+
+277
+00:22:43,560 --> 00:22:51,630
+يعني هيكون مثلًا dv by dx x hat dV by dy في Y
+
+278
+00:22:51,630 --> 00:22:57,690
+hat زائد DV by dz في Z hat بعدين أخد اللي لها ال
+
+279
+00:22:57,690 --> 00:23:02,670
+Kernel نبدأ ب divergence Kernel ال R عندنا ال R قلنا
+
+280
+00:23:02,670 --> 00:23:08,210
+نفرضها مثلًا بدي أخد الكارتيجة إنّها Ax X hat زائد
+
+281
+00:23:08,210 --> 00:23:13,950
+Ay Y hat زائد Az Z hat أخد ال Kernel تبعه Kernel
+
+282
+00:23:13,950 --> 00:23:18,010
+ال A يعني أنا بكون حافظه يعني بتقدر تتخيله وبحطه
+
+283
+00:23:18,010 --> 00:23:18,330
+determinant
+
+284
+00:23:21,700 --> 00:23:25,700
+نفس الحكي يعني أحيانًا بطلب منك إنك تحليها مش بال ..
+
+285
+00:23:25,700 --> 00:23:28,660
+تسيبيها بال .. بال Cartesian هنا مش الشرط تبقى
+
+286
+00:23:28,660 --> 00:23:32,200
+تبقى تبقى تبقى تسيبيها في ال .. ال spherical عشان
+
+287
+00:23:32,200 --> 00:23:34,700
+نفهم إنك تفهم كيف تعمل مع ال spherical coordinate
+
+288
+00:23:34,700 --> 00:23:37,840
+أو بال cylindrical coordinate لكن أنا مش شاركة
+
+289
+00:23:37,840 --> 00:23:41,520
+حاسة أخد أصفر واحدة اللي هي ال Cartesian يعني سهل
+
+290
+00:23:41,520 --> 00:23:47,020
+إنّه أرجعها من الذاكرة d by dx, d by dy, d by dz
+
+291
+00:23:47,020 --> 00:23:55,610
+and ax ay az يعني هيكون ايش هيكون الناتج x hat في d
+
+292
+00:23:55,610 --> 00:24:08,370
+ay by dx minus d ax by dy minus y hat d az by dx
+
+293
+00:24:08,370 --> 00:24:13,770
+minus d ax by dz plus z hat
+
+294
+00:24:34,180 --> 00:24:35,580
+dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy dxy
+
+295
+00:24:48,850 --> 00:24:53,650
+محنا اتفقنا إن كل الاشي zero مش نفس ال unit يعني x
+
+296
+00:24:53,650 --> 00:24:56,310
+hat dot x hat هتعطي واحد لكن x hat dot y hat
+
+297
+00:24:56,310 --> 00:25:01,210
+هيكون zero إذا هيتلقى معايا ال d by dx التفاضل x
+
+298
+00:25:01,210 --> 00:25:06,350
+component وال d by dy يعني هان الناتج هيكون dgx by
+
+299
+00:25:06,350 --> 00:25:13,690
+dx ذات dgy by dy ذات dgz by dz
+
+300
+00:25:24,220 --> 00:25:29,200
+التفاضل d by dx هيكون
+
+301
+00:25:29,200 --> 00:25:35,800
+في عندي ال second derivative لأ ال ay by dx هيكون
+
+302
+00:25:35,800 --> 00:25:46,140
+عندي minus d ax by dx dy الترم الثاني هيكون في
+
+303
+00:25:46,140 --> 00:25:52,480
+عندي d اثنين az by dy dx minus
+
+304
+00:26:08,340 --> 00:26:11,600
+طبعًا طبعًا طبعًا طبعًا طبعًا طبعًا
+
+305
+00:26:41,220 --> 00:26:47,140
+الـ x هي
+
+306
+00:26:47,140 --> 00:26:55,490
+dAz by dx minus dAy by dz أنا عاملة shift ايه لكل
+
+307
+00:26:55,490 --> 00:27:05,910
+حاجة أنا عاملة shift Ax hat أنا بمسكت الصف الأولى
+
+308
+00:27:05,910 --> 00:27:11,310
+لأ صح أنا عاملة أنا D سنة ل shift عمود واحد يعني
+
+309
+00:27:11,310 --> 00:27:20,110
+أنا سكت هدول dAZ by dy minus dAY by dz minus Y
+
+310
+00:27:20,110 --> 00:27:23,350
+hat عاملة shift عمود واحد أنا dAZ
+
+311
+00:27:41,520 --> 00:27:46,560
+معقول يعني مش علينا عمل shift عمود ال x hat هو dAz
+
+312
+00:27:46,560 --> 00:27:51,580
+by dy minus dAy by dz minus y hat هو dAz by dx
+
+313
+00:27:51,580 --> 00:27:57,220
+minus dAx by dz و Az hat component هتكون dAy by dx
+
+314
+00:27:57,220 --> 00:28:03,840
+minus dAx by dy نجي التفاضل هلأ مش حاجبه مرة بصحي
+
+315
+00:28:03,840 --> 00:28:12,020
+في الحلقة بيجي x by dx بنفاضل اللي هي ال x
+
+316
+00:28:12,020 --> 00:28:24,540
+component هتكون DGX by DXDY minus DAZ by
+
+317
+00:28:24,540 --> 00:28:31,440
+DXDY minus DAY by
+
+318
+00:28:31,440 --> 00:28:33,380
+DXDZ
+
+319
+00:28:39,430 --> 00:28:49,550
+by by by by by by by by
+
+320
+00:28:49,550 --> 00:28:51,690
+by by by by by by by by by by by by by by by by
+
+321
+00:28:51,690 --> 00:28:54,750
+by by by by by by by
+
+322
+00:28:54,750 --> 00:28:56,470
+by by by by by by by by by by by by by by by by
+
+323
+00:28:56,470 --> 00:28:56,710
+by by by by by by by by by by by by by by by by
+
+324
+00:28:56,710 --> 00:28:56,930
+by by by by by by by by by by by by by by by by
+
+325
+00:28:56,930 --> 00:28:56,970
+by by by by by by by by by by by by by by by by
+
+326
+00:28:56,970 --> 00:28:58,130
+by by by by by by by by by by by by by by by by
+
+327
+00:28:58,130 --> 00:29:03,590
+by by
+
+328
+00:29:11,960 --> 00:29:19,120
+بيروحوا مع بعض نفس الحاجة دي تلان از by dx dy احنا
+
+329
+00:29:19,120 --> 00:29:24,220
+دي تلان از by dy dx بيروحوا مع بعض عند هذا ال term
+
+330
+00:29:24,220 --> 00:29:31,120
+اللي هو فيه دلتر بيه ay by dx dz هنظر لها لتاعة مرة 
+
+331
+00:29:31,120 --> 00:29:35,880
+بيروحوا مع بعض كمان عند ال term اللي هو اللي اتبقى
+
+332
+00:29:40,230 --> 00:29:45,570
+d2AX by dy dz وظهر كرامرة هنا والإشارات تلاتة تروح
+
+333
+00:29:45,570 --> 00:29:50,430
+ل 0 إذاً هيك احنا أثبتنا إن بالفعل diverse curl A
+
+334
+00:29:50,430 --> 00:29:59,130
+بيساوي 0 واضح؟ نفس الحاجة ل curl gradient V نعملها
+
+335
+00:29:59,130 --> 00:30:10,970
+مع بعض curl gradient V على إن V scalar A دلوقتي ال V
+
+336
+00:30:10,970 --> 00:30:21,270
+هتساوى dVY by dx X HAT زي ال dVY by dy Y HAT زي ال dVY by dz
+
+337
+00:30:21,270 --> 00:30:25,730
+Z HAT هذا scalar كثير لكن متغير فانت ده على X Y Z
+
+338
+00:30:25,730 --> 00:30:29,150
+ناخد
+
+339
+00:30:29,150 --> 00:30:36,450
+الكيرل فعندي هذا vector ناخد الكيرل ده 
+
+340
+00:30:36,450 --> 00:30:36,870
+ال gradient
+
+341
+00:30:47,670 --> 00:30:59,730
+هيكون curl F X hat Y hat Z hat dY dX dY dY dZ d
+
+342
+00:30:59,730 --> 00:31:05,330
+Y dZ d
+
+343
+00:31:05,330 --> 00:31:07,130
+Y dY dZ dY dY dZ dY dY dZ dY dY dZ d
+
+344
+00:31:07,130 --> 00:31:07,370
+Z dY dY dZ dY dY dZ dY dY dZ d
+
+345
+00:31:07,370 --> 00:31:15,510
+Y dY dY dY dY dY dV by dy و dV by dz لو
+
+346
+00:31:15,510 --> 00:31:26,490
+أخذنا ال X hat حياتينا d تلاني d by dy dz minus
+
+347
+00:31:26,490 --> 00:31:34,430
+ال X hat يعني minus d تلاني d أو دلتا BAB by dy
+
+348
+00:31:34,430 --> 00:31:42,100
+dz هذا ال term هو 0 واضح؟ أنا أخدت ال X component
+
+349
+00:31:42,100 --> 00:31:46,860
+هيعطيني second derivative ل V بالنسبة ل Y و Z
+
+350
+00:31:46,860 --> 00:31:51,420
+minus second derivative ل V بالنسبة ل dy و dz
+
+351
+00:31:51,420 --> 00:31:57,480
+ما يفرقش معايا لأي function لو أخدت له أول d by dx و
+
+352
+00:31:57,480 --> 00:32:01,180
+بعدين أخدت له v by dy هذه لازم يتساوي لو أخدت
+
+353
+00:32:01,180 --> 00:32:07,170
+التفاضل بالنسبة ل Y وبعدين تفاضل بالنسبة ل X واضح
+
+354
+00:32:07,170 --> 00:32:13,810
+ال component دي ال Y hat Y hat هيكون عندي d تربيع
+
+355
+00:32:13,810 --> 00:32:25,550
+dy dx dz minus d تربيع dy dx dz عند Z hat
+
+356
+00:32:25,550 --> 00:32:33,760
+component هيكون عندي تلات تربيع dy dx dy minus دلتا
+
+357
+00:32:33,760 --> 00:32:36,640
+بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه
+
+358
+00:32:36,640 --> 00:32:42,700
+بيه بيه بيه بيه بيه بيه بيه بيه
+
+359
+00:33:05,870 --> 00:33:15,370
+ليه جمال موضوع ثاني اللي هو Laplacian قبل
+
+360
+00:33:15,370 --> 00:33:18,630
+ما أعمل Laplacian بتعطيكم مثال من عندي من ال notes
+
+361
+00:33:18,630 --> 00:33:24,630
+فأنا بروح ل Laplacian
+
+362
+00:33:24,630 --> 00:33:30,810
+أنا 
+
+363
+00:33:30,810 --> 00:33:41,010
+مثال لو أنا عنديه V vector بيساوي K half d هيكو
+
+364
+00:33:41,010 --> 00:33:48,910
+تجيبولي diverse ال V لو
+
+365
+00:33:48,910 --> 00:33:59,170
+كان عندي V تساوي X I half زي Y J half زي Z K half
+
+366
+00:33:59,170 --> 00:34:06,330
+بدي diverse ال VI hat و J hat و K hat هما X hat و
+
+367
+00:34:06,330 --> 00:34:10,150
+Y hat و Z hat تعرفوهم ولا ارجع X hat و Y hat و Z
+
+368
+00:34:10,150 --> 00:34:21,570
+hat X hat و Y hat ممكن اسميهم برضه I J K تبقى
+
+369
+00:34:21,570 --> 00:34:29,750
+تعرف اي مين قد
+
+370
+00:34:29,750 --> 00:34:30,350
+ايش قيمته
+
+371
+00:34:45,060 --> 00:34:53,100
+على السريع قولولي أول سؤال ايه جوابه؟ برافو
+
+372
+00:34:53,100 --> 00:34:56,500
+لإيش احنا اتفقنا إن ال diver معاه لازم يكون دي
+
+373
+00:34:56,500 --> 00:35:04,700
+source يا بيصله thinking يا energy يا بيطلع ال
+
+374
+00:35:04,700 --> 00:35:07,840
+field اللي قدامي واضحش بقى اتجاهه في ال K hat
+
+375
+00:35:07,840 --> 00:35:11,120
+إذا غبتي إن هذا اتجاه هو ال K hat
+
+376
+00:35:14,660 --> 00:35:20,140
+هي Z hat و Z hat يعني مش قاعدين على K hat دول ال
+
+377
+00:35
+
+401
+00:37:23,030 --> 00:37:32,970
+curve بيه قلنا إيش بيساوي x hat y hat z hat فبقيت
+
+402
+00:37:32,970 --> 00:37:40,870
+نعملها كتير إذا حد يجي يطلع يطلع يالا ما نعملش مش هلأ
+
+403
+00:37:40,870 --> 00:37:43,690
+أخذ اللي هو الكل لما احتملنا يالا أنا أقول لكم كذا
+
+404
+00:37:43,690 --> 00:37:48,810
+مرة الكل دي
+
+405
+00:37:48,810 --> 00:37:55,790
+d by dx دي d by dx دي d by dx دي d by dx دي d by dx دي d by dx
+
+406
+00:37:55,790 --> 00:37:56,090
+d by x دي d by x دي d by x دي d by x دي d by x دي d by x
+
+407
+00:37:56,090 --> 00:38:07,500
+دي d by dx d by dy dz عندي minus y و x و 0
+
+408
+00:38:07,500 --> 00:38:13,440
+ممتازة هناخذ ال x hat component ليه هتقولي zero
+
+409
+00:38:13,440 --> 00:38:19,860
+minus zero لإنه dx by dz zero minus
+
+410
+00:38:19,860 --> 00:38:26,830
+y hat minus y hat بس المهم أنه نروح للتجارب صح -Y
+
+411
+00:38:26,830 --> 00:38:37,650
+hat هيكون 0 dx 0 - 0 ذات Z hat يكون 1 ومايناس
+
+412
+00:38:37,650 --> 00:38:42,090
+ومايناس ويصير plus 1 هيكون 2 Z hat إذا ال
+
+413
+00:38:42,090 --> 00:38:46,050
+curling تبعه بيساوي الصفر هي عند ال curling حوالين
+
+414
+00:38:46,050 --> 00:38:50,410
+ال Z axis بيعملوه باتجاه ال curling Z hat
+
+415
+00:39:02,620 --> 00:39:05,480
+احنا هذا كله لحظة ال eta ناس كتير بيسموه ال first
+
+416
+00:39:05,480 --> 00:39:10,000
+derivative صح هو divergence و curl و gradient بس
+
+417
+00:39:10,000 --> 00:39:13,100
+ال first derivative لإن أنا بفضل بس مرة واحدة و d
+
+418
+00:39:13,100 --> 00:39:17,180
+by dx, d by dy, d by dz، في كل الأحوال أسوأ أخذت
+
+419
+00:39:17,180 --> 00:39:20,840
+ال gradient ولا ال divergence ولا ال curl اللي
+
+420
+00:39:20,840 --> 00:39:24,240
+هنشوفه هال eta اللي هو ال Laplacian أو اللي هو
+
+421
+00:39:24,240 --> 00:39:24,840
+second derivative
+
+422
+00:39:46,010 --> 00:39:51,390
+أو second derivative أول واحد هنشوفه بال second
+
+423
+00:39:51,390 --> 00:39:55,070
+derivative اللي هو Laplacian Laplacian هو ببساطة هو
+
+424
+00:39:55,070 --> 00:39:59,450
+دل ال gradient يعني أنا باخد دل ال gradient اصلا
+
+425
+00:39:59,450 --> 00:40:02,070
+divergence دل ال gradient لما أنا عاجز scalar
+
+426
+00:40:02,070 --> 00:40:05,670
+field وعندي ال gradient دي لو لما آخذ هذا بكتر صار
+
+427
+00:40:05,670 --> 00:40:09,630
+بكتر حتى أنا شوفت في المثال مصممة مصانعات هذا ال
+
+428
+00:40:09,630 --> 00:40:13,150
+vector لما آخده ال divergence إيش بيصير؟ دل تربية
+
+429
+00:40:13,150 --> 00:40:22,130
+لأنه grade ال V دي
+
+430
+00:40:22,130 --> 00:40:27,950
+V بيكتب دي V بيكتب DX X hat دي Y بيكتب Y Y hat دي
+
+431
+00:40:27,950 --> 00:40:32,050
+V بيكتب Z Z hat لما أجي أعمله ال product مع اللي
+
+432
+00:40:32,050 --> 00:40:38,180
+هو الدل هيكون DX X hat بي دي V بي دي X هتصير second
+
+433
+00:40:38,180 --> 00:40:42,540
+derivative ل V بالنسبة ل X ال second term هيكون
+
+434
+00:40:42,540 --> 00:40:45,720
+second derivative بالنسبة ل Y و ال third term هو
+
+435
+00:40:45,720 --> 00:40:49,140
+second derivative بالنسبة ل Z عشان هيك احنا بنسمي
+
+436
+00:40:49,140 --> 00:40:53,300
+ال second derivative أو ل plus يعني إذا دلتر بيه V
+
+437
+00:40:53,300 --> 00:40:57,200
+هو ل plus V الناس باختصار بيسموه ل plus ل V لما
+
+438
+00:40:57,200 --> 00:41:02,520
+تسمع كلمة ل plus V هو دلتر بيه V لو لاحظنا اللي
+
+439
+00:41:02,520 --> 00:41:06,900
+بلاسن هو scalar لإن أنا عملنا product between two
+
+440
+00:41:06,900 --> 00:41:09,620
+vectors و ال product between two vectors ده لإنّه
+
+441
+00:41:09,620 --> 00:41:17,660
+scalar فالنتج هو scalar a quantity
+
+442
+00:41:17,660 --> 00:41:24,760
+حلها
+
+443
+00:41:24,760 --> 00:41:27,240
+في ال cylindrical coordinate احنا شفنا هذا الحكي
+
+444
+00:41:27,240 --> 00:41:31,210
+أثبتناه في اللي هو ال Cartesian coordinate الـ
+
+445
+00:41:31,210 --> 00:41:33,570
+Cartesian Coordinate اللي بلاس برضه بقدر أكتبه
+
+446
+00:41:33,570 --> 00:41:35,650
+بالـ cylindrical و بقدر أكتبه بالـ spherical
+
+447
+00:41:35,650 --> 00:41:39,910
+coordinate بنفس الطريقة أكتب ال grade ال V وبعدين
+
+448
+00:41:39,910 --> 00:41:43,190
+أعمل diverge ل grade ال V بحصل على ال place ال V
+
+449
+00:41:43,190 --> 00:41:46,010
+في ال cylindrical coordinate و نفس الحاجة في ال
+
+450
+00:41:46,010 --> 00:41:50,350
+spherical coordinate قالت لو أنا بدي أحكي على
+
+451
+00:41:50,350 --> 00:41:53,470
+أنماط ال fields لو كان إن ال field اسمه harmonic
+
+452
+00:41:54,390 --> 00:41:56,970
+It's said to be in a given region if the Laplacian 
+
+453
+00:41:56,970 --> 00:42:00,550
+vanish in that region يعني إذا كان ال Laplace ل V
+
+454
+00:42:00,550 --> 00:42:04,550
+بيساويه Zero ع طول بقول V ماله Harmonic بتعرفوا ال
+
+455
+00:42:04,550 --> 00:42:09,450
+Harmonic صح؟ إذا أول ما بشوف إنه لو حسبت الدل ل V
+
+456
+00:42:09,450 --> 00:42:14,070
+بيساويه Zero بقول إذا V تبعي هو Harmonic function ع
+
+457
+00:42:14,070 --> 00:42:18,490
+طول عشان أفحص إنه Harmonic ولا لأ ع طول بقول إنه
+
+458
+00:42:18,490 --> 00:42:21,990
+دل تربيع V إذا ساوى Zero بقول Harmonic ال second
+
+459
+00:42:21,990 --> 00:42:26,680
+derivative لل vector دل تربية ال vector بس second
+
+460
+00:42:26,680 --> 00:42:29,780
+derivative ل ال vector بقدر أعيد كتابته بهذه
+
+461
+00:42:29,780 --> 00:42:34,300
+الطريقة احنا
+
+462
+00:42:34,300 --> 00:42:38,580
+في ال .. لما ناخذ نفس ال equation كتير هيطلع معنا
+
+463
+00:42:38,580 --> 00:42:42,920
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+464
+00:42:42,920 --> 00:42:44,620
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+465
+00:42:44,620 --> 00:42:46,040
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+466
+00:42:46,040 --> 00:42:46,840
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+467
+00:42:46,840 --> 00:42:47,040
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+468
+00:42:47,040 --> 00:42:48,500
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+469
+00:42:48,500 --> 00:42:49,180
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+470
+00:42:49,180 --> 00:42:51,480
+kill ..
+
+471
+00:43:19,110 --> 00:43:20,510
+-DelTarbiyaDelTarbiyaDelTarbiyaDelDivergeA
+
+472
+00:43:20,510 --> 00:43:21,910
+-KerKerFieldDelTarbiyaDelTarbiyaDelTarbiyaDelTarbiyaDelTarbiya
+
+473
+00:43:26,300 --> 00:43:32,420
+النتيجة الواضحة قدامنا هيكون delta PA بتساوي delta
+
+474
+00:43:32,420 --> 00:43:35,860
+PA X X hat لأن مسحنا مش ال identity تعطيه العوام
+
+475
+00:43:35,860 --> 00:43:39,520
+دلتر بيه اه هو التفاعد ال second derivative أو
+
+476
+00:43:39,520 --> 00:43:45,540
+دلتر بيه الا اه دلتر بيه اه يعني ورعان دكتور بيه
+
+477
+00:43:45,540 --> 00:43:50,120
+اكس اكس هات زائد ا و وايها زائد ا جدر بيه اكس اكس
+
+478
+00:43:50,120 --> 00:43:50,520
+هات زائد ا جدر بيه اكس هات زائد ا جدر بيه اكس هات
+
+479
+00:43:50,520 --> 00:43:51,900
+زائد ا جدر بيه اكس هات زائد ا جدر بيه اكس هات زائد
+
+480
+00:43:51,900 --> 00:43:53,180
+ا جدر بيه اكس هات زائد ا جدر بيه اكس هات زائد ا جد
+
+481
+00:43:53,240 --> 00:43:56,040
+هتسيب دل تربية على كل component من دول components
+
+482
+00:43:56,040 --> 00:43:59,820
+طبعا ال vector .. الدل تربية لل vector field هي
+
+483
+00:43:59,820 --> 00:44:04,980
+vector لأن دل التربية هي scalar D2 by DX2 D2 by
+
+484
+00:44:04,980 --> 00:44:07,180
+DY2 أو .. بس يعني هذه
+
+485
+00:44:21,910 --> 00:44:29,230
+دل تربيه في الواقع هي دل ضد دل هيكون D تربيه by DX
+
+486
+00:44:29,230 --> 00:44:34,950
+تربيه ذات D تربيه by DY تربيه ذات D تربيه راج DZ
+
+487
+00:44:34,950 --> 00:44:41,970
+واضح؟ لأن دل إيش هي؟ D by DX إزها ذات D by DY
+
+488
+00:44:41,970 --> 00:44:45,830
+وإيها ذات D by DZ إزها
+
+489
+00:44:58,770 --> 00:45:05,110
+هتعطينا D2YDX2 ثقة D2YDY تربية ثقة D2YDZ تربية فمن
+
+490
+00:45:05,110 --> 00:45:08,290
+هذه التربية A هيكون عندنا ال components اللي
+
+491
+00:45:08,290 --> 00:45:14,310
+أمامنا و كما اتفقنا هو هيكون vector P ممكن أعبر
+
+492
+00:45:14,310 --> 00:45:22,410
+عليه بهذه الطريقة أو أعبر عنه بهذه الطريقة يعطيكوا 
+
+493
+00:45:22,410 --> 00:45:25,910
+العافية وإن شاء الله نتبع اللقاء القادم السلام
+
+494
+00:45:25,910 --> 00:45:26,250
+عليكم 
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/ryHc6fpOqQU_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/ryHc6fpOqQU_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..7a0445e1adcd81a8c08f4f3eff85d33e20260892
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/ryHc6fpOqQU_raw.srt
@@ -0,0 +1,2116 @@
+1
+00:00:21,680 --> 00:00:24,420
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:24,420 --> 00:00:28,160
+وبركاته احنا اليوم ان شاء الله هنكمل موضوعنا في ال
+
+3
+00:00:28,160 --> 00:00:32,380
+vector analysis احنا وصلنا لمحاضرة الماضية لما
+
+4
+00:00:32,380 --> 00:00:35,800
+شوفنا ال curl وشوفنا Stokes theorem ال Stokes
+
+5
+00:00:35,800 --> 00:00:38,840
+theorem قالت ان ال clause integral over L او ال
+
+6
+00:00:38,840 --> 00:00:41,940
+circulation بساوى ال surface integral ل ال curl في
+
+7
+00:00:41,940 --> 00:00:45,860
+DSوقفنا عند الأمثلة وقلنا ان شاء الله بنشوف بعض
+
+8
+00:00:45,860 --> 00:00:48,580
+الأمثلة فاليوم طلب مننا مثلا determine the curl of
+
+9
+00:00:48,580 --> 00:00:51,660
+vector field اللي احنا طبعا بيقولنا ال curl لازم
+
+10
+00:00:51,660 --> 00:00:54,760
+يكون مع ال vector وقدرش اعمل curl ل scalar مالهوش
+
+11
+00:00:54,760 --> 00:00:59,000
+معنى احنا نبقى vector field بيه P وQ وT ويجيبهم ال
+
+12
+00:00:59,000 --> 00:01:02,440
+curl بيه ما احنا شوفناه قبل هيك هذا المثال هذا في
+
+13
+00:01:02,440 --> 00:01:06,080
+ال Cartesian ال Q في ال cylindrical وC في ال
+
+14
+00:01:06,080 --> 00:01:11,710
+spherical طب احنا خلينا نشوف الحال تبعنانبدأ بيه
+
+15
+00:01:11,710 --> 00:01:14,310
+اللي هو ال Cartesian coordinate لإن المثال أولا هو
+
+16
+00:01:14,310 --> 00:01:17,190
+Cartesian احنا قلنا ال kill هو عبارة عن
+
+17
+00:01:17,190 --> 00:01:20,210
+determinant هو حط جواب على طول هذا جانب ال
+
+18
+00:01:20,210 --> 00:01:24,030
+determinant احنا
+
+19
+00:01:24,030 --> 00:01:31,690
+عندنا ال determinant بتقول X hat Y hat Z hat D
+
+20
+00:01:31,690 --> 00:01:37,760
+body X D body Yأحنا شفناهم بهذا الشكل نفس الشيء
+
+21
+00:01:37,760 --> 00:01:43,780
+للـ spherical و الـcylindrical بعدين عنده هي PX PY
+
+22
+00:01:43,780 --> 00:01:50,340
+PZ هذا دوامين تغيروا كده احنا قبل ان ندetermine
+
+23
+00:01:50,340 --> 00:01:54,860
+ايش بنسويه بناخد الصفر الأول و العمود الأول اللي
+
+24
+00:01:54,860 --> 00:02:00,000
+بنتمسله هو يتوفرنا ال X هتكون هنا فانترو الطرف
+
+25
+00:02:03,030 --> 00:02:09,610
+بعدين ماقصها على كل واحد دي بي زت باي بي واي
+
+26
+00:02:09,610 --> 00:02:18,530
+مايناس دي بي واي باي بي زت مايناس واي هات مايناس
+
+27
+00:02:32,350 --> 00:02:45,810
+أن تفتحه باسم cap هيعطينا dPy-dPx-dPy-dPy-dPy-dPy
+
+28
+00:02:45,810 --> 00:02:46,510
+-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy
+
+29
+00:02:46,510 --> 00:02:49,850
+-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy
+
+30
+00:02:49,850 --> 00:02:49,850
+-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy
+
+31
+00:02:49,850 --> 00:02:56,430
+-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy-dPy
+
+32
+00:02:56,430 --> 00:03:00,610
+-dPyباعتمد على ثلاث coordinates باعتمد على x و y و
+
+33
+00:03:00,610 --> 00:03:03,850
+z يعني هو variable as a function of x and y and z
+
+34
+00:03:03,850 --> 00:03:08,790
+مابتش مفاضة بيه بيه z هذا ال x component ال z
+
+35
+00:03:08,790 --> 00:03:15,350
+component فقط function في x و z يعني بيه x هلاقيها
+
+36
+00:03:15,350 --> 00:03:23,390
+function of x و y و z بيه z function of x و z و
+
+37
+00:03:23,390 --> 00:03:33,310
+بيه y بتساوزيهطبعا انا دى py by dz هدحقه مش هى ال
+
+38
+00:03:33,310 --> 00:03:40,910
+one component ثالثة وين؟ بس فى الحلها نموج يعنى
+
+39
+00:03:40,910 --> 00:03:48,970
+عكس بس هو عكس الترتيب عكس d by x y by z minus d by
+
+40
+00:03:48,970 --> 00:03:54,690
+z by dx بحكي عن الحل بتاعي بس بحكي عنه slide يعنى
+
+41
+00:03:54,690 --> 00:04:00,270
+الحل على slideطيب بس معاكوسة لما هي نفس الاشي طبعا
+
+42
+00:04:00,270 --> 00:04:04,030
+الاشي احنا بدنا نزوّق ال BY وE من كل الجهات بيبقى
+
+43
+00:04:04,030 --> 00:04:07,170
+BY بيبقى DX بيبقى لنا اللي هي ال components
+
+44
+00:04:07,170 --> 00:04:10,930
+الباقية احنا قمنا ال DBZ بس ترمز على X و Z يعني هو
+
+45
+00:04:10,930 --> 00:04:13,870
+في عندي DBZ by DY بيساوي سكر زي ما هاي بعضه سكر
+
+46
+00:04:13,870 --> 00:04:21,670
+بينما DBX by DZ في عندي أكملية على ال Z فهتكون X
+
+47
+00:04:21,670 --> 00:04:30,170
+ترمزية في YDPZ by DX هي اعتمادية Z ويظل عندى minus
+
+48
+00:04:30,170 --> 00:04:36,150
+DX by DX by DY هي اتنين X تربية Z ويظهر نتيجة DX
+
+49
+00:04:36,150 --> 00:04:43,630
+تربية Y minus Z Y hat minus X تربية Z Z hat تمام؟
+
+50
+00:04:43,630 --> 00:04:51,510
+في اي سؤال لحد هناك؟ نفس العملية بنكررها في ال
+
+51
+00:04:51,510 --> 00:04:57,330
+cylindrical و ال spherical كواردناتبجيب نوع ال
+
+52
+00:04:57,330 --> 00:04:57,610
+curve
+
+53
+00:05:07,920 --> 00:05:10,780
+مش هعملها من كلهم يعني لإن بس عمل المثال الأولاني
+
+54
+00:05:10,780 --> 00:05:15,180
+ال B و ال T نفس الحاجة بتشيبوا ال kern تبع ال Q
+
+55
+00:05:15,180 --> 00:05:17,000
+اللي هو ال cylindrical coordinate اللي عرفناه
+
+56
+00:05:17,000 --> 00:05:20,500
+المحاضرة الماضية نفس القضية لكرن ال T اللي هو سفر
+
+57
+00:05:20,500 --> 00:05:23,580
+السيندركال كواردين نيجي لالمثال اللي أقنعه المثال
+
+58
+00:05:23,580 --> 00:05:28,320
+اللي أقنعه بتقولي F A بتسوي رو كسين الفي رو هات
+
+59
+00:05:28,320 --> 00:05:33,720
+ذات سين الفي في هات يعني مالها موجودة وين في ال
+
+60
+00:05:33,720 --> 00:05:37,190
+cylindrical coordinateهذا الـ function أو ال field
+
+61
+00:05:37,190 --> 00:05:41,190
+ال vector field A معرف بالـ cylindrical coordinate
+
+62
+00:05:41,190 --> 00:05:45,310
+بالدلالة row of I evaluate ال circulation قلنا هذا
+
+63
+00:05:45,310 --> 00:05:47,990
+ال clause integral ال line integral برضه اسمه
+
+64
+00:05:47,990 --> 00:05:51,590
+circulation ال clause line integral ل a dot dl
+
+65
+00:05:51,590 --> 00:05:55,270
+around the bastion in the figure يعني بده قيمة ال
+
+66
+00:05:55,270 --> 00:05:58,930
+circulation في هذا الفيجربعدين confirm using
+
+67
+00:05:58,930 --> 00:06:00,730
+Stokes theorem يعني أول مرة بدي أعمل ال
+
+68
+00:06:00,730 --> 00:06:04,370
+circulation أخد ال line integral و بعدين أتحقق منه
+
+69
+00:06:04,370 --> 00:06:07,190
+باستخدام اللي هو Stokes theorem بتقوللي ال
+
+70
+00:06:07,190 --> 00:06:09,970
+circulation اللي هو ال clause line integral ل a
+
+71
+00:06:09,970 --> 00:06:13,550
+dot dl بساوي ال surface integral ل k l a dot ds
+
+72
+00:06:13,550 --> 00:06:16,350
+نفس الحاجة هنعمل خطوة خطوة زي ما عملنا في ال
+
+73
+00:06:16,350 --> 00:06:20,680
+divergence theoremDivision of closed surface
+
+74
+00:06:20,680 --> 00:06:25,160
+integral A dot DS بتساوي ال volume integral ل
+
+75
+00:06:25,160 --> 00:06:26,720
+divergent A
+
+76
+00:06:29,730 --> 00:06:33,230
+نشيل ال line integral a dot dl معناه انش بس لو بده
+
+77
+00:06:33,230 --> 00:06:36,630
+اعمل ال bus كله حوالين كل bus واحد واحد يعني هاخد
+
+78
+00:06:36,630 --> 00:06:41,370
+ال bus من a ل b زاد ال bus من b ل c زاد ال bus من
+
+79
+00:06:41,370 --> 00:06:46,090
+c ل d زاد ال bus من d ل a ل a فهيك بيكون انا عملت
+
+80
+00:06:46,090 --> 00:06:49,330
+ال circulation كله اذا بده اكمل اول هذا ال bus و
+
+81
+00:06:49,330 --> 00:06:51,510
+بعدين هذا ال bus و بعدين هذا ال bus و بعدين هذا ال
+
+82
+00:06:51,510 --> 00:06:55,790
+bus بخلص ال circulation نبدأ بال bus الأول هو من a
+
+83
+00:06:55,790 --> 00:07:01,230
+ل bمن A ل B ايش هنا ال line DL هنا DL احنا كل مرة
+
+84
+00:07:01,230 --> 00:07:06,710
+نعرف ال DL ايش ال DL هنا معايا ايش ال DL في هذا ال
+
+85
+00:07:06,710 --> 00:07:11,650
+bus DL ايش
+
+86
+00:07:11,650 --> 00:07:18,810
+DL ايش بتساوي في هذا ال bus دي فا قرأت اه هدا قرأت
+
+87
+00:07:18,810 --> 00:07:23,070
+دي فا ايه قرأت دي فا لإن هذا ماله ال course الصغير
+
+88
+00:07:23,070 --> 00:07:28,500
+لقبل D5فبتكون رو دي فاي اذا دي L هنا هي رو دي فاي
+
+89
+00:07:28,500 --> 00:07:34,120
+واتجاهها وين احنا فاي هات اتجاهها بهالي هذا minus
+
+90
+00:07:34,120 --> 00:07:38,480
+فاي هات او اذا اخدت انه فاي هات ودراعي ايه يعني
+
+91
+00:07:38,480 --> 00:07:40,640
+حالة من الحزين يابا الدراعي ان اقول minus فاي هات
+
+92
+00:07:40,640 --> 00:07:43,480
+او دراعي اتجاهي يعني اذا قعدت من A لB خلاص باخدت
+
+93
+00:07:43,480 --> 00:07:49,240
+فاي هات فإذا ماعندي دي L دي عبارة عن رو دي رو دي
+
+94
+00:07:49,240 --> 00:07:49,680
+فاي
+
+95
+00:07:52,350 --> 00:07:55,950
+وعندي اللي هو ال vector a ال vector a في اللي في
+
+96
+00:07:55,950 --> 00:07:59,530
+الجهة الفيهات هي اللي في الجهة الفيهات اللي هي
+
+97
+00:07:59,530 --> 00:08:02,670
+sign الفيهات فإذا أنا طبت ال product فهي sign
+
+98
+00:08:02,670 --> 00:08:06,030
+الفيهات إذا أنا طبت ال product فهي sign الفيهات
+
+99
+00:08:06,030 --> 00:08:10,070
+إذا أنا طبت ال product فهي sign الفيهات إذا أنا
+
+100
+00:08:10,070 --> 00:08:12,330
+طبت ال product فهي sign الفيهات إذا أنا طبت ال
+
+101
+00:08:12,330 --> 00:08:15,270
+product فهي sign الفيهات إذا أنا طبت ال product
+
+102
+00:08:15,270 --> 00:08:15,530
+فهي sign الفيهات إذا أنا طبت ال product فهي sign
+
+103
+00:08:15,530 --> 00:08:15,670
+الفيهات إذا أنا طبت ال product فهي sign الفيهات
+
+104
+00:08:15,670 --> 00:08:15,670
+إذا أنا طبت ال product فهي sign الفيهات إذا أنا
+
+105
+00:08:15,670 --> 00:08:15,670
+طبت ال product فهي sign الفيهات إذا أنا طبت ال
+
+106
+00:08:15,670 --> 00:08:17,380
+product فهي sign الفيهات إذا أنا طA مُحطوة على
+
+107
+00:08:17,380 --> 00:08:22,120
+الرسمة قيمة هذا الـ circle قيمة روه ثابتة على 2
+
+108
+00:08:22,120 --> 00:08:26,600
+فهوض عن روه ب2 إذا هذه هتكون 2 بضبط عند التكامل
+
+109
+00:08:26,600 --> 00:08:31,660
+على sign فاي دي فاي من أين؟ من A ل B A عند أي
+
+110
+00:08:31,660 --> 00:08:36,500
+زاوية؟ A عند الزاوية اللي هي الستين و B عند
+
+111
+00:08:36,500 --> 00:08:41,440
+الزاوية اللي هي التلاتين فهكامل
+
+112
+00:08:41,440 --> 00:08:46,790
+من ستين لتلاتين فإذا نعيد البعث الأولانيهو الـ
+
+113
+00:08:46,790 --> 00:08:54,990
+integral طبعا ال raw اللي قلنا اتنين التكامل
+
+114
+00:08:54,990 --> 00:09:05,430
+من ستين لتلتين لقولنا sine of five D five إسرائيل
+
+115
+00:09:05,430 --> 00:09:14,410
+ال side اشتغلوها minus cosine من ستين لتلتينالسنة
+
+116
+00:09:14,410 --> 00:09:20,290
+و اتنين minus cosine التلاتين زائد cosine الستين
+
+117
+00:09:20,290 --> 00:09:27,510
+هذه اللي هي نص وهي جزء التلاتة على اتنين صح؟ جبت
+
+118
+00:09:27,510 --> 00:09:31,090
+من التلاتين لو احنا جبناها هون بال calculator
+
+119
+00:09:31,090 --> 00:09:37,430
+هيعطيني الجواب اللي هو قدامنا minus جزء التلاتة
+
+120
+00:09:37,430 --> 00:09:40,410
+زائد واحد minus جزء التلاتة زائد واحد
+
+121
+00:09:48,300 --> 00:09:52,380
+عشان هاد بالنسبالي بحث الأولاني البحث التانى اللى
+
+122
+00:09:52,380 --> 00:10:00,360
+هو من B ل C من B ل C مين اللى بيقول HDL هنا HDL
+
+123
+00:10:00,360 --> 00:10:04,560
+هم مين اللى بيغير مين اللى بروح من ال 2 ل 5 دي رو
+
+124
+00:10:04,560 --> 00:10:09,560
+برافو عليكم و اتجاهة روهاد دي رو روهاد فى عندكم
+
+125
+00:10:09,560 --> 00:10:12,560
+وانت اتجاه الرو فى عندكم وانت اتجاه الرو اذا ال A
+
+126
+00:10:12,560 --> 00:10:19,070
+dot DL هتعطينارو كوسايم الفاي دي رو رو كوسايم
+
+127
+00:10:19,070 --> 00:10:36,670
+الفاي دي رو رو
+
+128
+00:10:36,670 --> 00:10:38,150
+كوسايم الفاي دي رو رو كوسايم الفاي دي رو رو كوسايم
+
+129
+00:10:38,150 --> 00:10:41,190
+الفاي دي رو رو كوسايم الفاي دي رو رو كوسايم الفاي
+
+130
+00:10:41,190 --> 00:10:42,050
+دي رو رو كوسايم الفاي دي رو رو كوسايم الفاي دي رو
+
+131
+00:10:42,050 --> 00:10:42,050
+رو كوسايم الفاي دي رو رو كوسايم الفاي دي رو رو
+
+132
+00:10:42,050 --> 00:10:42,050
+كوسايم الفاي دي رو رو كوسايم الفاي دي رو رو كوسايم
+
+133
+00:10:42,050 --> 00:10:42,050
+الفاي دي رو رو كوسايم الفاي دي رو رو كوسايم الفاي
+
+134
+00:10:42,050 --> 00:10:49,830
+دي رو رو كوسايم الفاي دي رو رو كوأخر حاجة رو
+
+135
+00:10:49,830 --> 00:10:59,690
+دي فايف رو دي فايف رو دي فايف رو دي فايف رو دي
+
+136
+00:10:59,690 --> 00:11:03,870
+فايف رو دي فايف رو دي فايف رو دي فايف رو دي فايف
+
+137
+00:11:03,870 --> 00:11:04,550
+رو دي فايف رو دي فايف رو دي فايف رو دي فايف رو دي
+
+138
+00:11:04,550 --> 00:11:07,060
+فايف رو دي فايف رو دي فايف رو دي فايف رو دي فايفو
+
+139
+00:11:07,060 --> 00:11:11,500
+هتتغير من 5 ل 2 هيكون نفس الـ integral هذا بس
+
+140
+00:11:11,500 --> 00:11:15,900
+هيكون التغير ل DL من 5 ل 2 و بطلع معايا ال
+
+141
+00:11:15,900 --> 00:11:20,640
+circulation زي ما احنا شايفين على الصورة انه ال
+
+142
+00:11:20,640 --> 00:11:23,560
+circulation ل A ل DL او ال circulation ل ال vector
+
+143
+00:11:23,560 --> 00:11:26,660
+field A هت احنا بسميه ال circulation ل vector
+
+144
+00:11:26,660 --> 00:11:34,120
+field A بساوي 4.941 تمام؟ اذا هيك هيه معنى ال
+
+145
+00:11:34,120 --> 00:11:38,060
+circulation اللي بتعمل على كل lineبجمع الـ lines
+
+146
+00:11:38,060 --> 00:11:43,440
+كلهم بطلالي الناتج الواحدة طب هو بده يعني نحقق من
+
+147
+00:11:43,440 --> 00:11:45,540
+هذا الحكي ال Stokes theorem يعني أنا ببدأ أجيب
+
+148
+00:11:45,540 --> 00:11:50,580
+برضه ال curl A و أجيب ال DS و كامل على ال surface
+
+149
+00:11:50,580 --> 00:11:53,960
+integral و نعمل ال S اللي هو اللي محيطه ال line هي
+
+150
+00:11:53,960 --> 00:11:57,600
+ال surface هاي
+
+151
+00:11:57,600 --> 00:12:01,240
+ال surface هتا ال surface اللي محيطه هاي جزء يعني
+
+152
+00:12:01,240 --> 00:12:04,660
+زي كأنها قطعة أرضال surface تبع الأرض هو هاي
+
+153
+00:12:04,660 --> 00:12:07,440
+الطاولة أنا قبل هيك حكيتلكم هاي الطاولة هذا هو ال
+
+154
+00:12:07,440 --> 00:12:10,540
+surface اللي هو سطح الطاولة وال line اللي هو
+
+155
+00:12:10,540 --> 00:12:15,080
+الحدود بتاعة الطاولة إنت احنا عملنا الحدود كملنا
+
+156
+00:12:15,080 --> 00:12:17,940
+على ال line إنت بنكامل على ال surface معناها
+
+157
+00:12:17,940 --> 00:12:21,950
+بتجيبني ال norm تبع ال surface لازمني الإنهاتلازم
+
+158
+00:12:21,950 --> 00:12:26,270
+نيد ال unit vector العمودي على ال surface و في
+
+159
+00:12:26,270 --> 00:12:31,410
+هالحالة انها تني لإنها بيكون XYZZ هيكون ال norm
+
+160
+00:12:31,410 --> 00:12:36,110
+على ال surface هو Z hat اذا ان احنا عرفنا DS هتكون
+
+161
+00:12:36,110 --> 00:12:40,450
+DS اتجاهها لإنها طب مين هي ال DS لو انا اخدت هذا
+
+162
+00:12:40,450 --> 00:12:47,350
+القطاع هذا القطاع ايش هذا قيمته هتقول ان انا حكيت
+
+163
+00:12:47,350 --> 00:12:47,930
+ايش قيمته
+
+164
+00:12:51,200 --> 00:12:57,540
+دى رو دى
+
+165
+00:12:57,540 --> 00:13:00,900
+رو دى فاي
+
+166
+00:13:18,030 --> 00:13:21,150
+نرجع احنا عندنا ال vector لازمنا اجيب اول حاجة
+
+167
+00:13:21,150 --> 00:13:28,330
+كيرم ال a كيرم ال a قولنا بس أخد يا اللي هو
+
+168
+00:13:28,330 --> 00:13:31,930
+determinant يا بكون حفظاهم ال x hat ده تكون dz by
+
+169
+00:13:31,930 --> 00:13:37,650
+dy minus dy by dz minus dy يعني اللي واحد ممكن
+
+170
+00:13:37,650 --> 00:13:39,870
+يتخيلها determinant يا بقى حفظاهم يا بحط ال
+
+171
+00:13:39,870 --> 00:13:43,270
+determinant و بجيب الكيرم ال product ديش انسى انه
+
+172
+00:13:43,270 --> 00:13:45,690
+بس عندي raw component و phi component يعني لو انا
+
+173
+00:13:45,690 --> 00:13:50,420
+أخدت ال determinantأو x hat, y hat, z hat, and d
+
+174
+00:13:50,420 --> 00:13:57,620
+by dx لأن كلمه هو اللي قبل, d by dy, d by dz, and
+
+175
+00:13:57,620 --> 00:14:04,340
+دي قلنا رو كمبارز، أظن
+
+176
+00:14:04,340 --> 00:14:08,080
+في كان عندنا واحد على رو بره، واحد على رو و في رو
+
+177
+00:14:08,080 --> 00:14:10,200
+إيه، إيه رو صح؟
+
+178
+00:14:12,120 --> 00:14:15,440
+أسهل ال dx أنا بحاصها أكتر بس ال raw يعني ده
+
+179
+00:14:15,440 --> 00:14:21,700
+أرجعها شوية بس واحد على ال raw وده بال raw ال raw
+
+180
+00:14:21,700 --> 00:14:26,120
+مضروبة في ال five halves هاي ال raw halves وهي ال
+
+181
+00:14:26,120 --> 00:14:29,500
+raw five halves وهي إيه اس ال halves هاي كلنا يجب
+
+182
+00:14:29,500 --> 00:14:34,180
+أننا dy ب raw dy ب five dy ب z لإنها احنا في
+
+183
+00:14:34,180 --> 00:14:40,020
+cylindrical coordinate فعندي a raw رو a five وز من
+
+184
+00:14:40,020 --> 00:14:49,650
+هناطبعا تقفل على ال .. التنميسات برضه
+
+185
+00:14:49,650 --> 00:14:52,310
+سهل الواحد يتذكرها يعني لما انا تخسنكم كنت دول ا
+
+186
+00:14:52,310 --> 00:14:55,470
+.. يعني اخلص اعملهم .. حتى لو نقوم ب book مثلا
+
+187
+00:14:55,470 --> 00:14:57,830
+احنا مش هيقوم نقوم ب book بقول .. بس هيقوم مع بعض
+
+188
+00:14:57,830 --> 00:15:02,490
+ال .. ال formulas بتاخد وقت تفتح و تدور على ال
+
+189
+00:15:02,490 --> 00:15:07,350
+formulas واحد على room دي room انا قبلها دي قيمة
+
+190
+00:15:07,350 --> 00:15:07,950
+ال a
+
+191
+00:15:12,770 --> 00:15:17,550
+Row component هي تداري تسار وزير وRow component هي
+
+192
+00:15:17,550 --> 00:15:18,210
+تداري تسار وزير وRow component هي تداري تسار وزير
+
+193
+00:15:18,210 --> 00:15:18,550
+وRow component هي تداري تسار وزير وRow component
+
+194
+00:15:18,550 --> 00:15:20,290
+هي تداري تسار وزير وRow component هي تداري تسار
+
+195
+00:15:20,290 --> 00:15:23,350
+وزير وRow component هي تداري تسار وزير وRow
+
+196
+00:15:23,350 --> 00:15:28,970
+component هي تداري تسار وزير وRow
+
+197
+00:15:28,970 --> 00:15:30,330
+component هي تداري تسار وزير وRow component هي
+
+198
+00:15:30,330 --> 00:15:30,330
+تداري تسار وزير وRow component هي تداري تسار وزير
+
+199
+00:15:30,330 --> 00:15:30,670
+وRow component هي تداري تسار وزير وRow component
+
+200
+00:15:30,670 --> 00:15:34,150
+هي تداري تسار
+
+201
+00:15:34,150 --> 00:15:36,830
+وزير وRow component هي تداري تسار وزير وRow
+
+202
+00:15:36,830 --> 00:15:38,710
+component هي تداري تسار وRow
+
+203
+00:15:46,750 --> 00:15:50,590
+هيكون عندى ال raw hat component هسكر نفس الاشياء
+
+204
+00:15:50,590 --> 00:15:55,630
+هدا هتكون zero هيكون عندى raw sin ف دي زد مش ده
+
+205
+00:15:55,630 --> 00:15:58,350
+يعني اقعد اكتبهم من هنا واضح ان مافيش عند اي z
+
+206
+00:15:58,350 --> 00:16:01,890
+dependence عندى raw sin ف مافيش اي ادمة ازد هتكون
+
+207
+00:16:01,890 --> 00:16:05,550
+zero كل هاي ال components هنا zero دي ف zero minus
+
+208
+00:16:05,550 --> 00:16:11,570
+d raw sin ف by دي زد zero minus raw fi hatوهو ال
+
+209
+00:16:11,570 --> 00:16:15,110
+term التاني هيكون التفاض بالنسبة ل row 0 و نفس
+
+210
+00:16:15,110 --> 00:16:21,470
+الحاجة row cos ف D z هيكمل بسوا 0 اخر term اللي هو
+
+211
+00:16:21,470 --> 00:16:27,850
+z hat هسكره هيكون عندى زائد z hat هيكون عندى row
+
+212
+00:16:27,850 --> 00:16:31,550
+cos ف D ف ال row بتطلع لفره و ال cos تفضلها
+
+213
+00:16:31,550 --> 00:16:33,830
+بالنسبة لفيه هيكون minus sin ف
+
+214
+00:16:37,780 --> 00:16:42,400
+بهاي بهاي مع نصهاي بهاي هتطلع ال sign الفاية D rho
+
+215
+00:16:42,400 --> 00:16:50,320
+by D rho هتكون واحدة اذا
+
+216
+00:16:50,320 --> 00:16:55,000
+أنا انت هتذاكر ال O ستلاقيتها اذا
+
+217
+00:16:55,000 --> 00:16:59,180
+هذا ال tip هتمنى انه بس عند ال Z component بيبقى
+
+218
+00:16:59,180 --> 00:17:04,740
+ففاضل هيك هيقولنا انه هتعطينا انا عكست عكست
+
+219
+00:17:04,740 --> 00:17:10,980
+الاتجاهالهدف هي رو دي ساين في دي ست دي ساين في دي
+
+220
+00:17:10,980 --> 00:17:16,880
+فاي اللي هي كسان فاي مش عارفة بس اه بس بدك اعكس
+
+221
+00:17:16,880 --> 00:17:20,380
+الاتجاه مش ممكن تبين عاملا هدا في هدا عشان انا
+
+222
+00:17:20,380 --> 00:17:23,560
+احكي مش هدا في هدا و أسهلها في هدا فتفاضل مع هدا
+
+223
+00:17:23,560 --> 00:17:27,400
+هيكبطي نص ساين في فاي نحو plus minus اعكس الاتجاه
+
+224
+00:17:33,810 --> 00:17:37,190
+فاكرنا هدولة هي في هي ماينوس هي في هي في هي هتكون
+
+225
+00:17:37,190 --> 00:17:41,850
+تفضلها اللي هي sign of I وهي ما هي هتعطيني ال
+
+226
+00:17:41,850 --> 00:17:46,150
+minus ال rock طلعت جره ويه ال cosine تصير minus ال
+
+227
+00:17:46,150 --> 00:17:52,930
+I اذا انتهم اللي ده لعندي واحد على long فيه لو
+
+228
+00:17:52,930 --> 00:17:57,630
+دخلت ال minus ده جوا sign of I ساقت
+
+229
+00:18:19,930 --> 00:18:22,330
+هذه هي فكرة ان اخذ الـ Kern
+
+230
+00:18:27,760 --> 00:18:30,620
+طبعا إذا عندي يبقى واحد على رو في واحد زائد رو
+
+231
+00:18:30,620 --> 00:18:35,880
+ثانية في و احنا كمان اتفقنا ان دي اس ايش قيمتها رو
+
+232
+00:18:35,880 --> 00:18:43,620
+دي في دي رو فعمل dot product ل A dot DS هيعطيني
+
+233
+00:18:43,620 --> 00:18:46,460
+اللي هو طبعا لإن هزد component هزد component
+
+234
+00:18:46,460 --> 00:18:50,740
+هعطيني هذا المقدر مضروف في رو دي في دي رو عندي
+
+235
+00:18:50,740 --> 00:18:55,900
+التكامل على رو dot product تبعهم هقسم منيها شوية
+
+236
+00:18:56,680 --> 00:19:01,620
+على ال surface في double integral واحد على رو في
+
+237
+00:19:01,620 --> 00:19:09,940
+واحد زائد رو sign ال five في رو دي رو دي five ال
+
+238
+00:19:09,940 --> 00:19:14,380
+رو بتروح مع ال رو عند ال رو كانت من وم تتكمل لوين
+
+239
+00:19:14,380 --> 00:19:20,580
+القصد كان تبعي من اتنين لخمسة اتنين لخمسة فعند ال
+
+240
+00:19:20,580 --> 00:19:25,930
+رو بتعطيتروح من اتنين لخمسة والـ Phi من تلاتين
+
+241
+00:19:25,930 --> 00:19:36,990
+لستين من
+
+242
+00:19:36,990 --> 00:19:42,530
+حفاظة الـ Phi sin Phi D Phi تحفظ عطيني minus
+
+243
+00:19:42,530 --> 00:19:47,090
+cosine Phi من تلاتين لستين
+
+244
+00:19:55,240 --> 00:19:59,000
+مضروب في تكامل واحد زائد رو دي رو بتعرفوا النقطة
+
+245
+00:19:59,000 --> 00:20:02,640
+الجامعة تتكامل بكمل كل واحد على حد يعني بكمل أول
+
+246
+00:20:02,640 --> 00:20:07,800
+هو دي رو بعدين بكمله رو دي رو الواحد هي فتاني دي
+
+247
+00:20:07,800 --> 00:20:13,120
+رو تكاملها رو زائد رو دي رو اللي رو تربير على
+
+248
+00:20:13,120 --> 00:20:20,560
+اتنين وهدولة ال limits عامهم من اتنين لخمسين minus
+
+249
+00:20:20,560 --> 00:20:25,460
+وsin الستين كده يجب ان تكون ستين نصوهو نتجارب تقوم
+
+250
+00:20:25,460 --> 00:20:30,900
+بالتلاتين هو جزر التلاتة على الدنيا مطروف في خمسة
+
+251
+00:20:30,900 --> 00:20:37,560
+ماقص تانين حلاتة زائد نص في خمسة وعشرين ماقص أربعة
+
+252
+00:20:37,560 --> 00:20:40,860
+هذا
+
+253
+00:20:40,860 --> 00:20:43,540
+بس تجميعه بيعطينا الرقم اللي أمامنا اللي هو أربعة
+
+254
+00:20:43,540 --> 00:20:46,900
+point تسعة أربعة واحدة اللي هو بالتمان بساوي
+
+255
+00:20:46,900 --> 00:20:52,180
+الجواب اللي حصلنا عليه من ال circulationواضح؟ يعني
+
+256
+00:20:52,180 --> 00:20:55,300
+إذا أنا بس بحب ال integration أعمله مرة واحدة باخد
+
+257
+00:20:55,300 --> 00:20:57,940
+اللي هو ال care لل A dot DS أنا بس هعمل
+
+258
+00:20:57,940 --> 00:21:00,620
+integration مرة واحدة مفرقش معايا باخد ال
+
+259
+00:21:00,620 --> 00:21:03,460
+circulation و بدي أعمل أربع مرات integral على كل
+
+260
+00:21:03,460 --> 00:21:12,620
+line في أي استفسار لحد هنا؟ في أي استفسار؟
+
+261
+00:21:12,620 --> 00:21:16,640
+في أي استفسار؟ واضح للجميع؟
+
+262
+00:21:25,690 --> 00:21:29,290
+بدنا لل vector field A عندى vector field A اللى
+
+263
+00:21:29,290 --> 00:21:31,850
+قلناه ممكن يكون فى المستقبل يعنى هنسير هدولة كل
+
+264
+00:21:31,850 --> 00:21:36,390
+الأشياء اللى بتعلمها بس نحط بدلهم E أو H يعني
+
+265
+00:21:36,390 --> 00:21:38,790
+المفروض ان نكون اتعلمنا كتير هاي ال integration
+
+266
+00:21:38,790 --> 00:21:41,790
+لإنه مش هنرجع نقيد التكاملات او مفهومها او اش
+
+267
+00:21:41,790 --> 00:21:44,990
+بتاعى هنطبقها على طول عم الذاكرين أخدنا stocks
+
+268
+00:21:44,990 --> 00:21:47,750
+theorem أخدنا ال divergence theorem أخدنا ال curl
+
+269
+00:21:47,750 --> 00:21:51,150
+أخدنا ال divergence فاحنا هنقول انه لو أنا عندى
+
+270
+00:21:51,150 --> 00:21:55,150
+vector field Aأحنا قبل هيك حكينا انه divergence
+
+271
+00:21:55,150 --> 00:21:58,790
+الكيرل بساوة zero احنا بقول لو فرجيني explicit ان
+
+272
+00:21:58,790 --> 00:22:02,270
+هذا الحكي صحيح that is the divergence of the curl
+
+273
+00:22:02,270 --> 00:22:06,790
+of any vector field is zero وكمان فرجينا انه curl
+
+274
+00:22:06,790 --> 00:22:09,190
+ل grade ال V بساوة zero هدول احنا حكيناهم في ال
+
+275
+00:22:09,190 --> 00:22:14,070
+identity بتاعة ال curl curl ال gradient بساوة zero
+
+276
+00:22:14,070 --> 00:22:17,710
+ل ال scalar field و ال divergence ل ال vector
+
+277
+00:22:17,710 --> 00:22:22,120
+field بساوة zeroبقول لأ سبتي ليه x plus d يعني بدي
+
+278
+00:22:22,120 --> 00:22:25,220
+تعمليه خطوة خطوة يعني بدي أجيب أول curl لل a أقول
+
+279
+00:22:25,220 --> 00:22:29,820
+أن a هي مثلا ax, ay يا z أجيب ال curl تبعها و بعد
+
+280
+00:22:29,820 --> 00:22:33,120
+ما أجيب ال curl تبعها أجيب ال divergence تبعها
+
+281
+00:22:33,120 --> 00:22:38,600
+واضح؟ والتانية اللي بدي curl agreed ال V بيسوا
+
+282
+00:22:38,600 --> 00:22:41,160
+zero يعني أجيب أول ال gradient لل V اللي هو in a
+
+283
+00:22:41,160 --> 00:22:43,560
+scalar field بقولنا ال gradient in a scalar field
+
+284
+00:22:43,560 --> 00:22:51,630
+يعني هيكون مثلا dv by dx x hat دي by دي yVy في Y
+
+285
+00:22:51,630 --> 00:22:57,690
+hat زائد D V by DZ في Z hat بعدين أخد اللي لها ال
+
+286
+00:22:57,690 --> 00:23:02,670
+kern نبدأ ب divergence kernel ال R عندنا ال R قلنا
+
+287
+00:23:02,670 --> 00:23:08,210
+نفترضها مثلا بدي أخد الكارتيجة انها Ax X hat زائد
+
+288
+00:23:08,210 --> 00:23:13,950
+Ay Y hat زائد Az Z hat اخد ال kernel تبعه kernel
+
+289
+00:23:13,950 --> 00:23:18,010
+ال A يعني انا بكون حافظه يعني بتقدر اتخيله و بحطه
+
+290
+00:23:18,010 --> 00:23:18,330
+determinant
+
+291
+00:23:21,700 --> 00:23:25,700
+نفس الحكي يعني أحيان بطلب منك أنك تحليها مش بال ..
+
+292
+00:23:25,700 --> 00:23:28,660
+تسبتيها بال .. بال Cartesian هنا مش الشرط تبقى
+
+293
+00:23:28,660 --> 00:23:32,200
+تبقى تبقى تبقى تسبتيها في ال .. ال spherical عشان
+
+294
+00:23:32,200 --> 00:23:34,700
+نفهم أنك تفهم كيف تعمل مع ال spherical coordinate
+
+295
+00:23:34,700 --> 00:23:37,840
+أو بال cylindrical coordinate لكن أنا مش مشارقة
+
+296
+00:23:37,840 --> 00:23:41,520
+حاسسة أخد أصفر واحدة اللي هي ال Cartesian يعني سهل
+
+297
+00:23:41,520 --> 00:23:47,020
+أنه سرجعها من الذاكرة d by dx, d by dy, d by dz
+
+298
+00:23:47,020 --> 00:23:55,610
+and dxay a z يعني هيكون ايش هيكون النتج x hat في d
+
+299
+00:23:55,610 --> 00:24:08,370
+ay y dx minus d ax by dy minus y hat d az by dx
+
+300
+00:24:08,370 --> 00:24:13,770
+minus d ax by dz plus z hat
+
+301
+00:24:34,180 --> 00:24:35,580
+DxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxyDxy
+
+302
+00:24:48,850 --> 00:24:53,650
+محنا اتفقنا ان كل الاشي zero مش نفس ال unit يعني x
+
+303
+00:24:53,650 --> 00:24:56,310
+hat dot x hat هتعطي نوع ات لكن x hat dot y hat
+
+304
+00:24:56,310 --> 00:25:01,210
+هيكون zero اذا هيتلقى معايا ال d by dx التفاضل x
+
+305
+00:25:01,210 --> 00:25:06,350
+component و ال d by dy يعني هان النتش هيكون dgx by
+
+306
+00:25:06,350 --> 00:25:13,690
+dx ذات dgy by dy ذات dgz by dz
+
+307
+00:25:24,220 --> 00:25:29,200
+الفاضل d by dx هيكون
+
+308
+00:25:29,200 --> 00:25:35,800
+في عندى ال second derivative لأ ال ay by dx هيكون
+
+309
+00:25:35,800 --> 00:25:46,140
+عندى minus d ax by dx dy الترم التانى هيكون في
+
+310
+00:25:46,140 --> 00:25:52,480
+عندى d اتنين az by dy dx minus
+
+311
+00:26:08,340 --> 00:26:11,600
+طبعاً طبعاً طبعاً طبعاً طبعاً طبعاً
+
+312
+00:26:41,220 --> 00:26:47,140
+الـ x هي
+
+313
+00:26:47,140 --> 00:26:55,490
+dAz by dx minus dAy by dzأنا عاملة shift ايه لكل
+
+314
+00:26:55,490 --> 00:27:05,910
+حاجة انا عاملة shift A X hat انا بمسكت الصف الأولى
+
+315
+00:27:05,910 --> 00:27:11,310
+لأ صح انا عاملة انا D سنة ل shift عمود واحد يعني
+
+316
+00:27:11,310 --> 00:27:20,110
+انا سكت هدولة dAZ by dy minus dAY by dz minus Y
+
+317
+00:27:20,110 --> 00:27:23,350
+hat عاملة shift عمود واحد انا dAZ
+
+318
+00:27:41,520 --> 00:27:46,560
+معقول يعني مش علينا عمل shift عموالـ x hat هو dAz
+
+319
+00:27:46,560 --> 00:27:51,580
+by dy minus dAy by dz minus y hat هو dAz by dx
+
+320
+00:27:51,580 --> 00:27:57,220
+minus dAx by dz وAz hat component هتكون dAy by dx
+
+321
+00:27:57,220 --> 00:28:03,840
+minus dAx by dy نجي التفاضل هلأ مش حاجبه مرة بصحى
+
+322
+00:28:03,840 --> 00:28:12,020
+في الحلقة بيجي x by dx انفاضل اللي هي ال x
+
+323
+00:28:12,020 --> 00:28:24,540
+component هتكونDGX by DXDY minus DAZ by
+
+324
+00:28:24,540 --> 00:28:31,440
+DXDY minus DAY by
+
+325
+00:28:31,440 --> 00:28:33,380
+DXDZ
+
+326
+00:28:39,430 --> 00:28:49,550
+by by by by by by by by
+
+327
+00:28:49,550 --> 00:28:51,690
+by by by by by by by by by by by by by by by by by
+
+328
+00:28:51,690 --> 00:28:54,750
+by by by by by by by
+
+329
+00:28:54,750 --> 00:28:56,470
+by by by by by by by by by by by by by by by by by
+
+330
+00:28:56,470 --> 00:28:56,470
+by by by by by by by by by by by by by by by by by
+
+331
+00:28:56,470 --> 00:28:56,710
+by by by by by by by by by by by by by by by by by
+
+332
+00:28:56,710 --> 00:28:56,930
+by by by by by by by by by by by by by by by by by
+
+333
+00:28:56,930 --> 00:28:56,930
+by by by by by by by by by by by by by by by by by
+
+334
+00:28:56,930 --> 00:28:56,930
+by by by by by by by by by by by by by by by by by
+
+335
+00:28:56,930 --> 00:28:56,930
+by by by by by by by by by by by by by by by by by
+
+336
+00:28:56,930 --> 00:28:56,930
+by by by by by by by by by by by by by by by by by
+
+337
+00:28:56,930 --> 00:28:56,970
+by by by by by by by by by by by by by by by by by
+
+338
+00:28:56,970 --> 00:28:58,130
+by by by by by by by by by by by by by by by by by
+
+339
+00:28:58,130 --> 00:28:58,130
+by by by by by by by by by by by by by by by by by
+
+340
+00:28:58,130 --> 00:29:03,590
+by by
+
+341
+00:29:03,590 --> 00:29:03,590
+by by by
+
+342
+00:29:11,960 --> 00:29:19,120
+بروحوا مع بعض، نفس الحاجة دي تلين از by dx dy احنا
+
+343
+00:29:19,120 --> 00:29:24,220
+دي تلين از by dy dx بروحوا مع بعض عند هذا ال term
+
+344
+00:29:24,220 --> 00:29:31,120
+اللي هو فيه دلتر بيه ay by dx dz هنظرها لتاعة مرة،
+
+345
+00:29:31,120 --> 00:29:35,880
+بروحوا مع بعض كمان عند ال term اللي هو اللي اتبقى
+
+346
+00:29:40,230 --> 00:29:45,570
+D2AX YDY DZ وظهر كرامرة هنا و الإشارات تلتة تروح
+
+347
+00:29:45,570 --> 00:29:50,430
+لـ 0 إذاً هيك احنا أثبتنا إن بالفعل diverse curl A
+
+348
+00:29:50,430 --> 00:29:59,130
+بيساوي 0 واضح؟ نفس الحاجة لcurl gradient V نعملها
+
+349
+00:29:59,130 --> 00:30:10,970
+مع بعض curl gradient V على إن V scalar Aدل ال V
+
+350
+00:30:10,970 --> 00:30:21,270
+هتسوى DVY DX X HAT زي ال DVY DY Y HAT زي ال DVY DZ
+
+351
+00:30:21,270 --> 00:30:25,730
+Z HAT هذا scalar كتير لكن متغير فانت ده على X Y Z
+
+352
+00:30:25,730 --> 00:30:29,150
+ناخد
+
+353
+00:30:29,150 --> 00:30:36,450
+الكام فعندي هذا vector ناخد الكام ده
+
+354
+00:30:36,450 --> 00:30:36,870
+ال gradient
+
+355
+00:30:47,670 --> 00:30:59,730
+هيكون كيرل F X hat Y hat Z hat دي Y دي X دي Y دي Y
+
+356
+00:30:59,730 --> 00:31:05,330
+دي Z دي
+
+357
+00:31:05,330 --> 00:31:07,130
+Y دي Y دي Z دي Y دي Y دي Z دي Y دي Y دي Z دي Y دي
+
+358
+00:31:07,130 --> 00:31:07,130
+Y دي Z دي Y دي Y دي Z دي Y دي Y دي Z دي Y دي Y دي
+
+359
+00:31:07,130 --> 00:31:07,370
+Z دي Y دي Y دي Z دي Y دي Y دي Z دي Y دي Y دي Z دي
+
+360
+00:31:07,370 --> 00:31:07,370
+Y دي Y دي Z دي Y دي Y دي Z دي Y دي Y دي Y دي Z دي
+
+361
+00:31:07,370 --> 00:31:07,370
+Y دي Y دي Y دي Z دي Y دي Y دي Y دي Z دي Y دي Y دي
+
+362
+00:31:07,370 --> 00:31:07,370
+Y دي Z دي Y دي Y دي Y دي Y دي Z دي Y دي Y دي Y دي
+
+363
+00:31:07,370 --> 00:31:15,510
+Y دي Y دي Y دي Y دي Y دdV by dy و dV by dz لو
+
+364
+00:31:15,510 --> 00:31:26,490
+أخدنا ال X hat حياتينا دي تلاني D by dy dz minus
+
+365
+00:31:26,490 --> 00:31:34,430
+ال X hat يعني minus D تلاني دي أو دلتا BAB by dy
+
+366
+00:31:34,430 --> 00:31:42,100
+dzهذا الـ term هو 0 واضح؟ انا اخدت الـ x component
+
+367
+00:31:42,100 --> 00:31:46,860
+هيعطيني second derivative ل v بالنسبة ل y و z
+
+368
+00:31:46,860 --> 00:31:51,420
+minus second derivative ل v بالنسبة ل dy و dz
+
+369
+00:31:51,420 --> 00:31:57,480
+مفرقش معايا لأي function لو اخدتله اول d by dx و
+
+370
+00:31:57,480 --> 00:32:01,180
+بعدين اخدتله v by dy هذه لازم يتساوي لو اخدت
+
+371
+00:32:01,180 --> 00:32:07,170
+التقاضة بالنسبة ل y و بعدين تضعف بالنسبة ل xواضح
+
+372
+00:32:07,170 --> 00:32:13,810
+ال component دي ال y hat y hat هيكون عند d تربيه
+
+373
+00:32:13,810 --> 00:32:25,550
+dy dx dz minus d تربيه dy dx dz عند z hat
+
+374
+00:32:25,550 --> 00:32:33,760
+component هيكون عند تلت تربيه dy dx dyمينوس دلتر
+
+375
+00:32:33,760 --> 00:32:36,640
+بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه
+
+376
+00:32:36,640 --> 00:32:42,700
+بيه بيه بيه بيه بيه بيه بيه بيه
+
+377
+00:33:05,870 --> 00:33:15,370
+ليه جمال موضوع تاني اللي هو Laplacian قبل
+
+378
+00:33:15,370 --> 00:33:18,630
+ما اعمل Laplacian بتعطيكم مثال من عندى من ال notes
+
+379
+00:33:18,630 --> 00:33:24,630
+فانا بروح ل Laplacian
+
+380
+00:33:24,630 --> 00:33:30,810
+انا
+
+381
+00:33:30,810 --> 00:33:41,010
+مثال لو انا عنديهو V vector بساوي K half دي هيكو
+
+382
+00:33:41,010 --> 00:33:48,910
+تجيبولي diverse ال V لو
+
+383
+00:33:48,910 --> 00:33:59,170
+كان عندي V تساوي X I half زي Y J half زي Z K half
+
+384
+00:33:59,170 --> 00:34:06,330
+بدي diverse ال VI hat و J hat و K hat هما X hat و
+
+385
+00:34:06,330 --> 00:34:10,150
+Y hat و Z hat تعرفوهم ولا ارجع X hat و Y hat و Z
+
+386
+00:34:10,150 --> 00:34:21,570
+hat X hat و Y hat ممكن اسميهم برضه اي جي كي تبقى
+
+387
+00:34:21,570 --> 00:34:29,750
+تعرف اي مين قد
+
+388
+00:34:29,750 --> 00:34:30,350
+ايش قيمته
+
+389
+00:34:45,060 --> 00:34:53,100
+ع السريع قولولي أول سؤال إيه جوابه؟ برافو
+
+390
+00:34:53,100 --> 00:34:56,500
+لإيش احنا اتفقنا ان ال diver معاه لازم يكون دي
+
+391
+00:34:56,500 --> 00:35:04,700
+source يا بيصله thinking يا energy يا بيطلع ال
+
+392
+00:35:04,700 --> 00:35:07,840
+field اللي قداني واضحش بقى اتجاهه في ال key heart
+
+393
+00:35:07,840 --> 00:35:11,120
+اذا غبتي أن هذا اتجاه هو ال key heart
+
+394
+00:35:14,660 --> 00:35:20,140
+هي Z hat و Z hat يعني مش قاعدين على K hat دول ال
+
+395
+00:35:20,140 --> 00:35:24,160
+main vectors و انا بعمل switch غالبة بينهم I hat و
+
+396
+00:35:24,160 --> 00:35:30,760
+J hat و K hat و نفسهم X hat و Y hat و Z hat نفسهم
+
+397
+00:35:30,760 --> 00:35:36,140
+اذا اتجاه ال field اتجاه Z hat اذا مافيش
+
+398
+00:35:36,140 --> 00:35:40,260
+divergence فيه بدون مغلب حالي و اعمل divergence
+
+399
+00:35:40,260 --> 00:35:46,190
+الجواب بيكون zeroطيب الفكتور هذا يكون واحد واحد
+
+400
+00:35:46,190 --> 00:35:56,230
+واحد واحد واحد واحد واحد واحد واحد واحد
+
+401
+00:35:56,230 --> 00:35:56,890
+واحد واحد واحد واحد واحد واحد واحد واحد واحد واحد
+
+402
+00:35:56,890 --> 00:35:57,230
+واحد واحد واحد واحد واحد واحد واحد واحد واحد واحد
+
+403
+00:35:57,230 --> 00:36:01,490
+واحد واحد واحد واحد واحد واحد واحد واحد واحد واحد
+
+404
+00:36:01,490 --> 00:36:03,750
+واحد واحد واحد واحد واحد واحد واحد واحد واحد واحد
+
+405
+00:36:03,750 --> 00:36:03,770
+واحد واحد واحد واحد واحد واحد واحد واحد واحد واحد
+
+406
+00:36:03,770 --> 00:36:03,770
+واحد واحد واحد واحد واحد واحد واحد واحد واحد واحد
+
+407
+00:36:03,770 --> 00:36:04,190
+واحد واحد واحد واحد واحد واحد واحد واحد واحد واحد
+
+408
+00:36:04,190 --> 00:36:04,210
+واحد واحد واحد واحد واحد واحد واحد واحد واحد واحد
+
+409
+00:36:04,210 --> 00:36:04,210
+واحد واحد واحد واحد واحد واحد واحد واحد واحد واحد
+
+410
+00:36:04,210 --> 00:36:04,210
+واحد واحد واحد واحد واحد واحد واحد
+
+411
+00:36:24,170 --> 00:36:25,570
+DYDYDYDXVXDBYDYDVZYDVZ
+
+412
+00:36:29,330 --> 00:36:35,290
+ثالث واحد وثالث ثالث
+
+413
+00:36:35,290 --> 00:36:39,270
+واحد وثالث واحد وثالث ثالث واحد وثالث ثالث واحد
+
+414
+00:36:39,270 --> 00:36:41,150
+وثالث واحد وثالث واحد وثالث واحد وثالث واحد وثالث
+
+415
+00:36:41,150 --> 00:36:41,150
+واحد وثالث واحد وثالث واحد وثالث واحد وثالث واحد
+
+416
+00:36:41,150 --> 00:36:41,190
+وثالث واحد وثالث واحد وثالث واحد وثالث واحد وثالث
+
+417
+00:36:41,190 --> 00:36:41,190
+واحد وثالث واحد وثالث واحد وثالث واحد وثالث واحد
+
+418
+00:36:41,190 --> 00:36:42,170
+وثالث واحد وثالث واحد وثالث واحد وثالث واحد وثالث
+
+419
+00:36:42,170 --> 00:36:42,170
+واحد وثالث واحد وثالث واحد وثالث واحد وثالث واحد
+
+420
+00:36:42,170 --> 00:36:43,090
+وثالث واحد وثالث واحد وثالث واحد وثالث واحد
+
+421
+00:36:58,550 --> 00:37:06,010
+تقدر أخبرك تمان أخر مثال هو لو كان عندي D بيساوي
+
+422
+00:37:06,010 --> 00:37:12,870
+minus Y X hat plus
+
+423
+00:37:12,870 --> 00:37:20,270
+X Y hat بدي ال curve تبعك احنا كذا مثال اليوم
+
+424
+00:37:20,270 --> 00:37:23,030
+أخدنا على ال curve بس مش رلط اننا نعمل اخر مرة
+
+425
+00:37:23,030 --> 00:37:32,970
+curve بيه قلنا إيش بيساويx hat y hat z hat فبقيت
+
+426
+00:37:32,970 --> 00:37:40,870
+نعملها كتير اذا حد يجي يطلع يطلع يالا مانعش مش هلأ
+
+427
+00:37:40,870 --> 00:37:43,690
+اخد اللي هو الكل لما احتملنا يالا انا اقولكم كذا
+
+428
+00:37:43,690 --> 00:37:48,810
+مرة الكل دي
+
+429
+00:37:48,810 --> 00:37:55,790
+by dx دي by dx دي by dx دي by dx دي by dx دي by dx
+
+430
+00:37:55,790 --> 00:37:55,790
+دي by dx دي by dx دي by dx دي by dx دي by x دي by
+
+431
+00:37:55,790 --> 00:37:56,090
+x دي by x دي by x دي by x دي by x دي by x دي by x
+
+432
+00:37:56,090 --> 00:37:56,090
+دي by x دي by x دي by x دي by x دي by x دي by x دي
+
+433
+00:37:56,090 --> 00:37:56,090
+by x دي by x دي by x دي by x دي by x دي by x دي by
+
+434
+00:37:56,090 --> 00:37:56,090
+x دي by x دي by x دي by x دي by x دي by x دي by x
+
+435
+00:37:56,090 --> 00:38:07,500
+دي by x دd by dx by dy dy dz عندي minus y و x و 0
+
+436
+00:38:07,500 --> 00:38:13,440
+ممتازة هناخد ال x hat component ليه هتقولي zero
+
+437
+00:38:13,440 --> 00:38:19,860
+minus zero لإنه dx by dz zero minus
+
+438
+00:38:19,860 --> 00:38:26,830
+y hat minus y hat بس المهم أنه نروح التجارب صح-Y
+
+439
+00:38:26,830 --> 00:38:37,650
+hat هيكون 0DX0-0 ذات Z hat يكون واحد ومايناس
+
+440
+00:38:37,650 --> 00:38:42,090
+ومايناس ويصير plus واحد هيكون اثنين Z hat إذا ال
+
+441
+00:38:42,090 --> 00:38:46,050
+curling تبعه بيسوي الصفر هي عند ال curling حوالين
+
+442
+00:38:46,050 --> 00:38:50,410
+ال Z axis بيعملوه باتجاه ال curling Z hat
+
+443
+00:39:02,620 --> 00:39:05,480
+أحنا هذا كله لحظة ال eta ناس كتير بيسموه ال first
+
+444
+00:39:05,480 --> 00:39:10,000
+derivative صح هو divergence و curl و gradient بس
+
+445
+00:39:10,000 --> 00:39:13,100
+ال first derivative لإن أنا بفضل بس مرة واحدة و d
+
+446
+00:39:13,100 --> 00:39:17,180
+by dx, d by dy, d by dz، في كل الأحوال أسوأ أخدت
+
+447
+00:39:17,180 --> 00:39:20,840
+ال gradient ولا ال divergence ولا ال curl اللي
+
+448
+00:39:20,840 --> 00:39:24,240
+هنشوفه هال eta اللي هو ال aplacian أو اللي هو
+
+449
+00:39:24,240 --> 00:39:24,840
+second derivative
+
+450
+00:39:46,010 --> 00:39:51,390
+أو second derivative اول واحد هنشوفه بال second
+
+451
+00:39:51,390 --> 00:39:55,070
+derivative اللي هو لابلاسيان لابلاسيان هو بساطة هو
+
+452
+00:39:55,070 --> 00:39:59,450
+دل ال divergence يعني انا باخد دل ال gradient اصلا
+
+453
+00:39:59,450 --> 00:40:02,070
+divergence دل ال gradient لما انا عاجز scalar
+
+454
+00:40:02,070 --> 00:40:05,670
+field وعندي ال gradient دي لو لما اخد هذا بكتر صار
+
+455
+00:40:05,670 --> 00:40:09,630
+بكتر حتى انا شوفت في المثال مصممة مصانعاتهذا ال
+
+456
+00:40:09,630 --> 00:40:13,150
+vector لما أخده ال divergence إيش بيصير؟ دل تربية
+
+457
+00:40:13,150 --> 00:40:22,130
+لإنه grade ال V دي
+
+458
+00:40:22,130 --> 00:40:27,950
+V بيكتب دي V بيكتب DX X hat دي Y بيكتب Y Y hat دي
+
+459
+00:40:27,950 --> 00:40:32,050
+V بيكتب Z Z hat لما أجي أعمله ال product مع اللي
+
+460
+00:40:32,050 --> 00:40:38,180
+هو الدل هيكون DX X hatبي دي V بي دي X هتصير second
+
+461
+00:40:38,180 --> 00:40:42,540
+derivative ل V بالنسبة ل X ال second term هيكون
+
+462
+00:40:42,540 --> 00:40:45,720
+second derivative بالنسبة ل Y و ال third term هو
+
+463
+00:40:45,720 --> 00:40:49,140
+second derivative بالنسبة ل Z عشان هيك احنا بنسمي
+
+464
+00:40:49,140 --> 00:40:53,300
+ال second derivative او ل plus يعني اذا دلتر بيه V
+
+465
+00:40:53,300 --> 00:40:57,200
+هو ل plus V الناس باختصار بيسموه ل plus ل V لما
+
+466
+00:40:57,200 --> 00:41:02,520
+تسمع كلمة ل plus V هو دلتر بيه Vلو لاحظنا اللي
+
+467
+00:41:02,520 --> 00:41:06,900
+بلاسن هو scalar لانه انا عملنا product between two
+
+468
+00:41:06,900 --> 00:41:09,620
+vectors و ال product between two vectors ده لانه
+
+469
+00:41:09,620 --> 00:41:17,660
+scalar فالنتج هو scalar a quantity
+
+470
+00:41:17,660 --> 00:41:24,760
+حلتها
+
+471
+00:41:24,760 --> 00:41:27,240
+في ال cylindrical coordinate احنا شفنا هذا الحكي
+
+472
+00:41:27,240 --> 00:41:31,210
+أثبتناه في اللي هو ال Cartesian coordinateالـ
+
+473
+00:41:31,210 --> 00:41:33,570
+Cartesian Coordinate اللي بلاس برضه بقدر أكتبه
+
+474
+00:41:33,570 --> 00:41:35,650
+بالـ cylindrical و بقدر أكتبه بالـ cephalical
+
+475
+00:41:35,650 --> 00:41:39,910
+coordinate بنفس الطريقة أكتب ال grade ال V و بعدين
+
+476
+00:41:39,910 --> 00:41:43,190
+أعمل diverge ل grade ال V بحصل على ال place ال V
+
+477
+00:41:43,190 --> 00:41:46,010
+في ال cylindrical coordinate و نفس الحاجة في ال
+
+478
+00:41:46,010 --> 00:41:50,350
+cephalical coordinate قالت لو أنا بدي أحكي على
+
+479
+00:41:50,350 --> 00:41:53,470
+أنمواء ال fields لو كان ان ال field اسمه harmonic
+
+480
+00:41:54,390 --> 00:41:56,970
+It's said to be in a given region if the Laplacian
+
+481
+00:41:56,970 --> 00:42:00,550
+vanish in that region يعني إذا كان ال Laplace ل V
+
+482
+00:42:00,550 --> 00:42:04,550
+بيساوة Zero ع طول بقول V ماله Harmonic بتعرفوا ال
+
+483
+00:42:04,550 --> 00:42:09,450
+Harmonic صح؟ إذا أول ما بشوف إنه لو حسبت الدل ل V
+
+484
+00:42:09,450 --> 00:42:14,070
+بيساوة Zero بقول إذا V تبعي هو Harmonic function ع
+
+485
+00:42:14,070 --> 00:42:18,490
+طول عشان أفحص إنه Harmonic ولا لأ ع طول بقول إنه
+
+486
+00:42:18,490 --> 00:42:21,990
+دل تربيع V إذا سوات Zero بقول Harmonic ال second
+
+487
+00:42:21,990 --> 00:42:26,680
+derivative لل vectorدل تلبية ال vector بس second
+
+488
+00:42:26,680 --> 00:42:29,780
+derivative ل ال vector بقدر أعيد كتابته بهذه
+
+489
+00:42:29,780 --> 00:42:34,300
+الطريقة احنا
+
+490
+00:42:34,300 --> 00:42:38,580
+في ال .. لما ناخد نفسه ال equation كتير هيطلع معنا
+
+491
+00:42:38,580 --> 00:42:42,920
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+492
+00:42:42,920 --> 00:42:44,620
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+493
+00:42:44,620 --> 00:42:46,040
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+494
+00:42:46,040 --> 00:42:46,840
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+495
+00:42:46,840 --> 00:42:47,040
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+496
+00:42:47,040 --> 00:42:48,500
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+497
+00:42:48,500 --> 00:42:48,500
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+498
+00:42:48,500 --> 00:42:48,500
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+499
+00:42:48,500 --> 00:42:48,500
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+500
+00:42:48,500 --> 00:42:48,500
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+501
+00:42:48,500 --> 00:42:48,500
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+502
+00:42:48,500 --> 00:42:48,500
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+503
+00:42:48,500 --> 00:42:48,500
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+504
+00:42:48,500 --> 00:42:49,180
+kill .. kill .. kill .. kill .. kill .. kill ..
+
+505
+00:42:49,180 --> 00:42:51,480
+kill ..
+
+506
+00:43:19,110 --> 00:43:20,510
+-DelTarbiyaDelTarbiyaDelTarbiyaDelDivergeA
+
+507
+00:43:20,510 --> 00:43:21,910
+-KerKerFieldDelTarbiyaDelTarbiyaDelTarbiyaDelTarbiyaDelTarbiya
+
+508
+00:43:26,300 --> 00:43:32,420
+النتيجة الواضحة قدامنا هيكون delta PA بتساوي delta
+
+509
+00:43:32,420 --> 00:43:35,860
+PA X X hat لأن مسحنا مش ال identity تعطيه العوام
+
+510
+00:43:35,860 --> 00:43:39,520
+دلتر بيه اه هو التفاعد ال second derivative او
+
+511
+00:43:39,520 --> 00:43:45,540
+دلتر بيه الا اه دلتر بيه اه يعني ورعان دكتور بيه
+
+512
+00:43:45,540 --> 00:43:50,120
+اكس اكس هات زائد ا و وايها زائد ا جدر بيه اكس اكس
+
+513
+00:43:50,120 --> 00:43:50,520
+هات زائد ا جدر بيه اكس هات زائد ا جدر بيه اكس هات
+
+514
+00:43:50,520 --> 00:43:51,900
+زائد ا جدر بيه اكس هات زائد ا جدر بيه اكس هات زائد
+
+515
+00:43:51,900 --> 00:43:53,180
+ا جدر بيه اكس هات زائد ا جدر بيه اكس هات زائد ا جد
+
+516
+00:43:53,240 --> 00:43:56,040
+هتسيب دل تربية على كل component من دول components
+
+517
+00:43:56,040 --> 00:43:59,820
+طبعا ال vector .. الدل تربية لل vector field هي
+
+518
+00:43:59,820 --> 00:44:04,980
+vector لأن دل التربية هي scalar D2 by DX2 D2 by
+
+519
+00:44:04,980 --> 00:44:07,180
+DY2 أو .. بس يعني هذه
+
+520
+00:44:21,910 --> 00:44:29,230
+دل تربيه في الواقع هي دل ضد دل هيكون D تربيه by DX
+
+521
+00:44:29,230 --> 00:44:34,950
+تربيه ذات D تربيه by DY تربيه ذات D تربيه راج DZ
+
+522
+00:44:34,950 --> 00:44:41,970
+واضح؟ لأن دل إيش هي؟ D by DX إزها ذات D by DY
+
+523
+00:44:41,970 --> 00:44:45,830
+وإيها ذات D by DZ إزها
+
+524
+00:44:58,770 --> 00:45:05,110
+هتعطينا D2YDX2 ثقة D2YDY تربية ثقة D2YDZ تربية فمن
+
+525
+00:45:05,110 --> 00:45:08,290
+هذه التربية A هيكون عندنا ال components اللي
+
+526
+00:45:08,290 --> 00:45:14,310
+أمامنا و كما اتفقنا هو هيكون vector P ممكن أعبر
+
+527
+00:45:14,310 --> 00:45:22,410
+عليه بهذه الطريقة أو أعبر عنه بهذه الطريقة يعطيكوا
+
+528
+00:45:22,410 --> 00:45:25,910
+العافية و ان شاء الله بنتبع اللقاء القادم السلام
+
+529
+00:45:25,910 --> 00:45:26,250
+عليكم
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/tMFy3zzwo94_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/tMFy3zzwo94_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..fbcda863789670bb293c3fe1c8996d7b01a2b770
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/tMFy3zzwo94_raw.srt
@@ -0,0 +1,2340 @@
+1
+00:00:20,860 --> 00:00:23,300
+بسم الله الرحمن الرحيم السلام عليكم و رحمة الله و
+
+2
+00:00:23,300 --> 00:00:26,160
+بركاته احنا اليوم ان شاء الله راح نتابع موضوعنا
+
+3
+00:00:26,160 --> 00:00:29,240
+احنا المحاضرات الماضية شوفنا امثلة كيف ممكن نحسب
+
+4
+00:00:29,240 --> 00:00:32,560
+ال magnetic field من عدة elements و مور فيها
+
+5
+00:00:32,560 --> 00:00:36,080
+التيار زي ال filament اللي لها finite links ال
+
+6
+00:00:36,080 --> 00:00:40,080
+filament اللي لها اسم infinity و infinity من جهتين
+
+7
+00:00:40,330 --> 00:00:42,790
+بعدين شفنا من ال plane شفنا من ال ring شفنا من ال
+
+8
+00:00:42,790 --> 00:00:47,250
+solenoid اللي يعتبرنا ان ال ring هي element من ال
+
+9
+00:00:47,250 --> 00:00:50,910
+solenoid بعدين كملنا على الكيوكسيا الكامر و اليوم
+
+10
+00:00:50,910 --> 00:00:54,070
+هنشوف أمثلة كمان على حساب ال magnet field يعني
+
+11
+00:00:54,070 --> 00:00:56,770
+مثلا ما انا حكيتلكم على ذلك سابقا ان ال concept
+
+12
+00:00:56,770 --> 00:01:00,970
+بتاع كل chapter هو واضحلكن كل اللي احنا بنحكي فيه
+
+13
+00:01:00,970 --> 00:01:04,230
+هي أمثلة عامة قد ال concept كيف احنا نستخدم هذا ال
+
+14
+00:01:04,230 --> 00:01:08,690
+concept و كيف احنا نطبقه فاحنا شفنا في المحاضرات
+
+15
+00:01:08,690 --> 00:01:12,890
+السابقة انه ال magnetic field بشكل عام بساوي نص K
+
+16
+00:01:12,890 --> 00:01:19,330
+across A and hat K اللي هو اتجاه التيار A and hat
+
+17
+00:01:19,330 --> 00:01:23,410
+اللي هو ال norm اللي على ال plane في اتجاه النقطة
+
+18
+00:01:23,410 --> 00:01:26,900
+الرئيسية عندها ال magnetic fieldطبعا فاحنا ايش
+
+19
+00:01:26,900 --> 00:01:29,740
+بقولنا اول اكس بيعني طبعا ايه لان فينا two planes
+
+20
+00:01:29,740 --> 00:01:35,060
+واحد عند z equal 0 واحد هذا z axis هذا الاتجاه هو
+
+21
+00:01:35,060 --> 00:01:39,400
+z axis فهذا عند z equal 0 وهنا عند z equal 4 يعني
+
+22
+00:01:39,400 --> 00:01:43,820
+المسافة بين ال two planes هي 4 ال plane اللي عند z
+
+23
+00:01:43,820 --> 00:01:48,460
+equal 0 بيحمل طيار k مقداره minus 10 ax hat واضح
+
+24
+00:01:48,460 --> 00:01:52,180
+ان هو ماخد ال x ما اللي هطلع من ال plane هاتجاه ال
+
+25
+00:01:52,180 --> 00:02:00,780
+xطبعا و الطيار داخل الطيار هو ال X معناه ان الطيار
+
+26
+00:02:00,780 --> 00:02:04,700
+داخل هي كيه هي اتجاه الطيار وهي ال X فزاندش بيكون
+
+27
+00:02:04,700 --> 00:02:09,980
+minus minus عشرة X hat بينما هنا أشماله طالع
+
+28
+00:02:09,980 --> 00:02:16,620
+فهيكون عشرة X hat طبعا ال K هي ال units تعونها
+
+29
+00:02:16,620 --> 00:02:20,060
+amps per meter زي ما شوفنا في مثال لما جيبنا ال
+
+30
+00:02:20,060 --> 00:02:27,050
+magnetاللي بيعملون في ال surface طبعا طالب مننا
+
+31
+00:02:27,050 --> 00:02:33,410
+نحسب المجموعات الكثيرة نبطة x1 y1 z1 هاي احنا ال 0
+
+32
+00:02:33,410 --> 00:02:39,270
+0 0 هنا نقل ال origin عندي x1 y1 z1 ومنها تكون z
+
+33
+00:02:39,270 --> 00:02:45,490
+هو ال axis يعني مثلا هنا هاي النقطة بتاعتنا 1 1 1
+
+34
+00:02:45,490 --> 00:02:49,370
+x1 y1 z1
+
+35
+00:02:52,220 --> 00:02:55,120
+لو استخدمنا المعادلة العامة أو استخدمنا معادلتنا
+
+36
+00:02:55,120 --> 00:02:58,040
+السابقة أنه تحت وفوق الـ plan زي ما حكينا بمحادرات
+
+37
+00:02:58,040 --> 00:03:03,260
+المرضى لازم نحصل نتجة عند لو أخدت .. هسمي ال H
+
+38
+00:03:03,260 --> 00:03:07,500
+اللي عند ال origin H0 المجهد اللي فيه الناتج من ال
+
+39
+00:03:07,500 --> 00:03:09,780
+current اللي في ال plan اللي عند ال origin هسميه
+
+40
+00:03:09,780 --> 00:03:13,260
+H0 والمجهد اللي فيه الناتج من ال current اللي على
+
+41
+00:03:13,260 --> 00:03:18,000
+ال plan اللي عنده أربعة زي تسوء أربعة هسميه H4 بس
+
+42
+00:03:18,000 --> 00:03:23,320
+التمييز عند ال H0هستحضر المعادلة K من نصف K cross
+
+43
+00:03:23,320 --> 00:03:27,120
+A and hat كمان مره نذكر حالنا كيلو باتجاه مجلة ال
+
+44
+00:03:27,120 --> 00:03:30,860
+current و A and hat هو العمود اللي على البلاي و
+
+45
+00:03:30,860 --> 00:03:35,840
+بين البلاي و نقطة باسمة المجلة كيلو K في حالتنا هي
+
+46
+00:03:35,840 --> 00:03:41,040
+قداشق منها نص عشر A X hat عوض عنها A and hat من هي
+
+47
+00:03:41,040 --> 00:03:44,320
+العمودي على البلاي لحد النقطة من هيكون اللي في
+
+48
+00:03:44,320 --> 00:03:51,250
+اتجاه البس تفزد hat فإيش هيكون ال crossلأنها هي
+
+49
+00:03:51,250 --> 00:03:55,770
+اتجاهها ومجابب z hat لكون سبوردك في ال x و ال z
+
+50
+00:03:55,770 --> 00:04:01,250
+ماله minus y هيكون عند ال plus حسب ضبط المصدر في
+
+51
+00:04:01,250 --> 00:04:08,070
+العشرة خمسة a y hat a على البرمتر البرمتر البرمتر
+
+52
+00:04:08,070 --> 00:04:12,990
+البرمتر البرمتر البرمتر البرمتر البرمتر البرمتر
+
+53
+00:04:12,990 --> 00:04:13,270
+البرمتر البرمتر البرمتر البرمتر البرمتر البرمتر
+
+54
+00:04:13,270 --> 00:04:14,970
+البرمتر البرمتر البرمتر البرمتر البرمتر البرمتر
+
+55
+00:04:14,970 --> 00:04:17,050
+البرمتر البرمتر البرمتر البرمتر البرمتر البرمتر
+
+56
+00:04:17,050 --> 00:04:19,500
+البرمتر البرمتر البرمتر البرمتر البرمتر البرقيمة K
+
+57
+00:04:19,500 --> 00:04:28,020
+أداش عشرة X hat AN hat عبارة عن minus Z hat سالب Z
+
+58
+00:04:28,020 --> 00:04:35,720
+hat ال cross product بين X و Y هو سالب Y hat سالب
+
+59
+00:04:35,720 --> 00:04:40,100
+و سالب تصبح plus نصف عشرة خمسة فخمسة Y hat amps
+
+60
+00:04:40,100 --> 00:04:45,280
+per meter إذا الاتنين أعطوني عند النقطة نقدر ال
+
+61
+00:04:45,280 --> 00:04:48,460
+magnet field خمسة و تجاه و تجاه Y hat
+
+62
+00:04:52,830 --> 00:04:57,430
+تمام اذا انت نين اعطوني بص تف اذا ال total field
+
+63
+00:04:57,430 --> 00:05:02,430
+مش هيكون مجموهم يعني عشرة y hat تمام ويجي لأ
+
+64
+00:05:02,430 --> 00:05:07,490
+النقطة التانية النقطة التانية قوللي انا بدي x سفر
+
+65
+00:05:07,490 --> 00:05:15,870
+y minus y minus ثلاثة وزد عشرة يعني somewhere هنا
+
+66
+00:05:15,870 --> 00:05:22,730
+x سفر y minus ثلاثةبتتسفر على افتراض انه هي النقطة
+
+67
+00:05:22,730 --> 00:05:25,330
+ال original او يعني في اي مكان ال original على
+
+68
+00:05:25,330 --> 00:05:28,270
+اساس ان ال plans هم اكبار يعني مش بضرورة هكذا يعني
+
+69
+00:05:28,270 --> 00:05:31,950
+هذا الإشارة بس مبتدأ بال plans وهذا الإشارة انه
+
+70
+00:05:31,950 --> 00:05:38,610
+مبتدأ ال plans واضح فهذه النقطة هي 0-3 10 لسه
+
+71
+00:05:38,610 --> 00:05:42,370
+plans اللي قلتلكم بتدين هكذا infinity في كل اتجاه
+
+72
+00:05:42,370 --> 00:05:50,960
+في ال X Y infinityهنا عند ال Z equals 0 وهنا عند
+
+73
+00:05:50,960 --> 00:05:55,360
+ال Z equals R تمام بدنا نعيد نفس الحطوات وفي هذه
+
+74
+00:05:55,360 --> 00:05:58,720
+الحلقة إيش الاختلاف هيكون نيجي ل H node اللي هو ال
+
+75
+00:05:58,720 --> 00:06:02,440
+field الناتج من ال plane عند ال 0 K لا زالة minus
+
+76
+00:06:02,440 --> 00:06:07,120
+10 X hat و ال N hat ماله plus Z hat فهيعطينا نفس
+
+77
+00:06:07,120 --> 00:06:13,080
+النتيجة ناقص عشرة و Z hat هيعطيني خمسة A Y hat
+
+78
+00:06:13,080 --> 00:06:17,880
+amps per meter نيجي للplane التاني من عند الأربع K
+
+79
+00:06:17,880 --> 00:06:23,530
+عشرةمين ال a انهاتى؟ ال plus z hat ال plus z hat
+
+80
+00:06:23,530 --> 00:06:27,950
+فاندي انا ال plus عشرة و ال plus z hat ال cross
+
+81
+00:06:27,950 --> 00:06:32,210
+product بينهم minus y همسيني ال minus خمسة y hat
+
+82
+00:06:32,210 --> 00:06:36,270
+يعني الأولى نهاية قيمة جزتك والتانى minus إيش ال
+
+83
+00:06:36,270 --> 00:06:41,110
+result سهر؟ إذا لما كان النقطة بين ال two planes
+
+84
+00:06:41,110 --> 00:06:45,530
+حصلنا على field واحد منهم تيار داخل والتانى طالع
+
+85
+00:06:46,150 --> 00:06:50,770
+تجاه التيارات معاكسة لما برا كانت النتيجة بتساوي 0
+
+86
+00:06:50,770 --> 00:06:53,950
+جابوا لما يكونوا التيارات كلهم دخلين أو التيارات
+
+87
+00:06:53,950 --> 00:06:57,330
+معاهم طالعين عيدوا يعني هاي الأمثلة اللي ممكن
+
+88
+00:06:57,330 --> 00:07:01,930
+تشوفها في الامتحانات لو بدى أغير في السؤال صح؟
+
+89
+00:07:01,930 --> 00:07:06,830
+وضح؟
+
+90
+00:07:17,760 --> 00:07:22,040
+نيجيلا اللى هو ال Troid ال Troid هو عبارة عن حلقة
+
+91
+00:07:22,040 --> 00:07:26,440
+ملفوف حولها سلك وهذا السلك مور فيه current زى ما
+
+92
+00:07:26,440 --> 00:07:31,280
+انتوا شايفين هى السلك بدخل فيه تيار بهذا الاتجاه و
+
+93
+00:07:31,280 --> 00:07:36,320
+بطلع من السلك التانى بدال مبنى تكفيد فى نقطة مالها
+
+94
+00:07:36,320 --> 00:07:41,660
+فى هذا المنطقة فى قلب ال Troid فى قلب ال Troid زى
+
+95
+00:07:41,660 --> 00:07:46,280
+ما انتوا شايفين مثلا عند اللى هى النقطة رومعلى بعض
+
+96
+00:07:46,280 --> 00:07:49,720
+روه من ال origin قدش يكون ال magnetic field
+
+97
+00:07:49,720 --> 00:07:54,360
+المعرفة اللي هو ال raw node هي المسافة أو ال
+
+98
+00:07:54,360 --> 00:07:58,760
+center أو نصف القطر ما بين ال origin لو ينا نص
+
+99
+00:07:58,760 --> 00:08:02,740
+المسافة بتاعة ال ring بالتمام هي raw node يعني إذا
+
+100
+00:08:02,740 --> 00:08:12,580
+أعتبرنا إحنا شايفين هذا ال raw node؟ هذه كلها أنت
+
+101
+00:08:12,580 --> 00:08:16,850
+مصهاالمسافة من هنا إلى هنا هي رومان فهي عند اي
+
+102
+00:08:16,850 --> 00:08:19,690
+نقطة عامة تكون هنا ال ring هنا ال ring هنا ال raw
+
+103
+00:08:19,690 --> 00:08:22,950
+المابين ال origin والنقطة اللى عامة بحسب بنتها ال
+
+104
+00:08:22,950 --> 00:08:26,030
+magnetic field فبنعرف احنا ال magnetic field اللى
+
+105
+00:08:26,030 --> 00:08:28,910
+بتاعها الفقران اللى هو ال inside و ال outside
+
+106
+00:08:28,910 --> 00:08:34,130
+للترويد inside مثلا على مسافة raw زى ما حكى نستخدم
+
+107
+00:08:34,130 --> 00:08:38,230
+الberslau ال clause integral لHWL بسوق I enclosed
+
+108
+00:08:39,230 --> 00:08:43,410
+طب H dot dl H dot dl H التجاهة كيف؟ احنا ال
+
+109
+00:08:43,410 --> 00:08:45,730
+current بدنا نتبع اتجاه ال current عشان نعرف اتجاه
+
+110
+00:08:45,730 --> 00:08:51,910
+ال magnet field ال current هي فيك تاخد لورا
+
+111
+00:08:51,910 --> 00:08:56,930
+فبلف ايدي على اتجاه ال current بلاقي ان ال magnet
+
+112
+00:08:56,930 --> 00:09:00,670
+field فيه اتجاه واضح؟ كيف عرفنا اتجاه ال magnet
+
+113
+00:09:00,670 --> 00:09:03,830
+field؟ فلف ايدي في اتجاه ال current حلاقي ان ال
+
+114
+00:09:03,830 --> 00:09:06,830
+magnet field اتجاه فال Detroit معناه فدى الاتجاه
+
+115
+00:09:11,810 --> 00:09:15,910
+واضح كيف تحدده؟ اذا اتجاه هو في طريقة مين؟ الـPhi
+
+116
+00:09:15,910 --> 00:09:23,890
+hat اتجاه المنطقية اتجاه الـPhi hat طبعا الال ايش
+
+117
+00:09:23,890 --> 00:09:32,250
+هتكون؟ two by row او
+
+118
+00:09:32,250 --> 00:09:35,330
+يعني لو أخدنا ال element row D5 ده كمل على ال D5
+
+119
+00:09:35,330 --> 00:09:39,820
+اللي هى two byع تبع النبت اكبر ان ال row ثابتة و
+
+120
+00:09:39,820 --> 00:09:41,820
+باخد ال element ال element ايش هيكون ال row دي
+
+121
+00:09:41,820 --> 00:09:45,160
+five بكمل ال five من zero ل two pi فهذا h dot dl
+
+122
+00:09:45,160 --> 00:09:49,320
+ايش هتعطينا اتش two by row طب I enclosed قداش كم
+
+123
+00:09:49,320 --> 00:09:52,560
+تهيه enclosed هو I الداخل هيبقى معناه يابس I بتلوف
+
+124
+00:09:52,560 --> 00:09:56,540
+على اكم حلقة على N حلقات فI ال enclosed هتكون N في
+
+125
+00:09:56,540 --> 00:10:01,520
+I او I المولدة ل ال magnetic field تبعنا هي N في I
+
+126
+00:10:04,040 --> 00:10:08,500
+إذا إيش هيكون H؟ بساوي N في I على 2 by R هذا هو
+
+127
+00:10:08,500 --> 00:10:12,960
+المجلد field inside الـ droid في raw مبالي رو نض
+
+128
+00:10:12,960 --> 00:10:18,740
+minus A اللي هي A من هى هذه كلها اللي هو نص القطار
+
+129
+00:10:18,740 --> 00:10:23,580
+فهذه
+
+130
+00:10:23,580 --> 00:10:27,640
+ال مجلد field inside اللي هي رونوت نقص A و رونوت
+
+131
+00:10:27,640 --> 00:10:33,640
+زائد A أساس ان الدمية كله A2A نص القطر A فإذا هذه
+
+132
+00:10:33,640 --> 00:10:37,200
+ال region إيش بعرفها رونود minus A أو رونود plus A
+
+133
+00:10:37,200 --> 00:10:40,640
+فهذه ال region اللي هي inside ال Troy المجلة فيه
+
+134
+00:10:40,640 --> 00:10:46,240
+بساوي Ni على 2π رونود بسيطة من أهم سلوكهنا جوا بس
+
+135
+00:10:46,240 --> 00:10:49,460
+هال مجلة الإضافة المعلومة لزيادة اللى هحكيها انه
+
+136
+00:10:49,460 --> 00:10:54,300
+لو أخدنا approximation و اعتبرنا انه ال two pi
+
+137
+00:10:54,300 --> 00:10:57,940
+مثلا عند اللى هي يعني انه sickness تبع ال toroid
+
+138
+00:10:57,940 --> 00:11:01,720
+صغير بالنسبة لطوله يعني كله بقدر اتقربه ل two pi
+
+139
+00:11:01,720 --> 00:11:04,940
+Ronald يعني ال a هالدي ناقص او a صغيرة كتير
+
+140
+00:11:04,940 --> 00:11:10,820
+بالنسبة ل ال Ronald يعني ممكن اهملهااعتبرها ان
+
+141
+00:11:10,820 --> 00:11:15,040
+كلها بقدر اعبر عنها two by rho not باش هيكون اللي
+
+142
+00:11:15,040 --> 00:11:19,800
+هو الأدشة approximate ni على two by rho not اللي
+
+143
+00:11:19,800 --> 00:11:23,180
+هي two by rho not بدأت سميها اللي هي طول الترويد
+
+144
+00:11:23,770 --> 00:11:28,390
+طوله هيكون فإذا ما هيكون un I على L و N على L اللى
+
+145
+00:11:28,390 --> 00:11:31,510
+هى un per unit length فإذا ما هيكون اتش
+
+146
+00:11:31,510 --> 00:11:35,070
+approximate بتسوى N في I اللى هى بالتمام المجنفيل
+
+147
+00:11:35,070 --> 00:11:37,910
+اللى حسبناه من ميوم السولانويد متذاكرينه هنا فى
+
+148
+00:11:37,910 --> 00:11:41,050
+السولانويد المجنفيل ال inside هو عدد اللفات per
+
+149
+00:11:41,050 --> 00:11:43,710
+unit length فى ال current اللى مورفه السولانويد
+
+150
+00:11:43,710 --> 00:11:48,440
+متذاكرينإذا ما بنقدر نقول إن السولانويد هو حالة
+
+151
+00:11:48,440 --> 00:11:50,960
+خاصة من الترويد لإن إحنا لما عملنا ال
+
+152
+00:11:50,960 --> 00:11:54,520
+approximation حصلنا على شكل ال magnetic field اللي
+
+153
+00:11:54,520 --> 00:11:59,020
+ناتج في قلب السولانويد طب بدنا outside ال magnetic
+
+154
+00:11:59,020 --> 00:12:04,580
+field outside اللي هو الترويد زي ما هو طالب مننا
+
+155
+00:12:04,580 --> 00:12:07,300
+inside و outside حيكون في عندنا current
+
+156
+00:12:07,300 --> 00:12:11,200
+approximated يعني حيكون هنا an I minus an I بساوة
+
+157
+00:12:11,200 --> 00:12:17,770
+0 فإذا ما حيكون magnetic field بساوة 0احنا بدنا
+
+158
+00:12:17,770 --> 00:12:20,990
+هلاقاتها نعرف ال magnetic flux density ال magnetic
+
+159
+00:12:20,990 --> 00:12:25,450
+flux density بي
+
+160
+00:12:25,450 --> 00:12:28,570
+اللي هي ال magnetic flux density بعرفها بدلالة ال
+
+161
+00:12:28,570 --> 00:12:31,950
+H انها بتساوي ميو نوت H H اللي هو ال magnetic
+
+162
+00:12:31,950 --> 00:12:35,010
+field intensity او ال field intensity او ال
+
+163
+00:12:35,010 --> 00:12:39,730
+magnetic field و بي اللي هي ال density فال density
+
+164
+00:12:39,730 --> 00:12:44,030
+هي ميو نوت في H ميو نوت بنسميها urban mobility
+
+165
+00:12:45,210 --> 00:12:49,770
+السماحية لل space انه ماله يسمح ل magnetic field
+
+166
+00:12:49,770 --> 00:12:54,390
+انه يدخل فيه ميو نوت لل free space او ال vacuum لو
+
+167
+00:12:54,390 --> 00:12:57,150
+قمنا ال note بتصير ال ميو لأي material زي ما عملنا
+
+168
+00:12:57,150 --> 00:13:01,130
+في ال electric field ابسلون نوت بتكون لل space ال
+
+169
+00:13:01,130 --> 00:13:04,350
+free space او ال vacuum بتدلون ال note اللى هتكون
+
+170
+00:13:04,350 --> 00:13:09,030
+ابسلون لأي material اذا ال ميو نوت هي مقدار
+
+171
+00:13:09,030 --> 00:13:12,130
+السماحية لهذا ال space او هذه ال media انها تسمح ل
+
+172
+00:13:12,130 --> 00:13:13,730
+magnetic field يمر فيها
+
+173
+00:13:16,950 --> 00:13:21,830
+الـ units out ميو نوت الهنري بيرميتر هنري بيرميتر
+
+174
+00:13:21,830 --> 00:13:28,310
+أقيمته 4 باعي فعشرة قوة ناقص سبعة هنري بيرميتر ال
+
+175
+00:13:28,310 --> 00:13:30,690
+magnetic flux إيش من عارف ال magnetic flux؟ هي
+
+176
+00:13:30,690 --> 00:13:34,690
+خطوط المجال اللي بتطلع من خلال ال surface أنا عند
+
+177
+00:13:34,690 --> 00:13:38,230
+هاي طيار مثلا طالع من ال facility في غرفي طيار
+
+178
+00:13:38,230 --> 00:13:40,670
+طالع من الصفحة اتجاه ال magnetic field في هذا
+
+179
+00:13:40,670 --> 00:13:45,150
+الاتجاه هتقلب مصنولي اللي هو ال magnetic flux
+
+180
+00:13:45,150 --> 00:13:49,910
+linesمجنتك الـ Flux Lines المجنتك الـ Flux Lines
+
+181
+00:13:49,910 --> 00:13:54,830
+هو عبارة عن الـ Surface Integral ل B Dot DS وقيمة
+
+182
+00:13:54,830 --> 00:13:59,870
+ال units بتاعته Webars ال unit بتاعت ال Flux هي ال
+
+183
+00:13:59,870 --> 00:14:04,070
+Webars B Dot DS لازم تعطيني Webars DS اللي هي
+
+184
+00:14:04,070 --> 00:14:08,090
+مالها متر تربية اذا بي برضه ال units بتاعتها Webar
+
+185
+00:14:08,090 --> 00:14:13,830
+بمتر تربية تمام اذا بي ال units عاونها Webar بمتر
+
+186
+00:14:13,830 --> 00:14:17,860
+تربية اللي هي ال Flux Densityأو الـ magnetic flux
+
+187
+00:14:17,860 --> 00:14:23,640
+density في
+
+188
+00:14:23,640 --> 00:14:26,480
+حاجة مهمة بتفرق ما بين ال electric field و ال
+
+189
+00:14:26,480 --> 00:14:31,420
+magnetic field يعني ال electric field flux أو لو
+
+190
+00:14:31,420 --> 00:14:34,600
+يكون عندي electric field ال flux تبعه هو ال closed
+
+191
+00:14:34,600 --> 00:14:38,760
+integral due to ds ال flux اللي هي حطوط المجال
+
+192
+00:14:38,760 --> 00:14:42,840
+اللي طالعة من ال surface لما يكون closed surface
+
+193
+00:14:42,840 --> 00:14:50,430
+اللي هي المين هاد يقولنالأ بس اشهد المعادلة, gauss
+
+194
+00:14:50,430 --> 00:14:54,290
+law مالكم؟ هيكون Q, اللي هي Q in clause, اذا ال
+
+195
+00:14:54,290 --> 00:14:57,690
+clause انتجرة اللي دي بتقاس بسوا Q ايش معناه هذا
+
+196
+00:14:57,690 --> 00:15:00,350
+الحكيم؟ قولنا ان ممكن احتمالية ان احصل على
+
+197
+00:15:00,350 --> 00:15:04,090
+isolated electric charge وان مش بضرورة الخطوط تغلق
+
+198
+00:15:04,090 --> 00:15:08,630
+نفسهالأن اذا اقلقت نفسي لن تعطيني قيمة Q فهي
+
+199
+00:15:08,630 --> 00:15:12,350
+ستعطيني صفر اذا ال close surface integral D ضد S
+
+200
+00:15:12,350 --> 00:15:15,630
+بيتساوة Q معناها ان انا ممكن احصل على isolated jar
+
+201
+00:15:15,630 --> 00:15:18,530
+زى ما انتوا شايفينه هى هال surface اللى بنعمل عليه
+
+202
+00:15:18,530 --> 00:15:23,110
+close integral اشعطانى Q enclosed ماريشتش سكرت على
+
+203
+00:15:23,110 --> 00:15:27,030
+حالة خطوط القوة خطوط المجال لكن في ال magnetic
+
+204
+00:15:27,030 --> 00:15:32,210
+field هنلاحظ ان ال close integral لD ضد S بتساوة
+
+205
+00:15:32,210 --> 00:15:37,440
+صفرفدائما بيكون ال flux like closed surface احنا
+
+206
+00:15:37,440 --> 00:15:40,460
+ده ال flux اللي قولنا عرفنا اللي هو بصين مش closed
+
+207
+00:15:40,460 --> 00:15:44,140
+surface لأي surface P dot DS سميناه ال flux لكن لو
+
+208
+00:15:44,140 --> 00:15:48,340
+عرفته على closed surface integral هيعطينا سفر معنى
+
+209
+00:15:48,340 --> 00:15:52,880
+هيك ان خطوط المجال بتسكر على نفسها بتروح و بتسكر
+
+210
+00:15:52,880 --> 00:15:57,320
+على نفسها هو لايمكن احصل على حاجة بتسميها ال
+
+211
+00:15:57,320 --> 00:16:03,340
+monopoleاللي هو magnetic لحاله north pole أو south
+
+212
+00:16:03,340 --> 00:16:07,140
+pole ليش؟ لإن لو أنا طلعت على ال magnet هاي magnet
+
+213
+00:16:07,140 --> 00:16:11,520
+هاي له south و north pole أخد جزء من نقطته هاتني
+
+214
+00:16:11,520 --> 00:16:16,580
+كمان ع طول south و north أقطع دايما هاتني south و
+
+215
+00:16:16,580 --> 00:16:19,980
+north قد ما أقطع هاتني south و north لكن بالنسبة
+
+216
+00:16:19,980 --> 00:16:23,420
+لل charge ممكن أحصل على positive chargenegative
+
+217
+00:16:23,420 --> 00:16:26,900
+charge electron او بروتون هدولة موجودية الطبيعة
+
+218
+00:16:26,900 --> 00:16:30,680
+لكن ال magnet قد ما حاولوا انهم يصغروا فيه اللي
+
+219
+00:16:30,680 --> 00:16:34,960
+يظل عندهم north و south poles و لزالوا بيحاولوا
+
+220
+00:16:34,960 --> 00:16:40,500
+يعملوا magnet اللي بس له خاصية ال north او ال
+
+221
+00:16:40,500 --> 00:16:50,000
+south شو هيستفيده؟ كل العلم له أسرار و علوم استفيد
+
+222
+00:16:50,000 --> 00:16:50,740
+أشياء كتير
+
+223
+00:16:54,620 --> 00:16:58,800
+طبعا إيش بيستفيدوا؟ يعني بالنسبالهم لل .. لل
+
+224
+00:16:58,800 --> 00:17:01,740
+magnet إذا أنا بقدر أتحكم بإني بس أحصل على North
+
+225
+00:17:01,740 --> 00:17:05,420
+واحد، إن أحصل على magnet flux رايحة مش مولقة عن
+
+226
+00:17:05,420 --> 00:17:08,600
+نفسها، أكيد يعني إلها تطبيقات كتير ولا زيامة ..
+
+227
+00:17:08,600 --> 00:17:12,260
+ولا زيامة في الطب، إنه يحصلوا على اللي واحد منهم،
+
+228
+00:17:12,260 --> 00:17:15,240
+فإيش هم بعودوا عنها لحد الآتة؟ هم لسه مش عادرين
+
+229
+00:17:15,240 --> 00:17:18,520
+إنه يعملوها نقطة لحالها، بيعملوا very soon و
+
+230
+00:17:18,520 --> 00:17:22,860
+طويييييل طويييل طوييل جدافبيصير كأنه في عندهم اللي
+
+231
+00:17:22,860 --> 00:17:27,480
+هو ال north أو ال south pole طبعا طويل مش معناه
+
+232
+00:17:27,480 --> 00:17:29,800
+infinite طويل بالنسبة لل application أو ال
+
+233
+00:17:29,800 --> 00:17:31,420
+wavelengths اللي أحنا بنحكي عنهم لل
+
+234
+00:17:31,420 --> 00:17:34,460
+electromagnetic signal قداش هو الطول هذا ما هو
+
+235
+00:17:34,460 --> 00:17:38,820
+نسبي أكبر من أو أقل من اللي هي الطول north فطوله
+
+236
+00:17:38,820 --> 00:17:41,780
+بيختاروه أن يكون طول محدد فبيقدر يعمل approximate
+
+237
+00:17:41,780 --> 00:17:43,560
+north و approximate south
+
+238
+00:17:50,870 --> 00:17:53,350
+بذن هيدور بالسنت جو بنقول له عندها ال clause
+
+239
+00:17:53,350 --> 00:17:56,710
+Integra b dot ds بالسوء zero أنه مافيش علنا اللي
+
+240
+00:17:56,710 --> 00:18:04,590
+هي ال monopole إذا
+
+241
+00:18:04,590 --> 00:18:07,310
+ال clause Integra ل b dot ds هي بقدر استخدم ال
+
+242
+00:18:07,310 --> 00:18:10,800
+divergence theoremأولا ال close integral لأي field
+
+243
+00:18:10,800 --> 00:18:13,640
+دو ال DS بيسوي ال volume integral ل diverge ال
+
+244
+00:18:13,640 --> 00:18:18,360
+field DV بس تحنينها ل ال magnetic flux هيعطينا ال
+
+245
+00:18:18,360 --> 00:18:20,900
+volume integral ل diverge B DV بيسوي 0، اذا
+
+246
+00:18:20,900 --> 00:18:25,740
+diverge ال B بيسوي 0، اذا diverge ال B بيبدأ يسوي
+
+247
+00:18:25,740 --> 00:18:28,140
+0، ايش معناه diverge ال B بيسوي 0؟ فيش هنا
+
+248
+00:18:28,140 --> 00:18:33,570
+monopole؟تشكل تفاقنا؟ divergence E بتساوي رو على
+
+249
+00:18:33,570 --> 00:18:38,750
+إبسلون أو Q على إبسلون قولنا إيش معناه؟ إبسلون رو
+
+250
+00:18:38,750 --> 00:18:42,570
+على إبسلون لإن في عندي charge مو نتشارج يعني
+
+251
+00:18:42,570 --> 00:18:45,390
+positive أو negative charge في عندي source اللي
+
+252
+00:18:45,390 --> 00:18:48,650
+بيروح عليه زي ما قالنا الميه و ال sink اللي هي
+
+253
+00:18:48,650 --> 00:18:54,830
+القرق تبع الحفية ميه بتروح عليه أو بتطلع منه هى ال
+
+254
+00:18:54,830 --> 00:18:58,130
+divergence معناه الكلش اللي معناه حاجة بتلف
+
+255
+00:19:01,370 --> 00:19:04,050
+تفهيص ل maxwell equations و غالبا بيجيكوا سؤال في
+
+256
+00:19:04,050 --> 00:19:08,650
+الامتحان نهائي انكوا اتلاحظوه يعنى اتذكرين ولا
+
+257
+00:19:08,650 --> 00:19:13,710
+ماحضرتوش؟ في ال ده اللي هو two forms ماقدروا ال
+
+258
+00:19:13,710 --> 00:19:16,330
+integral form و ال differential form يعني مثلا
+
+259
+00:19:16,330 --> 00:19:19,650
+نبدأ بمين؟ بجاوسلو جاوسلو يعني ال differential
+
+260
+00:19:19,650 --> 00:19:24,660
+form اللي هو دا في الجديد بتسويرهصحيح؟ لما تكون D
+
+261
+00:19:24,660 --> 00:19:28,720
+بيصوى E E و E مالها homogenous ايسو تروبيك اش
+
+262
+00:19:28,720 --> 00:19:34,060
+بتصير E او diverge ال E بيصوى ρو على E صح؟ هذا
+
+263
+00:19:34,060 --> 00:19:37,840
+بالنسبة لل divergence او ال point form بيسمونه ال
+
+264
+00:19:37,840 --> 00:19:42,140
+clause integral ل D ضد S بتساوي Q او ال volume
+
+265
+00:19:42,140 --> 00:19:46,140
+integral ρو VDV بنسوي ال integral form من أين
+
+266
+00:19:46,140 --> 00:19:48,720
+بنجيبهم احنا؟ من ال divergence theorem
+
+267
+00:19:54,750 --> 00:19:58,370
+القانون الأولى هو gauss law القانون الثاني هو
+
+268
+00:19:58,370 --> 00:20:01,970
+divergence P بالسوء 0 أو ال clause integral على ال
+
+269
+00:20:01,970 --> 00:20:04,830
+surface ل P dot DS بالسوء 0 اللي هي ال flux ال
+
+270
+00:20:04,830 --> 00:20:09,230
+total flux الطالع من ال surface بالسوء صفر مافيش
+
+271
+00:20:09,230 --> 00:20:13,490
+existence للمنوبول non existence of magnetic
+
+272
+00:20:13,490 --> 00:20:21,140
+monobol كل ال E بالسوء 0اللي هي برضه جيبناها من ال
+
+273
+00:20:21,140 --> 00:20:23,500
+close line integral a dot dl متذاكرين ال work
+
+274
+00:20:23,500 --> 00:20:26,920
+قولنا بصوص صفر اذا هذى بتعتمدش على ال boss عفوا ال
+
+275
+00:20:26,920 --> 00:20:30,940
+work بتعتمدش على ال boss a dot dl اذا معناه فيه
+
+276
+00:20:30,940 --> 00:20:33,620
+عندى conservativeness of the electrostatic field
+
+277
+00:20:38,400 --> 00:20:41,380
+Conservation، فمتذكرينه؟ قولنا هذا معناه إنه إيده
+
+278
+00:20:41,380 --> 00:20:44,360
+و الديقال بتساوي zero إنه لو أخدت المسار أي اتجاه
+
+279
+00:20:44,360 --> 00:20:48,360
+بيكون نفس الحاجة، بتمدش على البعض، وهذا بنقول إنه
+
+280
+00:20:48,360 --> 00:20:52,730
+فينا conservativeness ل ال electrostatic fieldكرل
+
+281
+00:20:52,730 --> 00:20:56,170
+ال H بيستوي J اللي هو Amberslaw أو ل close
+
+282
+00:20:56,170 --> 00:21:00,090
+integral ل LH دو ال DL هى طبعا من هى المشطق اللى
+
+283
+00:21:00,090 --> 00:21:03,290
+هى هى ال form من وين برضه من Stokes theorem ال
+
+284
+00:21:03,290 --> 00:21:06,790
+line integral هدولة تمتع من Stokes theorem ل close
+
+285
+00:21:06,790 --> 00:21:09,890
+line integral بيستوي ال surface integral لكرل ال E
+
+286
+00:21:09,890 --> 00:21:14,330
+دو ال DSفكرل ال E بتساوي 0 هنا نفس الأصدرية ال
+
+287
+00:21:14,330 --> 00:21:17,630
+closed integral H to DL اشتقناها المحاضرة الماضية
+
+288
+00:21:17,630 --> 00:21:20,950
+من Stokes theorem تعطينا برضه surface integralكرل
+
+289
+00:21:20,950 --> 00:21:26,050
+ال E لH to DS و هذا بالساوية اللي هو ال enclosed
+
+290
+00:21:26,050 --> 00:21:28,330
+current اللي هو عبارة عن surface integral J to DS
+
+291
+00:21:28,330 --> 00:21:32,290
+فبالتالي سنتجنا ان كرل ال H بتساوي J وهذا سمينا
+
+292
+00:21:32,290 --> 00:21:36,770
+unbearable بتذكرينهم؟ هدول لازم تحفظوهم مافيش فيهم
+
+293
+00:21:36,770 --> 00:21:42,810
+مزح اللي هو ال four Maxwell's equationsبسموهم
+
+294
+00:21:42,810 --> 00:21:48,770
+عمدان الكهرو استاتيك، العمدان تعونها، إذا ماحفظتيش
+
+295
+00:21:48,770 --> 00:21:52,950
+واحد منهم نهد البنيان، فلازم تحفظوا الأربع، و
+
+296
+00:21:52,950 --> 00:21:57,010
+تتذكروا إيش معناهم ولا إيش استخدمناهم و إيش
+
+297
+00:21:57,010 --> 00:21:57,790
+صفقاتهم
+
+298
+00:22:02,090 --> 00:22:05,270
+زي ما احنا ال electric field قلنا فيه اللي هو ال
+
+299
+00:22:05,270 --> 00:22:08,570
+scalar potential، هنا فيه كمان عنا scalar
+
+300
+00:22:08,570 --> 00:22:12,230
+potential و vector potential، من وين اجوا هدولتين؟
+
+301
+00:22:12,230 --> 00:22:16,010
+احنا قلنا كارل ال E بيساوي 0، بتذكرين؟ كارل ال E
+
+302
+00:22:16,010 --> 00:22:18,310
+بيساوي 0، اذا نعطيه اصفة انتاجنا له إيش بتساوي
+
+303
+00:22:18,310 --> 00:22:23,730
+minus grade Vهذه المعادلة مرقت علينا قلنا curl E
+
+304
+00:22:23,730 --> 00:22:27,870
+لإيه مالهوش curl ال E اللي هو diverge فيه اللي هو
+
+305
+00:22:27,870 --> 00:22:31,350
+mono charge يا بيطلع منها يا بيدخل فيها لكن ال
+
+306
+00:22:31,350 --> 00:22:33,970
+curl تبعه بيثاوزيرو لإن هو conservative field
+
+307
+00:22:33,970 --> 00:22:37,890
+فcurl هو zero فقلنا إذا E إيش بيثاو لإن curl ال
+
+308
+00:22:37,890 --> 00:22:40,650
+grade بيثاوزيرو إذا إن هو عبارة عن minus grade ال
+
+309
+00:22:40,650 --> 00:22:44,540
+Vلو قلنا divergence بيه بيه بيه بيه بيه بيه بيه
+
+310
+00:22:44,540 --> 00:22:47,780
+بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه
+
+311
+00:22:47,780 --> 00:22:50,440
+بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه
+
+312
+00:22:50,440 --> 00:22:50,480
+بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه
+
+313
+00:22:50,480 --> 00:22:50,480
+بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه
+
+314
+00:22:50,480 --> 00:22:50,500
+بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه بيه
+
+315
+00:22:50,500 --> 00:23:07,940
+بيه بيه بيه بيه بيه بي
+
+316
+00:23:08,900 --> 00:23:11,600
+أو يعني هذا هو amber's law ال line integral ال
+
+317
+00:23:11,600 --> 00:23:15,840
+close line integral أيها ل أكتر دي ألف بتساوي ال I
+
+318
+00:23:15,840 --> 00:23:18,940
+enclosed اللي منها سنتجنا كل أتش بتساوي جي جي
+
+319
+00:23:18,940 --> 00:23:23,000
+enclosed افتراضا لو افترضنا ان جي كانت سفر جي
+
+320
+00:23:23,000 --> 00:23:26,800
+enclosed بتساوي سفر اذا كل أتش بده يساوي zero
+
+321
+00:23:26,800 --> 00:23:29,980
+مقدار ال enclosed current بتساوي سفر زي المثال
+
+322
+00:23:29,980 --> 00:23:32,980
+كوكسيا الكيبل اللي داخل كانت اللي جوا مثلا طالع
+
+323
+00:23:32,980 --> 00:23:36,100
+والتاني داخل فطلع برا
+
+324
+00:23:40,110 --> 00:23:48,210
+القران بيساوي سفر صح هاي ال coaxial او
+
+325
+00:23:48,210 --> 00:24:00,030
+برضه ال Troy برا معناه انه مجموعة بتاكرين
+
+326
+00:24:00,030 --> 00:24:04,650
+ال current كان zero هنا فقلنا هيكون ال magnetic
+
+327
+00:24:04,650 --> 00:24:09,830
+fieldمجموع ال currents I minus I بيساوي سفر، انت
+
+328
+00:24:09,830 --> 00:24:12,950
+ذاكرينه؟ اذا من هاي ambers law، ايش بقدر اتقربها
+
+329
+00:24:12,950 --> 00:24:17,990
+لكرر ال H؟ بتساوي سفر في
+
+330
+00:24:17,990 --> 00:24:20,430
+هاي الحالة، اذا انا برضه قولت كرر ال H بتساوي سفر
+
+331
+00:24:20,430 --> 00:24:24,230
+كحالة انه ال current بتساوي سفر، بقدر اقول انه ال
+
+332
+00:24:24,230 --> 00:24:28,500
+H ايش بتساوي؟كيرل لـ Gradient بيساوي 0 إذا بقدر
+
+333
+00:24:28,500 --> 00:24:31,960
+أقول الـ H في هالحلقة إيش بتساوي صمي Gradient ل
+
+334
+00:24:31,960 --> 00:24:36,060
+field حسب مين VM عشان أميزه عامين اللي هو ال
+
+335
+00:24:36,060 --> 00:24:38,860
+scalar potential تبع ال electric field إذا الـ H
+
+336
+00:24:38,860 --> 00:24:42,540
+بقدر أقول بكتبها بدلالة أو بقدر أعبر عنها الدلالة
+
+337
+00:24:42,540 --> 00:24:45,560
+scalar magnetic potential أو magnetic scalar
+
+338
+00:24:45,560 --> 00:24:49,060
+potential VM و لو أنا رجعت لها اللي هي diverse
+
+339
+00:24:49,060 --> 00:24:52,300
+كيرل
+
+340
+00:24:52,300 --> 00:25:02,070
+لـ H بيساوي 0 إذا الـ H إيش بتساوي- Vm Vm
+
+341
+00:25:02,070 --> 00:25:08,650
+Vm
+
+342
+00:25:08,650 --> 00:25:15,930
+Vm Vm
+
+343
+00:25:15,930 --> 00:25:19,820
+Vm Vm Vm Vm Vm Vmلكن لو كانت بتاعت متعالى in
+
+344
+00:25:19,820 --> 00:25:23,460
+homogenous and non isotropic يعني بتاعت متعالى ال
+
+345
+00:25:23,460 --> 00:25:26,680
+X,Y,Z بقدرش أدخلها بسهولة في قلب ال divergence نحن
+
+346
+00:25:26,680 --> 00:25:37,640
+عالية ال divergence ال B بتساوي 0 بس
+
+347
+00:25:37,640 --> 00:25:42,840
+اعتبرناها انها بتركزش على ال space بقدر أقول أضرب
+
+348
+00:25:42,840 --> 00:25:48,270
+ال new node فبتصير برضه divergeالـH ساوة زيرو أصول
+
+349
+00:25:48,270 --> 00:25:56,030
+العالمين والتأثير احنا
+
+350
+00:25:56,030 --> 00:26:00,550
+قلنا H من الكيل في حالة ان الجيب ساوة زيرو في حالة
+
+351
+00:26:00,550 --> 00:26:07,270
+ان الجيب ساوة زيرو كيل الـH ساوة زيرو معناه ان
+
+352
+00:26:07,270 --> 00:26:12,490
+الـH شو بتساوي minus del V تمام زي كتر فيه لو
+
+353
+00:26:12,490 --> 00:26:14,650
+عوضنا عنها في هذه المعادلة إيش هيصير هنا
+
+354
+00:26:24,630 --> 00:26:35,570
+بس في حالة جيب تسوى 0 ومن
+
+355
+00:26:35,570 --> 00:26:38,650
+diverse B قلنا ان بي بقدر اكتبها دلالة اللي هو ال
+
+356
+00:26:38,650 --> 00:26:42,170
+vector magnetic potential اللي هي بي بتسوى كرل ال
+
+357
+00:26:42,170 --> 00:26:47,970
+Aالـ vector-magnet field والـ scalar-magnet field
+
+358
+00:26:47,970 --> 00:26:51,430
+الـ scalar-magnet field في حالة فقط أن J بيساوي 0
+
+359
+00:26:51,430 --> 00:26:54,990
+كل الـ H بيصير بيساوي 0 إذاً الـ H إذا بقدر أعبر
+
+360
+00:26:54,990 --> 00:26:57,950
+عنها الدلالة اللي هو scalar .. magnetic scalar
+
+361
+00:26:57,950 --> 00:27:03,330
+potential minus grade ال V يعني ال B بتساوي ال
+
+362
+00:27:03,330 --> 00:27:06,190
+divergence ال B دايما بيساوي 0 إذا بقدر أقول إن ال
+
+363
+00:27:06,190 --> 00:27:08,730
+B بكتبها الدلالة مين كل ال H
+
+364
+00:27:11,640 --> 00:27:14,880
+من أول جيبنا هدول المعادلات احنا عارفين ان بي
+
+365
+00:27:14,880 --> 00:27:21,300
+بترتبط بقاتش بدلالة مين الـ mu0 و احنا عرفنا ..
+
+366
+00:27:21,300 --> 00:27:28,300
+تأول ال slides .. حديني أطلع منهم
+
+367
+00:27:28,300 --> 00:27:34,320
+.. هاي
+
+368
+00:27:34,320 --> 00:27:37,540
+تعريفنا ل .. اللي هو ال magnetic field
+
+369
+00:27:50,220 --> 00:27:54,160
+أول ما أخدنا ال magnetic field انت ذاكرين اشتقناه
+
+370
+00:27:54,160 --> 00:27:57,000
+و لاقينا ان ال magnetic field عندها نقطة النتجة من
+
+371
+00:27:57,000 --> 00:28:03,040
+current بعبر عنها الدلالة اللي هو ال clause
+
+372
+00:28:03,040 --> 00:28:07,920
+integral I dot DL cross ARH بتاع الverb IR التربية
+
+373
+00:28:07,920 --> 00:28:11,760
+ايش البرمج من ال H و ال B ال B بتساوي H على Mu
+
+374
+00:28:11,760 --> 00:28:18,530
+node اذا ماقدر أجيب ال P من H صح؟إذا H بيه تساوي
+
+375
+00:28:18,530 --> 00:28:21,650
+بيه على ميو نوت بقدر أجيب بيه إذا بيه إيش بيه
+
+376
+00:28:21,650 --> 00:28:26,970
+تساوي أو عوضنا بميو نوت في هذا الحكي بس صح فعنا
+
+377
+00:28:26,970 --> 00:28:31,490
+أسعرنا ميو نوت I D L cross على four by أرثر بيه و
+
+378
+00:28:31,490 --> 00:28:36,090
+هكذا نرجع لمعادلتنا عرفنا ال بيه فإن أحنا عارفين
+
+379
+00:28:36,090 --> 00:28:41,590
+ال H عارفنا ال B تذكرين
+
+380
+00:28:41,590 --> 00:28:45,390
+أديش رقم ال .. هنا أحلى
+
+381
+00:28:50,280 --> 00:28:55,240
+أذا نتعذر من معرفة الـB أشطق الـA طبعا هي الـB هذه
+
+382
+00:28:55,240 --> 00:28:57,460
+هي المعادلة بتاعة الـH اللى أنفرجتكوا يا عقل
+
+383
+00:28:57,460 --> 00:29:00,600
+القليل بيب هتسوى من نقطة على four pi ال line
+
+384
+00:29:00,600 --> 00:29:06,120
+integral IWL IDL cross R على R cube أو R hat على R
+
+385
+00:29:06,120 --> 00:29:11,110
+تربيةمنها احنا بنقدر نشتق انا مش هشتقها هذه كلها
+
+386
+00:29:11,110 --> 00:29:16,490
+خطوات الاشتقاء ان احصل على ال A يعني ارتب ال B من
+
+387
+00:29:16,490 --> 00:29:20,150
+هذا القانون ارتبه و احصله على شكل ال K وبالتالي
+
+388
+00:29:20,150 --> 00:29:24,970
+بقدر احصل على انه ال vector potential بقدر اكتبه
+
+389
+00:29:24,970 --> 00:29:27,910
+على شكله ال line integra اذا كان عند ال current و
+
+390
+00:29:27,910 --> 00:29:33,690
+ال line immunoid IDL على 4 by R او immunoid K DS
+
+391
+00:29:33,690 --> 00:29:41,080
+على 4 by Rأو A لـ Surface لـ Volume U0JDV 4XR
+
+392
+00:29:41,080 --> 00:29:52,600
+واضح؟ هذه خطوات الاشتقاء بس يعني كمان
+
+393
+00:29:52,600 --> 00:29:58,380
+لو استخدمنا علاقة B كيرل A و روحنا لـ Flux الـ
+
+394
+00:29:58,380 --> 00:30:02,410
+Flux عرفنا هو Surface Integra ل B دول DSالـ Stokes
+
+395
+00:30:02,410 --> 00:30:06,570
+theorem هو الحاجة اللي بحبّرها بـ B بكرل الـ A
+
+396
+00:30:06,570 --> 00:30:10,290
+surface integral لكرل A dot DS بحوّلها ل line
+
+397
+00:30:10,290 --> 00:30:13,210
+integral من الـ Stokes theorem line integral plus
+
+398
+00:30:13,210 --> 00:30:15,930
+line integral ل A dot DL إذا ال flux بقدر أعبّر
+
+399
+00:30:15,930 --> 00:30:19,890
+عنه برضه بأنه line integral ل A dot DL يا بقول عنه
+
+400
+00:30:19,890 --> 00:30:23,950
+هو surface integral ل B dot DS أو line integral ال
+
+401
+00:30:23,950 --> 00:30:30,450
+close line integral ل A dot DLناخد شوية أمثلة على
+
+402
+00:30:30,450 --> 00:30:33,190
+هذه المعلومات إلا إذا كان هناك أي استفسار في أي
+
+403
+00:30:33,190 --> 00:30:37,630
+استفسار من المعلومات اليوم الإضافية اللي اتعلمناها
+
+404
+00:30:37,630 --> 00:30:42,570
+بس ال B بي هي عبارة عن Mu node H من H ماحنا عارفين
+
+405
+00:30:42,570 --> 00:30:46,510
+العلاقش تقيمها مع بعض إش هي H فاعود عن H بيه بي
+
+406
+00:30:46,510 --> 00:30:50,210
+على Mu node فهو بتعطينا قيمة B شوية الجبرة بقدر
+
+407
+00:30:50,210 --> 00:30:54,790
+أحصل على قيمة A هاي
+
+408
+00:30:54,790 --> 00:30:57,500
+المعلومة الجديدة اللي اليوم اتعلمناهاGiven the
+
+409
+00:30:57,500 --> 00:31:00,120
+magnetic vector potential A أعطانا قيمة ال
+
+410
+00:31:00,120 --> 00:31:02,820
+magnetic vector potential A أنه minus rotor B على
+
+411
+00:31:02,820 --> 00:31:07,800
+أربع في اتجاه ال Z hat wither per meter Calculate
+
+412
+00:31:07,800 --> 00:31:12,160
+the total magnetic flux crossing the surface Phi
+
+413
+00:31:12,160 --> 00:31:15,100
+بيتساوة باي على اتنين رو من واحد لاتنين و Z من
+
+414
+00:31:15,100 --> 00:31:19,780
+Zero لخمسة ال surface تبعي cylindrical تخيلوا أنها
+
+415
+00:31:19,780 --> 00:31:22,180
+سلندر و شقاحنا السلندر بالطولة
+
+416
+00:31:26,810 --> 00:31:29,870
+وين بدو يكون هذا ال plan ع ال y axis صح؟ لو أنا
+
+417
+00:31:29,870 --> 00:31:35,110
+عندي سمدة وين
+
+418
+00:31:35,110 --> 00:31:44,850
+ال y على 2؟ raw من قيمته من 1 ل 2 و ال z من 0 ل 5
+
+419
+00:31:44,850 --> 00:31:49,390
+هذا ال plan اللي بدو يحتاجه واضح؟
+
+420
+00:31:53,200 --> 00:31:56,620
+هو ايش بده؟ Calculate the total magnetic flux
+
+421
+00:31:56,620 --> 00:32:00,120
+crossing the surface انا رسمته اللى هو ال 5 يساوي
+
+422
+00:32:00,120 --> 00:32:07,480
+باي على اتنين سيلندر عندي 5 من 0 ل 2 باي انا بدي
+
+423
+00:32:07,480 --> 00:32:09,980
+ال plan قاعد علميا يعني باي على اتنين اللى هى على
+
+424
+00:32:09,980 --> 00:32:13,880
+ال y axis بالتمام على ال y axis روه بده من 1 ل 2
+
+425
+00:32:13,880 --> 00:32:18,760
+وزد من 0 ل 5طب يانا طريقتين انهم ممكن يحلوا ال
+
+426
+00:32:18,760 --> 00:32:21,300
+flux اللي هي من آخر slide احنا قلنا بقدر اجيب ال
+
+427
+00:32:21,300 --> 00:32:24,860
+flux من a عشان انتجره لb.ds او ال close line
+
+428
+00:32:24,860 --> 00:32:28,060
+انتجره لa.dl التاني اللي لازم يعطيهم ال flux لازم
+
+429
+00:32:28,060 --> 00:32:31,080
+يعطيهم نفس النتيجة نبدأ بالأولى اللي هي ال flux في
+
+430
+00:32:31,080 --> 00:32:36,120
+الساوي ال surface انتجره لb.ds b هو ماعطينا منه ال
+
+431
+00:32:36,120 --> 00:32:39,520
+vector potential a واحنا عارفين ان ال vector ال ..
+
+432
+00:32:39,520 --> 00:32:44,980
+ال .. ال magnetic flux density اللي هي b بتساوي كل
+
+433
+00:32:44,980 --> 00:32:48,360
+ال aإذا بيبقى أقدر أجيبها من الcurve الـA اللي هو
+
+434
+00:32:48,360 --> 00:32:50,920
+أنه اتطلعت من اللي عندى بس Z component يعني لو
+
+435
+00:32:50,920 --> 00:32:54,220
+عملت ال determinant بس هتطلع لي واحدة أولا باعتمد
+
+436
+00:32:54,220 --> 00:32:56,500
+على رو حدشن تان فيه يعني باعتمد على رو و Z
+
+437
+00:32:56,500 --> 00:32:59,640
+component فلو أخدت اللي هو ال curve في ال
+
+438
+00:32:59,640 --> 00:33:02,580
+cylindrical coordinate بتظل عند ال component اللي
+
+439
+00:33:02,580 --> 00:33:09,480
+هي D minus D A Z على D رو Phi hat نفضل بالنسبة ل
+
+440
+00:33:09,480 --> 00:33:17,370
+رو هتعطينا minus اتنين في روع الاربع بيصير نص و ال
+
+441
+00:33:17,370 --> 00:33:22,350
+raw بتروح اللي هي .. sorry التانين بس بتروح فبقدر
+
+442
+00:33:22,350 --> 00:33:27,210
+عندي raw على اتنين by hatو عندى minus بتروح مع ال
+
+443
+00:33:27,210 --> 00:33:31,050
+minus فإذا صارت رو على اتنين فاي هات فالتفاضلها
+
+444
+00:33:31,050 --> 00:33:34,410
+اللى هى اتنين رو على اربع بتصير رو على اتنين و
+
+445
+00:33:34,410 --> 00:33:37,750
+الناقص بتروح مع الناقص بتكون اذا ال vector P
+
+446
+00:33:37,750 --> 00:33:41,370
+بيساوي رو على اتنين فاي هات و ال surface ايش ال
+
+447
+00:33:41,370 --> 00:33:43,970
+surface هنا بتذكرى؟ لإيش هو ان هذا ال surface مين
+
+448
+00:33:43,970 --> 00:33:46,750
+لسه هبتنقل دى five فلو أخدت انا element مين اللى
+
+449
+00:33:46,750 --> 00:33:49,790
+بتغيره؟ ال raw لإنها بتتغير من الواحد الاتنين
+
+450
+00:33:49,790 --> 00:33:55,050
+والزد فدي هتكون دي raw ودي زدإذا ال surface تبعي
+
+451
+00:33:55,050 --> 00:33:59,010
+دي raw دي z و اتجاههم اللي ال norm اللي عليه هو ال
+
+452
+00:33:59,010 --> 00:34:03,970
+raw هيكون اللي في تجاه ال phi hat ال norm عليه
+
+453
+00:34:03,970 --> 00:34:05,150
+اللي هو phi hat
+
+454
+00:34:08,420 --> 00:34:13,080
+دس رو دي رو دي زد فاي هات نجيب ال flux اللي هو
+
+455
+00:34:13,080 --> 00:34:16,760
+طلبها اللي هو ال total magnetic flux بتصيب سوى ال
+
+456
+00:34:16,760 --> 00:34:21,000
+surface integral ل P dot DS P dot DS بتعطينا رو
+
+457
+00:34:21,000 --> 00:34:23,680
+على اتنين دي رو دي زد رو من هو اللي هو اللي بتروح
+
+458
+00:34:23,680 --> 00:34:29,680
+من واحد لاتنين و زد من zero لخمسةDZ هتعطينا خمسة و
+
+459
+00:34:29,680 --> 00:34:33,600
+الرو هتعطينا رو تربيه على اتنين من اللي هو واحد
+
+460
+00:34:33,600 --> 00:34:36,880
+لاتنين بعوض عنهم بيطلع عندى خمس عاشر على اربع او
+
+461
+00:34:36,880 --> 00:34:44,460
+اللي بيصيب يتساوى تلاتة و خمس سبعين بالمية نيجي
+
+462
+00:34:44,460 --> 00:34:47,020
+للطريقة التانية اللى هى ال close line integral
+
+463
+00:34:47,020 --> 00:34:50,580
+لادو ال DL الرسم اللى انا رسمته هى موجود برضه على
+
+464
+00:34:50,580 --> 00:34:51,000
+ال slide
+
+465
+00:35:08,240 --> 00:35:11,040
+عشان اجيب ال line integra مانعش بده اكمل على كل
+
+466
+00:35:11,040 --> 00:35:15,120
+path من هدوله ال pathفهي احنا معلمينهم واحد،
+
+467
+00:35:15,120 --> 00:35:18,780
+اتنين، تلاتة، اربعة فال close line integral هيكون
+
+468
+00:35:18,780 --> 00:35:21,680
+إيش مجموعة هسميهم بصي واحد زي بصي اتنين زي بصي
+
+469
+00:35:21,680 --> 00:35:25,580
+تلاتة زي بصي اربعة اللي هو ال integration على ال
+
+470
+00:35:25,580 --> 00:35:28,320
+line الأول زي ال integration على ال line التاني زي
+
+471
+00:35:28,320 --> 00:35:29,700
+ال integration على ال line التالت زي ال
+
+472
+00:35:29,700 --> 00:35:32,160
+integration على ال line الرابع فهيك بيعطيني ال
+
+473
+00:35:32,160 --> 00:35:35,460
+close boss فسميناهم بصي واحد بصي اتنين بصي تلاتة
+
+474
+00:35:35,460 --> 00:35:39,820
+بصي اربعة الحاجة اللي بتسهل عليا أنه إحنا عندنا a
+
+475
+00:35:39,820 --> 00:35:44,910
+dot dl a إش تجاه z hatفاللي هيضل عندي اللي في
+
+476
+00:35:44,910 --> 00:35:48,790
+اتجاه ال z hat لأنه dot product اللي مش في اتجاه
+
+477
+00:35:48,790 --> 00:35:54,150
+ال z hat مش هيكون zero عند ال line هنا قداش دي z z
+
+478
+00:35:54,150 --> 00:35:59,010
+hat هنا دي z minus z hat يعني التانين هدولة اربعة
+
+479
+00:35:59,010 --> 00:36:02,510
+في اتجاه ال z hat ال dot product ليه سوى zero لكن
+
+480
+00:36:02,510 --> 00:36:08,150
+واحد و تلاتة رو hat رو hat فواحد و تلاتة عطوب
+
+481
+00:36:08,150 --> 00:36:14,140
+يبعطوني zero من مي من ال dot product فإذا1 و 3 صفر
+
+482
+00:36:14,140 --> 00:36:18,240
+من ال product و product بيظل عند مين؟ 2 و 4 فمن
+
+483
+00:36:18,240 --> 00:36:25,940
+كامل على 2 و 4 طبعا هناخد ال a التي هي minus root
+
+484
+00:36:25,940 --> 00:36:33,090
+of b على 4 a زد hat بأوض عنها في هذا ال busهذا ال
+
+485
+00:36:33,090 --> 00:36:36,930
+bus قدش قيمة row واحد اللي هو اتنين فبعود عن ال
+
+486
+00:36:36,930 --> 00:36:40,270
+row بواحد في هذا ال bus ايش ال row هتكون تنين
+
+487
+00:36:40,270 --> 00:36:44,810
+فبعود عن ال row تنين طبعا ناقص ربع بطلعها برا انا
+
+488
+00:36:44,810 --> 00:36:48,130
+بكمل بالنسبة لمين ال line تبعي دي زدهات و برضه ال
+
+489
+00:36:48,130 --> 00:36:50,450
+row بتطلع برا لانها constant على طول هذا ال bus
+
+490
+00:36:50,450 --> 00:36:54,240
+row constant واحد قيمتهافأعوض عنها واحد تربية
+
+491
+00:36:54,240 --> 00:36:57,580
+والزيت بتكامل من Zero لخمسة التاني هنا ال bus
+
+492
+00:36:57,580 --> 00:37:00,980
+هتكون رو تربية من اتنين تربية و ال bus بيجي من
+
+493
+00:37:00,980 --> 00:37:05,540
+خمسة لسفر في diesel لو كملت بيطلع معايا نفس الجواب
+
+494
+00:37:05,540 --> 00:37:10,140
+واضح؟ اذا أنا أسوأ استخدمت اللي هي ال flux بيساوي
+
+495
+00:37:10,140 --> 00:37:14,920
+ال surface integral ل B dot DS أو استخدمنا ال flux
+
+496
+00:37:14,920 --> 00:37:18,500
+بيساوي ال cloth line integral ل A dot DL لازم
+
+497
+00:37:18,500 --> 00:37:23,780
+يعطينا نفس الجوابالمثال التاني بتقول احنا بتذكروا
+
+498
+00:37:23,780 --> 00:37:29,000
+اشتقنا اللي هو ال magnetic field الناتج من ال
+
+499
+00:37:29,000 --> 00:37:33,380
+plane يعني ال plane بمورفي surface current density
+
+500
+00:37:33,380 --> 00:37:37,560
+Kأشتقنها أنه فوق البلان و تحت البلان فوق البلان
+
+501
+00:37:37,560 --> 00:37:43,640
+تسوى نص كي اكس هات و تحت البلان تسوى ماينوس نص كي
+
+502
+00:37:43,640 --> 00:37:48,640
+اكس هات او يعني above ب law اللي هي عند صد أكبر من
+
+503
+00:37:48,640 --> 00:37:52,640
+صفر و صد أقل من صفر باستخدام mean under's law كيف
+
+504
+00:37:52,640 --> 00:37:55,140
+ممكن أنا أحصل على نفس النتيجة يعني نقلنا .. يعني
+
+505
+00:37:55,140 --> 00:37:59,580
+نستخدم كذا طريقة لإن ممكن نطلب مني أطل .. يعني
+
+506
+00:37:59,580 --> 00:38:02,200
+أحصل عليها كذا طريقة أن كيف لو أنا استخدمت ال
+
+507
+00:38:02,200 --> 00:38:06,320
+vector magnetic potentialأيش عرفنا المجلة ال
+
+508
+00:38:06,320 --> 00:38:10,440
+potential ناتج من مين؟ من vector which charge
+
+509
+00:38:10,440 --> 00:38:13,540
+current density surface current density انه قولنا
+
+510
+00:38:13,540 --> 00:38:18,100
+دي ايه او يعني a vector قولنا ال integral على ال
+
+511
+00:38:18,100 --> 00:38:21,720
+surface صح؟ هيك انا رجب تقولكوا القانون اللي قولنا
+
+512
+00:38:21,720 --> 00:38:26,200
+انشقنا من بيه بس انا مش عارفش كل اشتقاق اللي هو دي
+
+513
+00:38:26,200 --> 00:38:31,800
+او اقول دي ايه يساوي surface integral لmu not k
+
+514
+00:38:31,800 --> 00:38:39,780
+على 4 by R في دي اسمفا إيه إذا هي التكامل دي إيه؟
+
+515
+00:38:39,780 --> 00:38:46,270
+بتحسبني كدس على four by Rو ال K اللي هي مفروض
+
+516
+00:38:46,270 --> 00:38:50,510
+given لنا و ال DS و بقدر اجيب اللي هو المفروض ان
+
+517
+00:38:50,510 --> 00:38:52,570
+اجيب المجمد اللي فيه الأسواق في نقطة above ال
+
+518
+00:38:52,570 --> 00:38:56,210
+surface او below ال surface مين DS؟ هي DS على ال
+
+519
+00:38:56,210 --> 00:39:00,650
+plan DS هي قاعدة وين في ال plan تبعي؟ على Z equals
+
+520
+00:39:00,650 --> 00:39:05,830
+0 معناه بيمتد وين؟ في ال XY اذا ال element تبعي دي
+
+521
+00:39:05,830 --> 00:39:09,170
+X prime دي Y prime لأنه قاعدة النقطة X prime و Y
+
+522
+00:39:09,170 --> 00:39:15,220
+primeبعده عن ال origin عند x' y' و z0 و هاخد انه
+
+523
+00:39:15,220 --> 00:39:21,220
+دي x' و دي y' اذا دي s هتكون دي x' و دي y' و دي
+
+524
+00:39:21,220 --> 00:39:25,380
+البعد تبعها اللي هو مين x' y' النقطة اللي بدأ ايس
+
+525
+00:39:25,380 --> 00:39:30,200
+عندها ال magnetic field هي 00z فبتنقل ر ر قلنا
+
+526
+00:39:30,200 --> 00:39:33,860
+دائما هي عبارة عن r-r' اللي هو وين انا بدأ ايس ال
+
+527
+00:39:33,860 --> 00:39:38,500
+magnetic minus بعد ال element او ال source هيكون
+
+528
+00:39:40,130 --> 00:39:43,370
+أول حاجة هي ال K التي هي K Y A Y hat اللي هو نفس
+
+529
+00:39:43,370 --> 00:39:48,910
+المثال كان معروف لنا ان ال K K Y Y hat وعندي اللي
+
+530
+00:39:48,910 --> 00:39:53,090
+هي DS زي ما اتفقنا دي X prime Dy prime وR ايش
+
+531
+00:39:53,090 --> 00:39:57,350
+بتساوي ال R magnitude هي جزر التربيع ل R minus R
+
+532
+00:39:57,350 --> 00:40:00,410
+prime ال R بدأيسي عندها ال magnetic field هي 00Z
+
+533
+00:40:00,410 --> 00:40:03,890
+minus ال R prime اللي هو ان عندي ال element X
+
+534
+00:40:03,890 --> 00:40:07,610
+prime Y prime 0 فبتكون الجزر التربيع ل X prime
+
+535
+00:40:07,610 --> 00:40:12,010
+تربيع زي Y تربيع primeY prime تربية زي Z تربية
+
+536
+00:40:12,010 --> 00:40:15,350
+تمام هذي R magnitude لإن هو نطوب من ال R magnitude
+
+537
+00:40:15,350 --> 00:40:23,730
+ده بس اذا دي A أشبه ساومي و نط K Y Y hat فدي قسم
+
+538
+00:40:23,730 --> 00:40:28,630
+يمين دي X prime دي Y prime على 4 Pi الجزر التربية
+
+539
+00:40:28,630 --> 00:40:33,030
+ل X prime تربية زي Y prime تربية زي Z تربية برايم
+
+540
+00:40:33,030 --> 00:40:37,330
+تمام لو بدى أجيب ال magnetic field density اللي هي
+
+541
+00:40:37,330 --> 00:40:42,150
+دي A أشبه تكون كل دي Aبجيبها لو انا طلعت عند ال ay
+
+542
+00:40:42,150 --> 00:40:48,410
+hat و ال kern بس بتضلوا الاعتمادية عميل اعتمادية
+
+543
+00:40:48,410 --> 00:40:53,060
+على ال zفقط الاعتمادية بجيب ال kern الاعتمادية على
+
+544
+00:40:53,060 --> 00:40:56,000
+ال z فهذا ال component الوحيد اللي بالضبط عندي الي
+
+545
+00:40:56,000 --> 00:41:02,240
+minus dy by dz x hat من ال determinant تبع ال kern
+
+546
+00:41:02,240 --> 00:41:07,020
+بحسبها بجيب اللي هو التفاضل بالنسبة ل z بتصير
+
+547
+00:41:07,020 --> 00:41:12,580
+القوة 3 على 2 التفاضل بيصير عندي minus نصاللي
+
+548
+00:41:12,580 --> 00:41:17,560
+هبطلها لفوق و بعدين باطفلها ليه كمان منص واحد
+
+549
+00:41:17,560 --> 00:41:19,820
+فبصير منص تلاتة ع اتنين تنزل تحت بقوة تلاتة ع
+
+550
+00:41:19,820 --> 00:41:22,500
+اتنين و التفاضل مايبقى داخل القوس اللي هي تنزلت
+
+551
+00:41:22,500 --> 00:41:29,090
+فبصير عندي زد في البسطواضح من وين إجت والنص راحت
+
+552
+00:41:29,090 --> 00:41:32,410
+مع التنين اللي إجت من الزت تفضل عادي بتعرفوا أه في
+
+553
+00:41:32,410 --> 00:41:35,370
+ده أكتب على اللوح ولا عارفينه إذا في الدي أول حاجة
+
+554
+00:41:35,370 --> 00:41:39,950
+بتيجي ناقص نص من وين من ده فاضل المقام وكمان اتنين
+
+555
+00:41:39,950 --> 00:41:44,010
+إجت من اتنين زت فالتنين بتروح مع النص وبيضل عند زت
+
+556
+00:41:44,010 --> 00:41:46,370
+في البص بتقول تحتها بتصير القوة تلاتة على اتنين
+
+557
+00:41:46,370 --> 00:41:51,680
+لإنه كمان ناقص واحد إذا هذه هي ال DBبعد بقى أجيب
+
+558
+00:41:51,680 --> 00:41:58,060
+ال B من مكان ما هو ال infinity ل plus infinity لو
+
+559
+00:41:58,060 --> 00:42:00,460
+عملنا التقام طبعا إذا انتوا لاحظتوا هذا double
+
+560
+00:42:00,460 --> 00:42:04,120
+integral dx prime dy prime و dx prime تربيه و y
+
+561
+00:42:04,120 --> 00:42:09,530
+prime تربيه مقدر أحولها من كارتيزيا ل دولارلأنه
+
+562
+00:42:09,530 --> 00:42:13,510
+أسهل في ال boolean بيحوظ
+
+563
+00:42:13,510 --> 00:42:17,310
+عها بrow دي رو دي فاي ال prime لإن عشان نحافظ
+
+564
+00:42:17,310 --> 00:42:22,140
+عليها و X تربية زي Y تربية هي رو ال prime التربيةو
+
+565
+00:42:22,140 --> 00:42:26,420
+ال row بتروح من 0 ل infinity و ال 5 من 0 ل 2π
+
+566
+00:42:26,420 --> 00:42:30,560
+فبتصير سهل جدا يعني التكامل تبع ال D5 بعطيني 2π
+
+567
+00:42:30,560 --> 00:42:33,100
+بحلص منه بصيحة اللي بيظل عندي row prime D row
+
+568
+00:42:33,100 --> 00:42:36,520
+prime على row prime تربيع زي تربيع بيصير كالها Du
+
+569
+00:42:36,520 --> 00:42:42,200
+على U تربيع زي تربيع قوة 3 على 2 سهل تكملها يعني
+
+570
+00:42:42,200 --> 00:42:45,400
+مجرد ال trick أكيد أخدتوها في ال calculus مشهورة
+
+571
+00:42:45,400 --> 00:42:48,420
+هي ال trick أن أحلص من ال Cartesian بروح للبولر
+
+572
+00:42:48,420 --> 00:42:52,820
+أسهل التكامل تبعهإذا كملنا التكامل بحصل على
+
+573
+00:42:52,820 --> 00:42:56,540
+الماجنات كثير في نقطة ما لها احنا أخدنا النقطة فوق
+
+574
+00:42:56,540 --> 00:43:02,780
+00z بجيب ال H اللي هي P على ميو نوت بتصير ky على
+
+575
+00:43:02,780 --> 00:43:08,420
+2x hat عشان أجيبها minus z بس كل الكلام بعيده و
+
+576
+00:43:08,420 --> 00:43:12,800
+بحط تدلة اللي هي z ب minus 0 بفتنتج الناتج انه H
+
+577
+00:43:12,800 --> 00:43:18,900
+بتساوي minus ky على 2x hat واضح؟لذا نحصلنا على نفس
+
+578
+00:43:18,900 --> 00:43:24,560
+النتيجة أسوأ بإنه حصدته ب numbers law أو باستخدام
+
+579
+00:43:24,560 --> 00:43:28,140
+اللي هو ال vector potential أيضا يعني اللي بنحكيه
+
+580
+00:43:28,140 --> 00:43:31,720
+في الامتحان في البيت لإن هاي الأشياء هي مش هتكون
+
+581
+00:43:31,720 --> 00:43:36,620
+خارج كتير عن نطاق الامتحان يعنيفإذا إحنا بنوقف لحد
+
+582
+00:43:36,620 --> 00:43:40,400
+هنا بيضلنا حاجة بسيطة جدا من ال chapter بنكملها
+
+583
+00:43:40,400 --> 00:43:43,900
+اللقاء القادم ان شاء الله و نبدأ ال chapter الأخير
+
+584
+00:43:43,900 --> 00:43:46,920
+اللي فيه جزئية بسيطة اللي هنخلصها ان شاء الله مع
+
+585
+00:43:46,920 --> 00:43:48,460
+بعض يعطيكوا العافية
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/tlgyXNIYaB8_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/tlgyXNIYaB8_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..18d0c1fd50b72416c26af9ee771e5a7f14ee0562
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/tlgyXNIYaB8_postprocess.srt
@@ -0,0 +1,2364 @@
+1
+00:00:22,580 --> 00:00:25,480
+السلام عليكم ورحمة الله وبركاته احنا اليوم هنتبع
+
+2
+00:00:25,480 --> 00:00:29,340
+موضوعنا على أنواع اللي هي القوة أسواق المناطسية أو
+
+3
+00:00:29,340 --> 00:00:33,320
+الكهربائية وكيف تأثيرهم على ال particles احنا
+
+4
+00:00:33,320 --> 00:00:36,340
+شوفنا في المحاضر الماضي ان يسهل كيف particle تحت
+
+5
+00:00:36,340 --> 00:00:39,960
+أثير القوة المناطسية انه بيصير في مدار دائري و ال
+
+6
+00:00:39,960 --> 00:00:44,280
+particle او يعني ال charge في مسار كهربا ..
+
+7
+00:00:44,280 --> 00:00:47,130
+electric fieldإنها بتسير في اتجاه ال electric
+
+8
+00:00:47,130 --> 00:00:49,310
+field حسب ال charge إذا ال positive معاه إذا ال
+
+9
+00:00:49,310 --> 00:00:54,610
+negative عكسه اليوم هنشوف لو كانت ال force الكلية
+
+10
+00:00:54,610 --> 00:00:56,770
+أسوأ جاي من ال magnetic أو ال electric field
+
+11
+00:00:56,770 --> 00:01:00,390
+تأثيرها على ال particle اللي بتحرك في المجالين
+
+12
+00:01:00,390 --> 00:01:04,170
+المثال اللي أمامنا بقول إن في عندي particle ال
+
+13
+00:01:04,170 --> 00:01:07,530
+charge particle اللي بتتحرك بسرعة منتظمة في نفس
+
+14
+00:01:07,530 --> 00:01:11,470
+سرعة Velocity متدارها أربعة X hat meter per second
+
+15
+00:01:11,470 --> 00:01:15,340
+يعني ال particle بتحرك اتجاه ال X hatفى ال region
+
+16
+00:01:15,340 --> 00:01:17,960
+فى المنطقة اللى فىها ال both electric and magnetic
+
+17
+00:01:17,960 --> 00:01:20,660
+field ال electric field اتجاهه في ال Y وال
+
+18
+00:01:20,660 --> 00:01:24,220
+magnetic في اتجاه ال Z يعني الفاردكر اتجه اتجاه ال
+
+19
+00:01:24,220 --> 00:01:28,020
+X مثلا طالع من الصفحة ال electric field في اتجاه
+
+20
+00:01:28,020 --> 00:01:34,230
+ال Yxyz المجنت في اتجاه z اكسس ان ال magnitude تبع
+
+21
+00:01:34,230 --> 00:01:37,090
+ال electric والمجنت ال constant يعني مايعتمدش على
+
+22
+00:01:37,090 --> 00:01:40,370
+الزمان ال electric field القابل يتبع عشرين واتجاه
+
+23
+00:01:40,370 --> 00:01:43,710
+y hat مافيش عشرين كوسين ولا سين ولا تي ولا ..
+
+24
+00:01:43,710 --> 00:01:46,390
+مافيش مايعتمدش على الزمان لأن احنا بناخد course
+
+25
+00:01:46,390 --> 00:01:49,710
+electrostatic مايعتمدش على .. مش electrodynamic
+
+26
+00:01:50,170 --> 00:01:53,570
+فإذا عندنا electric field مقدره عشرين y hat ال max
+
+27
+00:01:53,570 --> 00:01:57,470
+field some constant P0 z hat و بارد متر ترابين
+
+28
+00:01:57,470 --> 00:02:01,990
+طالب مننا أن نقرأ قداش قيمة P0 اللي ال velocity of
+
+29
+00:02:01,990 --> 00:02:05,090
+the particle remains constant يعني كم مرة احنا
+
+30
+00:02:05,090 --> 00:02:13,050
+عندنا هاي ال X Y Z هاي ال X Y Z ال particle اتحرك
+
+31
+00:02:13,050 --> 00:02:20,000
+بسرعة متظامة مقدارها أربع X hat متر ثانعندى فى ال
+
+32
+00:02:20,000 --> 00:02:23,640
+region electric field فى اتجاه ال Y hat هى ال E
+
+33
+00:02:23,640 --> 00:02:30,160
+ومفضله 20 Y hat فهى خطوط المجال الكهربائى والمجال
+
+34
+00:02:30,160 --> 00:02:32,980
+المعاطس فى خطوطه فى اتجاه ال Z axis
+
+35
+00:02:41,590 --> 00:02:44,390
+لنشوف ايش .. ايش اللي بيصير لهذا ال particle اللي
+
+36
+00:02:44,390 --> 00:02:49,050
+بيتجه بسرعة متظنة في اتجاه ال X-axis بمعنى اخر هو
+
+37
+00:02:49,050 --> 00:02:52,250
+صار السؤال بطريقة تانية قال لك دي قيمة P not هاي
+
+38
+00:02:52,250 --> 00:02:57,470
+اللي بتخليه يستمر في انه يكون يتحرك بهذه السرعة
+
+39
+00:02:57,470 --> 00:03:02,950
+اللي هي 4X hat قداش قيمة P not اللي بتخلي ال
+
+40
+00:03:02,950 --> 00:03:06,550
+particle يستمر بconstant velocity مقدارها 4X hat
+
+41
+00:03:06,550 --> 00:03:12,030
+متر per secondطبعا احنا عشان المجاليين عندنا
+
+42
+00:03:12,030 --> 00:03:17,350
+قُبتين بيأسروا على ال particle هذا قوة كهربائية و
+
+43
+00:03:17,350 --> 00:03:21,410
+قوة ماناطسية اتنتين بيأسروا على ال particle و
+
+44
+00:03:21,410 --> 00:03:25,030
+مجموعهم لازم يساوي قدرش او فئة ال acceleration
+
+45
+00:03:25,030 --> 00:03:29,650
+بتاعة ال object لكن هو اللي انا بدي اياها ال total
+
+46
+00:03:29,650 --> 00:03:32,650
+force بحيث ان ال particle remains in a constant
+
+47
+00:03:32,650 --> 00:03:35,430
+velocity constant velocity اشمعها ال acceleration
+
+48
+00:03:35,430 --> 00:03:42,240
+بتساوي zeroبأن ال acceleration شو بتساوي؟ دي V بقي
+
+49
+00:03:42,240 --> 00:03:45,920
+80 إذا V كونستانت إذا ال acceleration بتكون Zero
+
+50
+00:03:45,920 --> 00:03:49,480
+إذا هاي لازم تساوي سفر يعني مجموعة two forces
+
+51
+00:03:49,480 --> 00:03:52,320
+بديوا تساوي سفر هاي المعنى إن أنا بدي ال particle
+
+52
+00:03:52,320 --> 00:03:57,180
+اللي طالع مستمر فيه constant فلسطين إن ال electric
+
+53
+00:03:57,180 --> 00:04:01,800
+force شو بتساوي؟ ال charge في ال electric field و
+
+54
+00:04:01,800 --> 00:04:06,120
+هي ال magnetic force هو QV cross P إذا هتكون V
+
+55
+00:04:06,120 --> 00:04:12,000
+cross Pهذا هو قوتنا طبعاً كيولها تساوي zero وبقدر
+
+56
+00:04:12,000 --> 00:04:14,900
+أقسم عليها لأنه chart particle لو صمم ال chart
+
+57
+00:04:14,900 --> 00:04:20,460
+فهذا المعنى هذا الحكي أن E بالها تساوي سالب V
+
+58
+00:04:20,460 --> 00:04:25,520
+across B طب نعوض E إيش هي E ال electric field
+
+59
+00:04:25,520 --> 00:04:33,180
+المقدر 20Y hat minus V اللي هي 4X hat across B
+
+60
+00:04:33,180 --> 00:04:36,100
+اللي هي B not زدها
+
+61
+00:04:37,910 --> 00:04:44,490
+ايش ال cross product بين ال X و ال Z؟ X Z A Y بس
+
+62
+00:04:44,490 --> 00:04:53,830
+موجة ولا سالد؟ لإن موجة بقولنا X Y Z X Y Z هيك
+
+63
+00:04:53,830 --> 00:04:58,690
+موجة، لكن لو العكس بقولنا X Z إذا سالد Y، فهو
+
+64
+00:04:58,690 --> 00:05:03,490
+ستصبح ال plus أربع بي نقطة في اتجاه ال Y هذا، بين
+
+65
+00:05:03,490 --> 00:05:07,100
+بي سالد و سالد بيصبح ال plusطبعا بما انه من نفس
+
+66
+00:05:07,100 --> 00:05:11,100
+الاتجاه اذا ال amplitude لازم يكون متساوى تلف
+
+67
+00:05:11,100 --> 00:05:13,640
+اتجاه ال y hat معناه انه عند العشرين لازم تساوي
+
+68
+00:05:13,640 --> 00:05:16,480
+اربعة بي نوت او بي نوت اشهر سبعة اشهر اربعة هي
+
+69
+00:05:16,480 --> 00:05:20,920
+خمسة اذا عرفنا قيمة اللي هو ال بي نوت اللي بتخلي
+
+70
+00:05:20,920 --> 00:05:27,800
+هذا ال charge particle يظل مستمر في المسار تبعه ب
+
+71
+00:05:27,800 --> 00:05:32,250
+constant velocityواضح؟ هاد ال idea بتاعة إنه أنا
+
+72
+00:05:32,250 --> 00:05:34,350
+لما أحط electric field و magnet فيه ممكن أحصى و
+
+73
+00:05:34,350 --> 00:05:37,170
+أخلص من ال acceleration بيستخدموها أني ممكن أعمل
+
+74
+00:05:37,170 --> 00:05:40,330
+أنموع فلترة فلترة يعني عند particles اللي لهم
+
+75
+00:05:40,330 --> 00:05:44,030
+فلسطة معينة مثلا في هذا المثال ال particle بتحرك
+
+76
+00:05:44,030 --> 00:05:48,150
+باربع x hat بيسلهوش أي drift اي acceleration بيبقى
+
+77
+00:05:48,150 --> 00:05:51,670
+اللي ماشي بخط مستقيم بيبقى اللي ماشي بدون اي
+
+78
+00:05:51,670 --> 00:05:54,410
+trajectory لو في acceleration بيسلهو trajectory
+
+79
+00:05:54,410 --> 00:05:58,370
+بيسلهو ميلانزي أي جسم في ال gravitational force،
+
+80
+00:05:58,370 --> 00:06:02,090
+لو دلوا في constant velocity، بيمشي بمصارع ثابت،
+
+81
+00:06:02,090 --> 00:06:05,250
+لكن مع وجود ال acceleration أشبه له في ال X-axis
+
+82
+00:06:05,250 --> 00:06:10,170
+بيمشي بخط مستقيم، لكن في ال Y-axis أشبه له تسارع،
+
+83
+00:06:10,170 --> 00:06:14,650
+بيبدأ بسرعة عالية، وبعدين تطلع
+
+84
+00:06:14,650 --> 00:06:19,550
+لحدبسيلها ال de-acceleration لحد ما تصير سفر
+
+85
+00:06:19,550 --> 00:06:22,550
+وبعدين بسيلها acceleration مرة تانية في المجال
+
+86
+00:06:22,550 --> 00:06:25,990
+المناطسي اخدتوا هذا في المجال ال gravitational اذا
+
+87
+00:06:25,990 --> 00:06:30,490
+مادام هي بتتحرك ب constant velocity معناه انه هذا
+
+88
+00:06:30,490 --> 00:06:33,790
+ال particle او هم بيستغلوها ان particles معينين
+
+89
+00:06:33,790 --> 00:06:38,300
+اللي هم بسرعة معينةبيحطوه في مجال كهربا وماناطيسي
+
+90
+00:06:38,300 --> 00:06:41,660
+بحيث ان هدول الاتنين يحافظوا على هاي ال constant
+
+91
+00:06:41,660 --> 00:06:44,720
+velocity فبيظلوا في مصار مستقيم البقى ايش
+
+92
+00:06:44,720 --> 00:06:47,740
+بيصيرلهم؟ بيصيرلهم drift فانهم مش ماشيين في هاي ال
+
+93
+00:06:47,740 --> 00:06:52,520
+velocity هيتأثروا في هاي القوة، هيصير في عندهم
+
+94
+00:06:52,520 --> 00:06:55,680
+acceleration، هيتصارعوا فهذا بتسمونه من ألواء
+
+95
+00:06:55,680 --> 00:06:58,380
+filters هفرشيكوا الصورة اللي بتقوم بهذا الشكل
+
+96
+00:06:58,380 --> 00:07:01,160
+عندنا طبعا ال electric field دايما بيودوهم من خلال
+
+97
+00:07:01,160 --> 00:07:05,280
+capacitorsهي في عندنا مثلا capacitor و في عندنا
+
+98
+00:07:05,280 --> 00:07:08,000
+اللي هو مثلا فبكون تجاه ال electric field هي تجاه
+
+99
+00:07:08,000 --> 00:07:11,360
+مصر ال electric field و في عندنا المجال المناطيسي
+
+100
+00:07:11,360 --> 00:07:14,660
+اللي هي طالع من الصفحة ال dot متعمدين على بعض زي
+
+101
+00:07:14,660 --> 00:07:17,420
+المثال تبعنا بالتمام عندنا electric field و magnet
+
+102
+00:07:17,420 --> 00:07:21,800
+field متعمدين على بعض و ال particle مصار عمودي على
+
+103
+00:07:21,800 --> 00:07:25,940
+التانيةالبارتكال اللى له ال constant او ال
+
+104
+00:07:25,940 --> 00:07:29,620
+velocity المحددة هو اللى بيبقى ماشى في خط مستقيم
+
+105
+00:07:29,620 --> 00:07:33,520
+اللى بيسلمهش اى تسارة البقى بيسلمهش تسارة فتشوفوا
+
+106
+00:07:33,520 --> 00:07:37,840
+ال trajectory اللى هو ال object في مجال الجاذبى
+
+107
+00:07:37,840 --> 00:07:41,120
+العربيه هنا الفرق ان ال charge تخلق ممكن كموجة او
+
+108
+00:07:41,120 --> 00:07:46,000
+سالبة عشان هيك ممكن نلاقيها مرة فوق و مرة تحت طبعا
+
+109
+00:07:46,000 --> 00:07:48,840
+عشان نحدد اشيه هذه ال velocity احنا لو أخدنا ال
+
+110
+00:07:48,840 --> 00:07:51,400
+magnitude تبع ال two forces احنا ال magnitude تبع
+
+111
+00:07:51,400 --> 00:07:55,000
+هدولهيعني ال magnet تبقى هال force و force هذه
+
+112
+00:07:55,000 --> 00:08:00,220
+حياتنا ال E بديها تسوى بس كمagnitude ال volume 6
+
+113
+00:08:00,220 --> 00:08:03,920
+في B إذا ال volume بتاعة ال particle اللي بيسرهوش
+
+114
+00:08:03,920 --> 00:08:07,600
+اي drift بيساوي E على B اللي ال acceleration
+
+115
+00:08:07,600 --> 00:08:11,450
+بتاعته بال saucerإذا ال particle بتروحش أي drift
+
+116
+00:08:11,450 --> 00:08:15,190
+أو بتبقى instant velocity هذي من الأشياء اللي ممكن
+
+117
+00:08:15,190 --> 00:08:17,650
+تكون فيها ال multiple choice إن ال velocity بتاعة
+
+118
+00:08:17,650 --> 00:08:19,830
+ال particle اللي بيعنيش من أي drift أو اللي بيسله
+
+119
+00:08:19,830 --> 00:08:23,190
+filtering بيبقى ماشي في مساره، بيكون فيه هنا حرق
+
+120
+00:08:23,190 --> 00:08:26,810
+في ال aperture يعني فيه هنا هذي زي wall زي حاجز
+
+121
+00:08:26,810 --> 00:08:29,970
+وفيه بيكون هول ال particles اللي بتكون constant
+
+122
+00:08:29,970 --> 00:08:33,680
+velocity هي اللي بتطلع من خلال ال hallهي بتسميها
+
+123
+00:08:33,680 --> 00:08:38,060
+ال critical speed اللي لازم عشان هذا ال object يظل
+
+124
+00:08:38,060 --> 00:08:44,200
+ماشي constant بواسطة واضح طب كده مثال لو احنا
+
+125
+00:08:44,200 --> 00:08:48,540
+لدينا two filaments
+
+126
+00:08:48,540 --> 00:08:51,820
+واحدة منهم على شكل infinite line بمور فيها current
+
+127
+00:08:51,820 --> 00:08:55,960
+أي واحد والتاني على شكل loop بمور فيها current أي
+
+128
+00:08:55,960 --> 00:09:00,820
+تانين وبدنا نسبة هي واحدة اللي هي long filamentary
+
+129
+00:09:00,820 --> 00:09:04,930
+Ywhere currying current I1 والتاني اللي هو
+
+130
+00:09:04,930 --> 00:09:09,470
+rectangular loop بحمل current I2 بدنا ان القوة
+
+131
+00:09:09,470 --> 00:09:12,790
+اللي experienced by the loop is given by القوة
+
+132
+00:09:12,790 --> 00:09:17,970
+اللي على ال loop given by F equal minus mu0 I1 I2
+
+133
+00:09:17,970 --> 00:09:22,290
+B على 2π ف1 على rho0 minus 1 على النوت زا اد اين
+
+134
+00:09:22,290 --> 00:09:27,090
+اتجاه روهات الميوترتجاهة في روحات الـinfinite يعني
+
+135
+00:09:27,090 --> 00:09:30,350
+مين هي ال رنود و روحه والإيه ال رنود هي المسافة
+
+136
+00:09:30,350 --> 00:09:33,590
+يعني لو حطينا ال first filament اللي هي ال
+
+137
+00:09:33,590 --> 00:09:38,350
+infinite where عند ال origin رنود هي المسافة ما
+
+138
+00:09:38,350 --> 00:09:44,610
+بين ال infinite line و أول ضلع من أضلع المستطيل هي
+
+139
+00:09:44,610 --> 00:09:50,170
+رنود هذه المسافة أو بعد ال loop القريب عن مين عن
+
+140
+00:09:50,170 --> 00:09:54,530
+ال filament ال infinite lineالـ A هي عبارة عن ميل
+
+141
+00:09:54,530 --> 00:09:59,870
+ال width تبع ال rectangular loop فبيكون الدلع
+
+142
+00:09:59,870 --> 00:10:05,130
+البعيد بعضه عن ال wire مقدار raw node زايد يعني
+
+143
+00:10:05,130 --> 00:10:11,990
+واضح I1 هو التيار الممر في ال infinite line I2 هو
+
+144
+00:10:11,990 --> 00:10:15,390
+ال current الممر في ال rectangular wire اذا احنا
+
+145
+00:10:15,390 --> 00:10:20,090
+طلبين القوة اللي على ميل على ال rectangular loop
+
+146
+00:10:20,090 --> 00:10:20,570
+اللي
+
+147
+00:10:23,420 --> 00:10:26,900
+by the loop is given by .. for experience by the
+
+148
+00:10:26,900 --> 00:10:30,740
+loop is given by بالنسبة هي العلاقة اللي اتأثر
+
+149
+00:10:30,740 --> 00:10:35,790
+فيها ال loopطبعا احنا هلاحظ ان في عندى اكم ويرع في
+
+150
+00:10:35,790 --> 00:10:41,150
+ال loop واحد اتنين تلاتة اربعة كل واحد منهم هيتأثر
+
+151
+00:10:41,150 --> 00:10:45,290
+عليه المجال المناطيسي اللى جاي من ال current اللى
+
+152
+00:10:45,290 --> 00:10:48,750
+مارق في ال loop الفائض اللى ال infinite line اللى
+
+153
+00:10:48,750 --> 00:10:53,610
+هو مورفي I واحد هيأثر على كل واحد بقوة هنسميهم F
+
+154
+00:10:53,610 --> 00:10:58,490
+واحد F تنين F تلاتة F اربعة احنا أخدنا قبل هيك
+
+155
+00:10:58,490 --> 00:11:02,110
+اللى هو القوة بين two lines بتذكرينهاهنشوفها من
+
+156
+00:11:02,110 --> 00:11:07,650
+هذا المثال هنشوفها
+
+157
+00:11:07,650 --> 00:11:12,650
+من هذا المثال هنشوفها من هذا المثال هنشوفها من هذا
+
+158
+00:11:12,650 --> 00:11:12,710
+المثال هنشوفها من هذا المثال هنشوفها من هذا المثال
+
+159
+00:11:12,710 --> 00:11:12,890
+هنشوفها من هذا المثال هنشوفها من هذا المثال
+
+160
+00:11:12,890 --> 00:11:12,910
+هنشوفها من هذا المثال هنشوفها من هذا المثال
+
+161
+00:11:12,910 --> 00:11:12,990
+هنشوفها من هذا المثال هنشوفها من هذا المثال
+
+162
+00:11:12,990 --> 00:11:31,230
+هنشوفها من هذا المثال هنشوفها من هذا المثال هنشوف
+
+163
+00:11:38,400 --> 00:11:45,940
+لو كان عندنا هذه القوة ما بين اللي بيأثر فيها مجال
+
+164
+00:11:45,940 --> 00:11:50,220
+معناطيسي مثلا اللي هو ال wire 2 هذا على ال wire 1
+
+165
+00:11:50,220 --> 00:11:58,400
+I D L cross B احنا كانت QV cross B لتشارج لو صرت
+
+166
+00:11:58,400 --> 00:12:04,110
+lines لو بحكي ع ال lines هيصير بقل QV I D LIDL
+
+167
+00:12:04,110 --> 00:12:07,310
+cross B هو مين المجال المناطيسي اللي ناتج من
+
+168
+00:12:07,310 --> 00:12:11,090
+التيار الآخر يعني لما يكون عندى two lines مذكرين
+
+169
+00:12:11,090 --> 00:12:15,110
+الحكاية ده الحكاية بيمور فيهم currents بس بيفرق
+
+170
+00:12:15,110 --> 00:12:19,350
+اتجاه او يعني إيش هي القوة تجازب أو تنافر هيكون
+
+171
+00:12:19,350 --> 00:12:22,330
+القوة اللى بأثر فيها مثلا في هالحالة اتنين على
+
+172
+00:12:22,330 --> 00:12:27,290
+واحد هي ال current بيمور في واحد بذكركم فيها ال
+
+173
+00:12:27,290 --> 00:12:30,990
+current بيمور في واحد IDL cross مين المجال
+
+174
+00:12:30,990 --> 00:12:35,710
+المناطيسي اللي ناتج من اتنينواضح؟ احنا لأنه كنا
+
+175
+00:12:35,710 --> 00:12:39,610
+باخدنا elements فقلنا بكون في double integral على
+
+176
+00:12:39,610 --> 00:12:42,830
+اللي هو عشان احصل على كل القوة اللي بأثر فيها ال
+
+177
+00:12:42,830 --> 00:12:48,110
+current مش بس ال element I2DI2 كل اللوب I2 اللي
+
+178
+00:12:48,110 --> 00:12:53,770
+مورفي I2 على اللوب المورفي I1 فبكمل مرة كاملا على
+
+179
+00:12:53,770 --> 00:12:57,780
+اللوب الأول عشان يعطينا كل ال elementsمرة تانية
+
+180
+00:12:57,780 --> 00:13:01,300
+بكامل عادي الواحد عشان تعطيني كل القوة اللى على
+
+181
+00:13:01,300 --> 00:13:04,840
+النقل اول اذا بس تذكيرها على السريع ان هي عبارة عن
+
+182
+00:13:04,840 --> 00:13:11,040
+mean of force I dl cross P هذا
+
+183
+00:13:11,040 --> 00:13:16,840
+اللى احنا هنستخدمه فى المثال تبعنا ان
+
+184
+00:13:16,840 --> 00:13:19,780
+اذا بدى اشوف القوة مثلا اللى على الاولانى لازم
+
+185
+00:13:19,780 --> 00:13:23,900
+اجيب ال magnetic field اللى بيأثر فيه I واحد على
+
+186
+00:13:23,900 --> 00:13:31,480
+الدلع الاولو بعمل ان i dl across b بقدر اجيب F1
+
+187
+00:13:31,480 --> 00:13:36,300
+على كل التحالي كل القوة هتكون مجموعة يعني انا
+
+188
+00:13:36,300 --> 00:13:39,120
+هجيبهم واحد واحد بس القوة الكلية اللي على ال
+
+189
+00:13:39,120 --> 00:13:43,900
+rectangular loop اللي هو طلبها هتكون F1 زاد F2 زاد
+
+190
+00:13:43,900 --> 00:13:49,330
+F3 زاد F4 مجموعة القوة الأربعةبزم حكيت لازم اجي
+
+191
+00:13:49,330 --> 00:13:55,030
+بالمجال المعطيسى على كل واحد و اقول انه I I DL X B
+
+192
+00:13:55,030 --> 00:13:58,530
+او I L X B لانه قال احنا واضحين بتاعنا او باخد ال
+
+193
+00:13:58,530 --> 00:14:03,210
+element DL و بكامل من مثلا هنا من سفر لاتول تبعه
+
+194
+00:14:03,210 --> 00:14:07,670
+اللي هو B و هكذا نبدأ في ال site الأولى يعني واحد
+
+195
+00:14:07,670 --> 00:14:12,310
+طبعا مشكلة عامة هي ايش هتكون I2 I1
+
+196
+00:14:14,850 --> 00:14:18,530
+هذا هو الواحد والاتنين هذا هو الاتنين الممر فيه ف
+
+197
+00:14:18,530 --> 00:14:24,950
+I تنين DL تنين cross P واحد I تنين DL تنين cross P
+
+198
+00:14:24,950 --> 00:14:27,770
+واحد بكامل على DL تنين و بعدين انا معودة على P
+
+199
+00:14:27,770 --> 00:14:30,410
+واحد بشوف ان انا محتاجة اكامل ولا لا بس احنا
+
+200
+00:14:30,410 --> 00:14:33,850
+حلناها باستخدام ambers law متذكرين مجلة مالاطيسي
+
+201
+00:14:33,850 --> 00:14:37,310
+الجامعه ال infinite line قلنا هذا symmetric بستخدم
+
+202
+00:14:37,310 --> 00:14:43,150
+ambers law اللي هو close integral لب أو h dot dl
+
+203
+00:14:43,150 --> 00:14:48,730
+بتساوي ال enclosed current اتذكرين؟ و dl اللي هو
+
+204
+00:14:48,730 --> 00:14:53,770
+أخدناه بال unit lengths فإيش طلع عندنا كله؟ ال
+
+205
+00:14:53,770 --> 00:14:58,930
+magnetic field الناتج من infinite line mu not I
+
+206
+00:14:58,930 --> 00:15:05,530
+على 2pi rho واضح؟ اتذكرينه؟ في اتجاه Phi hat فال
+
+207
+00:15:05,530 --> 00:15:08,870
+current في هذا الاتجاه دلوقتي هيكون في اتجاه Phi
+
+208
+00:15:08,870 --> 00:15:13,660
+hatبتذكرين؟ حسب ده امبرز لوي يعني ال infinite line
+
+209
+00:15:13,660 --> 00:15:16,320
+حلتها حتى الطريقة التالية و أكتر من طريقة حلنا
+
+210
+00:15:16,320 --> 00:15:19,720
+نذكرها infinite line اذا ال infinite line بس هو
+
+211
+00:15:19,720 --> 00:15:22,200
+أسوأ أسخنان ال closed integral اكشن و TR بتساوي ال
+
+212
+00:15:22,200 --> 00:15:25,880
+enclosed current اللي هو I enclosed هنا في الحالة
+
+213
+00:15:25,880 --> 00:15:28,960
+يعني I enclosed أي واحد فهيكون ايش هو المسار تبع
+
+214
+00:15:28,960 --> 00:15:31,140
+ال اكشن؟ اللي هو ال circle
+
+215
+00:15:34,320 --> 00:15:38,220
+H في اتجاه الـ 5 متأكدين ان دي ال mean هي 2pi لو
+
+216
+00:15:38,220 --> 00:15:44,300
+أخدنا انه مثلا R نصف القطر تبع الدائرة هيكون H 2pi
+
+217
+00:15:44,300 --> 00:15:50,560
+R بتساوي I enclosed فH هتساوي I على 2pi R وH
+
+218
+00:15:50,560 --> 00:15:55,560
+شلقتها B بي على Mu node فهيكون بي بتساوي Mu node I
+
+219
+00:15:55,560 --> 00:15:58,660
+على 2pi R سهلة أحلى على اللوح ولا واضح من ذاكرينها
+
+220
+00:15:59,810 --> 00:16:03,030
+هلاد احنا قداش ال radius بتاع ال circle هناخده
+
+221
+00:16:03,030 --> 00:16:05,130
+هناخده بالطبع ال raw node فانا بدي المجال
+
+222
+00:16:05,130 --> 00:16:11,070
+المناطيسي و المكانه عند الضلع واحد فإيش هيكون مجلة
+
+223
+00:16:11,070 --> 00:16:15,570
+ال field عند هذه النقطة؟ و عبارة عن P بتساوي Mu
+
+224
+00:16:15,570 --> 00:16:19,990
+node I اللي هي المور في هذا ال wire و I واحد على
+
+225
+00:16:19,990 --> 00:16:26,700
+2Pi في ال raw node باضح؟واتجاههم فيهات يعني هو في
+
+226
+00:16:26,700 --> 00:16:29,200
+هذه الحالة في هذه الجهة اللي هو أنا النقطة اللي
+
+227
+00:16:29,200 --> 00:16:33,720
+أنا بتدقيس فيها القوة من اتجاههم ده اتدقيس القوة
+
+228
+00:16:33,720 --> 00:16:33,840
+من اتجاههم ده اتدقيس القوة من اتجاههم ده اتدقيس
+
+229
+00:16:33,840 --> 00:16:35,660
+القوة من اتجاههم ده اتدقيس القوة من اتجاههم ده
+
+230
+00:16:35,660 --> 00:16:41,760
+اتدقيس القوة
+
+231
+00:16:41,760 --> 00:16:48,440
+من اتجاههم
+
+232
+00:16:48,440 --> 00:16:50,960
+ده اتدقيس القوة من اتجاههم ده اتدقيس القوة من
+
+233
+00:16:50,960 --> 00:16:56,000
+اتدقيس القوة من اتدقيسمش هنأجيب انبرسلو احنا
+
+234
+00:16:56,000 --> 00:17:00,940
+عارفين انه هيك اتجاه الماقنة كتير I هي ال H اللي
+
+235
+00:17:00,940 --> 00:17:06,960
+ال plus بتكراه ال H ال TL تساوي I ال plus قولنا
+
+236
+00:17:06,960 --> 00:17:14,700
+التاني H بتساوي I على 2YR اللي هي R الماقنة كتير
+
+237
+00:17:14,700 --> 00:17:20,640
+اللي احنا عارفين انها اتجاهها هو I بيه هتساوي U
+
+238
+00:17:20,640 --> 00:17:27,680
+non I علىطبعا لو طلعنا على الرسم بتاعتنا احنا هاي
+
+239
+00:17:27,680 --> 00:17:31,200
+المجال معاكس انتجاه الانتمي الكوية اشهرنا اتجاهه
+
+240
+00:17:31,200 --> 00:17:35,460
+هكذا داخل فعند هاي النقطة اللي بيكون اتجاهه ده جوا
+
+241
+00:17:35,460 --> 00:17:45,010
+هاي ال current وهي انجام داخل وطالب واضر هنا داخلو
+
+242
+00:17:45,010 --> 00:17:48,390
+من الجهة التانية اش هيكون طرف انا لو بدأ اخط لو
+
+243
+00:17:48,390 --> 00:17:51,550
+لازم يبص مش لازم هنا هبكون نقاطي هنا هيكون داخل
+
+244
+00:17:51,550 --> 00:17:54,990
+هيكون هو الطرف منها الى الساعة لما فى سنة احنا
+
+245
+00:17:54,990 --> 00:17:58,250
+عرفنا ان مجرد ما انا قاعدة يسي هنا اش هيكون B knot
+
+246
+00:17:58,250 --> 00:18:03,430
+يعني شهية كتير من الوقت بس هعوض عن R بقى ايه اش ال
+
+247
+00:18:03,430 --> 00:18:10,390
+raw raw knot و Psychic يعني الحمد لله اشتغلت عليكم
+
+248
+00:18:10,390 --> 00:18:11,970
+هيكون B
+
+249
+00:18:15,390 --> 00:18:23,210
+ميو نوت في اي واحد على two by رو نوت اهنا بالتمام
+
+250
+00:18:23,210 --> 00:18:26,590
+هنا المجال المعناطيسي هنا في اتجاهه اللي هو الواحد
+
+251
+00:18:26,590 --> 00:18:31,550
+تمام في اس سبحت هنا اذا هذا المجال المعناطيسي اللي
+
+252
+00:18:31,550 --> 00:18:34,910
+بأثر فيه القرع باي واحد على هذا الدلال لو على
+
+253
+00:18:34,910 --> 00:18:39,430
+الدلال ال بعيد مش هيكون رو نوت زائد ايه نفس
+
+254
+00:18:39,430 --> 00:18:40,870
+الاتجاه رهاد
+
+255
+00:18:44,620 --> 00:18:48,420
+هو في كل نتفة داخل بس انا بدي على هذه النقطة وعلى
+
+256
+00:18:48,420 --> 00:18:50,720
+هذه النقطة انا بدي ال current ال force اللي بيأثر
+
+257
+00:18:50,720 --> 00:18:54,820
+فيها المجاري المناطيسي المتولد من التيار المر في
+
+258
+00:18:54,820 --> 00:18:58,600
+ال filement الأولى على الدلع الأول و مرة تانية على
+
+259
+00:18:58,600 --> 00:19:05,660
+الدلع التالت نفس الحكاية اللي هيكون المجاري
+
+260
+00:19:05,660 --> 00:19:09,920
+المناطيسي المتولد في كل نقطة هيكون ده بس هنا هيكون
+
+261
+00:19:09,920 --> 00:19:13,610
+على بعد raw node هنا هيكون على بعداللي هو Ronald
+
+262
+00:19:13,610 --> 00:19:18,850
+plus A هنا متغير البعد ما بين رونالد لرونالد plus
+
+263
+00:19:18,850 --> 00:19:23,070
+A صحيح؟
+
+264
+00:19:23,070 --> 00:19:29,830
+هنشوف
+
+265
+00:19:29,830 --> 00:19:34,470
+القورة هنضغط مسحها داكي عشان ما يدخلش على الواحد
+
+266
+00:19:35,260 --> 00:19:39,180
+نبدأ فى الأولى الفرصة الأولى أنها I تنين DL تنين
+
+267
+00:19:39,180 --> 00:19:42,740
+اللى هو هدا ال line الأولانى اللى طوله بتغير من
+
+268
+00:19:42,740 --> 00:19:49,020
+سفر لمين ل B من سفر ل B يعني إيش ال DL بتاعته DZ
+
+269
+00:19:49,020 --> 00:19:56,320
+DL هى DZ زدهات DL DZ زدهات across B اللى هنا
+
+270
+00:19:56,320 --> 00:20:00,800
+شفناها مع بعض هنكون تجاه قائهات قيمتها ميو نوت I
+
+271
+00:20:00,800 --> 00:20:06,050
+واحد على two by remoteاذا عندنا ال z هتطير من zero
+
+272
+00:20:06,050 --> 00:20:10,650
+ل b, z hat cross phi hat هتكون موجهه ولا سالفه نفس
+
+273
+00:20:10,650 --> 00:20:19,130
+القضية تذكر ان قلنا rho phi z, z cross phi hat
+
+274
+00:20:19,130 --> 00:20:22,850
+هتكون minus rho hatفزا ما هيكون الاتجاه في السالب
+
+275
+00:20:22,850 --> 00:20:27,130
+رو هات هي أول حاجة التكمل طبعا زاد سهل هيكون من
+
+276
+00:20:27,130 --> 00:20:31,670
+صفر ل بيه نحط بينا بيه فزا نهاش هيكون ناتج I تنين
+
+277
+00:20:31,670 --> 00:20:34,630
+في I واحد في ميو نوت في بيه على طول by رو نوت
+
+278
+00:20:34,630 --> 00:20:38,530
+واتجاهه minus رو هات هذه ال F على الواحد نفس
+
+279
+00:20:38,530 --> 00:20:42,850
+الكلام بنعيده على F اللي هي قلنا الاطلاع البعيد
+
+280
+00:20:42,850 --> 00:20:45,970
+تلاتة سمناها تلاتة
+
+281
+00:20:50,960 --> 00:20:59,020
+بس الفرقية انه هنغير قيمة ال رو هتكون رو نود زائد
+
+282
+00:20:59,020 --> 00:21:03,020
+اه تمام؟ و ال integration هيكون من مين بدل من zero
+
+283
+00:21:03,020 --> 00:21:07,660
+ل بي هيكون من بي ل zero عن اتجاه ال current جاي من
+
+284
+00:21:07,660 --> 00:21:11,460
+فوق لتحت هيكون من بي ل zero يعني في تغيرون بسطين
+
+285
+00:21:11,460 --> 00:21:15,760
+ان بدل رو هتكون رو نود زائد اه و ال current بتغير
+
+286
+00:21:15,760 --> 00:21:20,950
+من اللي هي بي ل zeroz hat cross phi hat minus rho
+
+287
+00:21:20,950 --> 00:21:25,230
+hat وعندي كمان minus v جي من تكمل ال z هتعطينا z
+
+288
+00:21:25,230 --> 00:21:28,830
+من zero بيه هتعطينا minus v فبتصير plus rho hat و
+
+289
+00:21:28,830 --> 00:21:32,550
+الباقى هيكون نفس الشيء u naught I1 I2 على two pi
+
+290
+00:21:32,550 --> 00:21:39,410
+rho naught plus a تمام؟ اذا القوة اللى ناجح من ال
+
+291
+00:21:39,410 --> 00:21:46,640
+current المورفي ال line علىالصيد الأول سالب رو هات
+
+292
+00:21:46,640 --> 00:21:51,720
+اتجاهها سالب رو هات هذه رو هات لأنه لو أخدناها
+
+293
+00:21:51,720 --> 00:21:58,240
+سليندركا اتجاه الفاية هذه رو هات صح؟ أخ واحد سالب
+
+294
+00:21:58,240 --> 00:22:03,780
+رو هات إيش نوع رو هات إتجازه 8 مرة هذا سليندركا
+
+295
+00:22:03,780 --> 00:22:07,820
+يعني احنا أخدناها هيك المجال المناطسي وهذه الرو
+
+296
+00:22:07,820 --> 00:22:10,500
+هات يعني احنا ماخدين إيش اتجاهها وهذا الفاية
+
+297
+00:22:10,500 --> 00:22:17,510
+سليندركا الكوربينة ديصح؟ إذا هذا هو اتجاه الروهات
+
+298
+00:22:17,510 --> 00:22:22,450
+و هذا ال minus روهات إذا بنطلع على التاني في ال
+
+299
+00:22:22,450 --> 00:22:26,950
+currents لما يكونوا بنفس الاتجاه عكس المعنى ال
+
+300
+00:22:26,950 --> 00:22:29,910
+currents بتتفق في نفس اتجاه نوع القوة إيش بتكون
+
+301
+00:22:29,910 --> 00:22:34,670
+تجاذب هذه أنا بتجذب هذا ال current أنا بيزف هذا ال
+
+302
+00:22:34,670 --> 00:22:38,230
+current معاه عكس ال charges لما نقول نجد .. بصي في
+
+303
+00:22:38,230 --> 00:22:41,330
+نجد في ال charge بالساعة و بتجاذبه يعني عندي تيرين
+
+304
+00:22:41,330 --> 00:22:46,670
+بنفس الاتجاه جاذبوا عنيإذا لاحظت إنه ال line اللي
+
+305
+00:22:46,670 --> 00:22:51,290
+مور في ال current أي واحد، إيش بيسويه؟ بالزب،
+
+306
+00:22:51,290 --> 00:22:56,150
+بالزب بيعمل عملية جاذب ل ال current اللي بتدفق في
+
+307
+00:22:56,150 --> 00:22:59,550
+ال line اللي نفس الاتجاه، بيطلع على ال bait، ال
+
+308
+00:22:59,550 --> 00:23:02,910
+side of ال bait، ال current ماله معاكس الاتجاه إذا
+
+309
+00:23:02,910 --> 00:23:07,570
+انه revulsive، plus rho hat، واضح؟ إذا هذه كنت
+
+310
+00:23:07,570 --> 00:23:10,730
+تذكروها، لما ال current مور في ال two wires، اللي
+
+311
+00:23:10,730 --> 00:23:13,710
+نفس الاتجاه، تجازب، واحد عكس، تنفر
+
+312
+00:23:18,530 --> 00:23:21,390
+مثبتة experimentally و احنا كمان هينا شفناها
+
+313
+00:23:21,390 --> 00:23:24,570
+theoretical نظرية لما يكونوا التيارين في نفس
+
+314
+00:23:24,570 --> 00:23:29,450
+الاتجاه هيكون في عملية تجاذب متعاكسين بيكون عملية
+
+315
+00:23:29,450 --> 00:23:34,210
+تناقص و مين ضال عندنا F2 و F4 هنا DL ايش اللي
+
+316
+00:23:34,210 --> 00:23:39,570
+هتكون DL2؟ اللي دي raw هنا هتكون دي raw و بتروح من
+
+317
+00:23:39,570 --> 00:23:45,000
+raw node ل non-rod plus Aنجي نعمل اللي هي
+
+318
+00:23:45,000 --> 00:23:48,620
+afternoon هيكون عندنا التكامل من row node ل row
+
+319
+00:23:48,620 --> 00:23:52,140
+node plus ا و بدل دي زد ايش هيكون دي row row her
+
+320
+00:23:52,140 --> 00:23:55,940
+across بيقلي نفسها قولنا نفسها و كلهم داخلين في
+
+321
+00:23:55,940 --> 00:24:00,240
+هالجهة row node اي واحد اتوه by row فايهاد row
+
+322
+00:24:00,240 --> 00:24:05,900
+cross five ايش بيكون ايها row cross across five
+
+323
+00:24:05,900 --> 00:24:11,660
+ايش هتكون زدهاد row cross five زدهادرو هنكملها من
+
+324
+00:24:11,660 --> 00:24:16,920
+رو نود لرو نود plus A لكن هنلاحظ أنه في عند دي رو
+
+325
+00:24:16,920 --> 00:24:21,140
+على رو كله بيطلع برا ال integral هي I تنين و I
+
+326
+00:24:21,140 --> 00:24:27,960
+واحد و مي نود و ال .. ال .. ال .. هي ال unit
+
+327
+00:24:27,960 --> 00:24:31,720
+vector زدها على two pi كله بيطلع بضم عند دي رو على
+
+328
+00:24:31,720 --> 00:24:34,900
+رو ال integration من رو زيرو لرو زيرو plus A دي رو
+
+329
+00:24:34,900 --> 00:24:38,800
+على رو اللي هي اللان دي رو على رو حيث أن اللي بيضل
+
+330
+00:24:38,800 --> 00:24:43,820
+جوا ال integralمن رو نود لرو نود plus a كله بيطلع
+
+331
+00:24:43,820 --> 00:24:47,940
+في ال integer بال D رو على رو يبقى تكون len ال raw
+
+332
+00:24:47,940 --> 00:24:53,800
+من رو نود لرو نود plus a هتكون len ال raw نود plus
+
+333
+00:24:53,800 --> 00:24:59,040
+a minus len ال raw نود اللي هي عبارة عن len ال raw
+
+334
+00:24:59,040 --> 00:25:00,760
+نود plus a على
+
+335
+00:25:08,870 --> 00:25:13,770
+القضيب او على الجزء من ال rectangle ان هي في تجاه
+
+336
+00:25:13,770 --> 00:25:17,370
+ال raw hat ال current في تجاه ال raw hat كانت
+
+337
+00:25:17,370 --> 00:25:20,790
+القوة على تجاه positive z hat افتنين في تجاه
+
+338
+00:25:20,790 --> 00:25:25,030
+positive z hat دال من عندنا اللي هو الدلع الأخير
+
+339
+00:25:25,030 --> 00:25:28,890
+اللي هو الرابع نفس الحاجة هتكون mean ان دي raw دي
+
+340
+00:25:28,890 --> 00:25:32,850
+z هي دي raw raw hat والتكامل هيكون من raw node
+
+341
+00:25:32,850 --> 00:25:34,830
+plus a ل raw node
+
+342
+00:25:37,600 --> 00:25:40,780
+إذن التكامل عندنا من raw node plus a ل raw node و
+
+343
+00:25:40,780 --> 00:25:45,100
+دي z هي دي raw raw hat دي ال .. دي raw raw hat
+
+344
+00:25:45,100 --> 00:25:48,460
+cross mu node أي واحد phi hat ع two by raw إن ال
+
+345
+00:25:48,460 --> 00:25:53,000
+raw hat cross phi hat إيش هتكون؟ raw hat cross phi
+
+346
+00:25:53,000 --> 00:25:57,580
+hat برضه ال z hat لكن لما نيجي نعمل ال integration
+
+347
+00:25:57,580 --> 00:26:05,370
+إيش هيكون عندى؟ raw hat cross phi hatرو فاتر وزدها
+
+348
+00:26:05,370 --> 00:26:08,770
+اتنان لما نيش نكمل برضه نفس الحاجة ماننساش ان في
+
+349
+00:26:08,770 --> 00:26:12,730
+عند D رو على رو بس من وين من رو ند plus A لرو رو
+
+350
+00:26:12,730 --> 00:26:18,590
+ند يعني هيكون عند التكامل D رو على رو من وين من رو
+
+351
+00:26:18,590 --> 00:26:21,810
+ند plus A لرو الفرقية بينها أي حيكون في إشارة
+
+352
+00:26:21,810 --> 00:26:25,890
+سالفة عشان أخليها تبين زي هيك هتكون minus length
+
+353
+00:26:25,890 --> 00:26:33,520
+رو plus A على رو ند صح هتكون length رو ندعلى
+
+354
+00:26:33,520 --> 00:26:38,160
+Ronald plus A يعني هي تسوى سالق لان ال Ronald plus
+
+355
+00:26:38,160 --> 00:26:43,560
+A معايا هاي نجلة من الإشهار السالق إذا ماحيكون F4
+
+356
+00:26:43,560 --> 00:26:48,700
+بتسوى minus Mu null I1 فI2 على 2I لان Ronald plus
+
+357
+00:26:48,700 --> 00:26:54,390
+A على 0 اتجاه is it thatوحدة في اتجاه الـ boost في
+
+358
+00:26:54,390 --> 00:27:00,170
+زدها والتانية في السانر في زدها يعني اذا طلعت
+
+359
+00:27:00,170 --> 00:27:04,010
+بلاحظ اذا كان في عندي قضيب في اتجاه ال current
+
+360
+00:27:04,010 --> 00:27:08,410
+تبعه عمودي على ال current اللي بمر فيه السبب
+
+361
+00:27:08,410 --> 00:27:11,610
+المسبب ل magnetic field اللي بيحدث في القوة هتكون
+
+362
+00:27:11,610 --> 00:27:17,030
+القوة مالها موازية بسميها قوة موازية يعني افعل هذا
+
+363
+00:27:17,030 --> 00:27:23,030
+القضي مالها موازية لاتجاه التيارو F4 موازي يعني
+
+364
+00:27:23,030 --> 00:27:26,170
+anti-parallel يعني هذه بالاتجاه الزدها ت الاتجاه
+
+365
+00:27:26,170 --> 00:27:30,750
+السالب زدها بس مالها parallel إذا لو كان الطيار
+
+366
+00:27:30,750 --> 00:27:34,550
+الطيارين في نفس الاتجاه هتكون attractive واحد
+
+367
+00:27:34,550 --> 00:27:38,490
+معاكس هتكون repulsive لو كان اتجاه الطيار ماله
+
+368
+00:27:38,490 --> 00:27:42,110
+عمودي على اتجاه المجال مع ناطيسيا أو يعني عمودي
+
+369
+00:27:42,110 --> 00:27:47,870
+على اتجاه الطيار هيكون إيش نوع القوة موازيةبعتمد
+
+370
+00:27:47,870 --> 00:27:52,590
+ازا بعيدة ولا قريبة، اذا بعيد التيار هتكون في نفس
+
+371
+00:27:52,590 --> 00:27:56,770
+الاتجاه، اذا التيار بقترب بتكون في عكس الاتجاه، زي
+
+372
+00:27:56,770 --> 00:28:00,470
+ما انتوا شايفينه، التيار بتاعت معناه انها القوة
+
+373
+00:28:00,470 --> 00:28:07,050
+لفوق، التيار جايب في ناحيته هيكوننفس المقدار إذا
+
+374
+00:28:07,050 --> 00:28:12,990
+طلعنا على F3 و F4 فهو نفس المقدار بس الاتجاه ماله
+
+375
+00:28:12,990 --> 00:28:16,510
+معاكس واحد في اتجاه الزدهات والثاني في اتجاه السلب
+
+376
+00:28:16,510 --> 00:28:19,350
+زدهات لو جمعناها مع بعضاش برضه اعطونا سفر يعني
+
+377
+00:28:19,350 --> 00:28:23,130
+احنا على كل القوة مانها مجموعة هذه القوةالقوة
+
+378
+00:28:23,130 --> 00:28:27,210
+الكلية مجموعة القوة على الدلع الأول زي الدلع
+
+379
+00:28:27,210 --> 00:28:30,270
+التاني زي الدلع التاني زي الدلع الرابع هنلاحظ أنه
+
+380
+00:28:30,270 --> 00:28:32,930
+لما نجمع هدولة مع بعض حياتهم نصفر مية بيظل لنا
+
+381
+00:28:32,930 --> 00:28:39,670
+القوة اللي مأسرة على واحد و تلاتة لما نجمعهم لو
+
+382
+00:28:39,670 --> 00:28:44,330
+أخدنا السالب ع المشترك هيكون عند ميو نود I1I2 بي
+
+383
+00:28:44,330 --> 00:28:49,370
+على two by رو نود وهذا بيصير سالب ميو نود I1I2 بي
+
+384
+00:28:49,370 --> 00:28:54,150
+على اتنين by رو نود زي ات او روهاد لبرا بيطلع من
+
+385
+00:28:54,150 --> 00:28:58,330
+كل شي لو طلعنا برا ال mu node اي واحد اي اتنين بي
+
+386
+00:28:58,330 --> 00:29:01,130
+على اتنين باي بيطلع عندي واحد على ال raw node
+
+387
+00:29:01,130 --> 00:29:04,210
+minus واحد على ال node plus ايه اللي هو الحاجة
+
+388
+00:29:04,210 --> 00:29:09,450
+المطلوبة مني اكتب فياها
+
+389
+00:29:09,450 --> 00:29:14,570
+لو جمعنا هدول القواتين اللي ضالوا اللي مش هيكون
+
+390
+00:29:14,570 --> 00:29:24,250
+مجموعهم سفر هيكون F total minus ال mu nodeI1 I2 بي
+
+391
+00:29:24,250 --> 00:29:27,690
+على 2 بقى ايش بتبقى من هنا I1 I2 بي على 2 بقى ايش
+
+392
+00:29:27,690 --> 00:29:28,710
+بتبقى من هنا I1 I2 بي على 2 بقى ايش بتبقى من هنا
+
+393
+00:29:28,710 --> 00:29:31,010
+I1 I2 بي على 2 بقى ايش بتبقى من هنا I1 I2 بي على 2
+
+394
+00:29:31,010 --> 00:29:31,690
+بقى ايش بتبقى من هنا I1 I2 بي على 2 بقى ايش بتبقى
+
+395
+00:29:31,690 --> 00:29:31,950
+من هنا I1 I2 بي على 2 بقى ايش بتبقى من هنا I1 I2
+
+396
+00:29:31,950 --> 00:29:33,250
+بي على 2 بقى ايش بتبقى من هنا I1 I2 بي على 2 بقى
+
+397
+00:29:33,250 --> 00:29:34,890
+ايش بتبقى من هنا I1 I2 بي على 2 بقى ايش بتبقى من
+
+398
+00:29:34,890 --> 00:29:41,490
+هنا I1 I2 بي على 2 بقى ايش بتبقى من هنا I1
+
+399
+00:29:41,490 --> 00:29:43,690
+I2
+
+400
+00:29:49,510 --> 00:29:52,670
+المقام أكبر، هذا رنود، هذا رنود بصير، فالمقام
+
+401
+00:29:52,670 --> 00:29:55,930
+أكبر، يعني هذا رنود ماله أقل من هذا، يعني هذا كله
+
+402
+00:29:55,930 --> 00:30:01,010
+على بعض ماله مجد، بس كذا الإشارة السالبة و الضهر
+
+403
+00:30:01,010 --> 00:30:06,450
+السالب، إذا إيش نقولته؟ attractive، بالظبط قعدت،
+
+404
+00:30:06,450 --> 00:30:11,110
+ما نصرها، attractive،
+
+405
+00:30:11,110 --> 00:30:14,490
+attractive، قعدت بالظبط، كله قعدت بالظبط، كله
+
+406
+00:30:14,490 --> 00:30:18,200
+نحيته، ال total force مالها attractiveهي ال total
+
+407
+00:30:18,200 --> 00:30:22,560
+force of total اللي هي مجموهم كلهم واحد و اتنين و
+
+408
+00:30:22,560 --> 00:30:26,160
+تلاتة و اربع لقينا ان تلاتة و اربع cancel مع بعض
+
+409
+00:30:26,160 --> 00:30:29,280
+بيساوي بعض في المقدار و الإشارة سالبة ضال عندي
+
+410
+00:30:29,280 --> 00:30:34,980
+واحد ويه اللي هو اربع اتنين واحد و تلاتة مجموهم
+
+411
+00:30:34,980 --> 00:30:39,280
+كلهم attractive ايش طبيعي هذه ال robots مالها أبعد
+
+412
+00:30:39,280 --> 00:30:43,700
+المسافة أبعدلكن هذه أقرب فإيش طبيعي أن يكون ال
+
+413
+00:30:43,700 --> 00:30:47,120
+attractive أقوى من ال passive فمجموحهم هيكون ال
+
+414
+00:30:47,120 --> 00:30:51,340
+total force هي attractive تجاهها minus rho hat
+
+415
+00:30:51,340 --> 00:30:56,820
+واضحة؟ طب أخر حاجة اللي هي ال magnetic torque and
+
+416
+00:30:56,820 --> 00:31:01,060
+moment تعريف
+
+417
+00:31:01,060 --> 00:31:04,360
+أول حاجة ال torque أنتم متذكرين ال torque هي R
+
+418
+00:31:04,360 --> 00:31:09,100
+cross F متذكرينه أحطته العزوم؟torque or mechanical
+
+419
+00:31:09,100 --> 00:31:12,300
+moment of force on a loop is the vector product of
+
+420
+00:31:12,300 --> 00:31:16,480
+the force and the moment arm اللي هو زراع العزم
+
+421
+00:31:16,480 --> 00:31:20,460
+بنسميه، ذاكرين كنتوا يسموه زراع العزم و العزم و
+
+422
+00:31:20,460 --> 00:31:24,880
+القوة، طب إذا عندنا ال torque هو حاصل أو ال cross
+
+423
+00:31:24,880 --> 00:31:29,580
+product لزراع العزم R cross F اللي هي القوة
+
+424
+00:31:29,580 --> 00:31:30,880
+المؤثرة
+
+425
+00:31:34,790 --> 00:31:41,330
+لو احنا بنطبق هذا الحكيم على sliding يعني تقريبا
+
+426
+00:31:41,330 --> 00:31:44,450
+نفس الشكل اللي احنا شوفناه بس هنغير اتجاهات ال
+
+427
+00:31:44,450 --> 00:31:50,650
+loop و القوة مش التوح اللي هنا عليه القوة بس هذا
+
+428
+00:31:50,650 --> 00:31:55,470
+ال rectangular loop هيكون له طول L و عرضه Wوبدنا
+
+429
+00:31:55,470 --> 00:31:57,590
+نحطه في reform magnetic field ما هو المثال اللي
+
+430
+00:31:57,590 --> 00:32:00,570
+طبعا جيبنا القوة عليه كان loop في مجال معناطيسي
+
+431
+00:32:00,570 --> 00:32:04,210
+متظن، من وين جاي؟ عارفين احنا من وين جاي، جاي من
+
+432
+00:32:04,210 --> 00:32:07,470
+select morphic karate فكان loop موجود في مجال
+
+433
+00:32:07,470 --> 00:32:11,150
+معناطيسي متظن داخل في قلب الصفحة صح؟ نفس ال loop
+
+434
+00:32:11,150 --> 00:32:13,670
+بس احنا هنغير ال coordinates، loop موجود في مجال
+
+435
+00:32:13,670 --> 00:32:17,600
+معناطيسيطوله L و عرضه W in order for magnetic
+
+436
+00:32:17,600 --> 00:32:21,240
+field B from this figure ويتنقل .. طبعا خلنا نشوف
+
+437
+00:32:21,240 --> 00:32:24,340
+إيش الوضع تبعنا إيش شكل ال force و إيش شكل ال
+
+438
+00:32:24,340 --> 00:32:27,060
+magnetic field هنا ال magnetic field مش طالع من
+
+439
+00:32:27,060 --> 00:32:32,500
+برا الصفحة في نفس الصفحة يعني مش عمودي على كل أطلع
+
+440
+00:32:32,500 --> 00:32:37,980
+المستطيل كان المثل اللي أخدناه قبل قليل ال loop
+
+441
+00:32:37,980 --> 00:32:42,000
+هيكي و المجال المناطيسي ماله عمودي على كل أطلع ال
+
+442
+00:32:42,000 --> 00:32:47,100
+loopهنا ال magnetic field بهذا الاتجاه عمودي فقط
+
+443
+00:32:47,100 --> 00:32:50,960
+على الدلعين اللي هنا لكن في نفس اتجاه التيار اللي
+
+444
+00:32:50,960 --> 00:32:55,580
+في ال .. او يعني في نفس اللي هو اتجاه او يعني اللي
+
+445
+00:32:55,580 --> 00:32:59,640
+تبع الدلعين اللي فوق و تحت طبعا؟ طبعا التيار
+
+446
+00:32:59,640 --> 00:33:02,520
+يعطينا اتجاه التيار يعني هنا بيكون ال magnetic في
+
+447
+00:33:02,520 --> 00:33:05,960
+اتجاه التيار هنا بس في عكس اتجاه التيار هي التيار
+
+448
+00:33:05,960 --> 00:33:11,660
+اتجاه السهم هذا اللي ممر في اللوغ طوله L عرضه W
+
+449
+00:33:15,490 --> 00:33:20,050
+القوة اللى على CD وAB إحنا إيش تعرف القوة قلنا؟
+
+450
+00:33:20,050 --> 00:33:25,790
+عبارة عن IL IL اللى هو ال current بور في cross B
+
+451
+00:33:25,790 --> 00:33:28,990
+في نماذجهم في نفس الاتجاه ال cross product بتاعهم
+
+452
+00:33:28,990 --> 00:33:33,550
+zeroصح؟ مافيش زاوية و تسعين درجة بينهم سفر الزاوية
+
+453
+00:33:33,550 --> 00:33:38,490
+بينهم sin 00 نفس الاشي هنا الزاوية بينهم 180 هيكل
+
+454
+00:33:38,490 --> 00:33:41,790
+cross product سفر إذا القوة اللي بيأثرها المجال
+
+455
+00:33:41,790 --> 00:33:48,110
+المناطيسي على ضلع CD على ضلع AB ماله سفر لكن القوة
+
+456
+00:33:48,110 --> 00:33:53,850
+اللي على ال BC و DA معلها لا تساو سفر لأن ال I و
+
+457
+00:33:53,850 --> 00:33:56,970
+ال B في بينهم زاوية تسعين درجة ف I cross B في
+
+458
+00:33:56,970 --> 00:34:02,170
+زاوية بينهم لا تساو سفرأو يعني أنه فيه زاوية فهو
+
+459
+00:34:02,170 --> 00:34:06,530
+فيه زاوية بس يعني أنه مش سفر أوي بتبقى اذا ال
+
+460
+00:34:06,530 --> 00:34:09,550
+total force هتكون لو أنا بتحسب ال total force زي
+
+461
+00:34:09,550 --> 00:34:14,990
+ما عملنا هيكون فينا two sides اللي هي ال force two
+
+462
+00:34:14,990 --> 00:34:19,230
+sides قلنا ال force فيهم سفر بتلقى اللي هو ال two
+
+463
+00:34:19,230 --> 00:34:23,090
+loops اللي عندنا هو بسميهم zero واحد اتنين تلاتة
+
+464
+00:34:23,090 --> 00:34:25,390
+اربعة يعني فعندنا ال woman's side
+
+465
+00:34:29,280 --> 00:34:32,500
+هيكون عندها ال loop الأولاني اللي هو I DL cross B
+
+466
+00:34:32,500 --> 00:34:37,000
+أو ال side الأولاني ذات I ال integral من 4 على 1
+
+467
+00:34:37,000 --> 00:34:42,220
+DL cross B هنا هيكون من 0 لأقل، مش من 0 لأقل،
+
+468
+00:34:42,220 --> 00:34:46,160
+لأنها من 0 لأقل لاتجاه التيار وهذا الاتجاه، هنا
+
+469
+00:34:46,160 --> 00:34:52,260
+هيكون من أقل ل0 اذا
+
+470
+00:34:52,260 --> 00:34:56,540
+ال integral الأولاني هيكون I ال integral من 0
+
+471
+00:34:56,540 --> 00:35:06,120
+لأقل، واش تجاهه؟دى زد دى
+
+472
+00:35:06,120 --> 00:35:10,620
+زد زد هات cross P دى زد زد هات cross P فدى زد اش
+
+473
+00:35:10,620 --> 00:35:14,940
+حاططينا فى هالحالة L وضل ال cross product بين اللى
+
+474
+00:35:14,940 --> 00:35:19,240
+هى زد و بيه هنا نيجي كام مرة I ال integral من L ل
+
+475
+00:35:19,240 --> 00:35:25,420
+Zero اتجاه القرن من L ل Zero واتجاهه زد هات
+
+476
+00:35:29,220 --> 00:35:34,600
+ز من ال لزيرو ز هتكروس بي بضوء ز هتعطينا هنا سالب
+
+477
+00:35:34,600 --> 00:35:37,760
+ال يعني هنا هتعطينا ال و هنا سالب ال و هنا ز
+
+478
+00:35:37,760 --> 00:35:41,700
+هتكروس بي و هنا ز هتكروس بي نفس القيام تبهين معايا
+
+479
+00:35:41,700 --> 00:35:49,180
+عندي I I ز اللي هي من زرو لأل هتعطينا I L إيش بضلع
+
+480
+00:35:49,180 --> 00:35:55,480
+هنا ز هتكروس بي و هنا هيكون minus I L ز هتكروس بي
+
+481
+00:35:55,480 --> 00:35:58,720
+نفس المقدار ولتجاه ماله مخالف
+
+482
+00:36:02,490 --> 00:36:06,130
+القوة الأولى ايش هتعطينا اي او ال term الأولاني
+
+483
+00:36:06,130 --> 00:36:11,410
+هتعطينا I L زي ذات cross P والterm التاني هتعطينا
+
+484
+00:36:11,410 --> 00:36:20,030
+minus I L زي ذات cross P ما هو ب cross my total
+
+485
+00:36:20,030 --> 00:36:26,070
+force صفر لكن لو طلعنا الدقة مش هلاحظ أن ال object
+
+486
+00:36:26,070 --> 00:36:30,330
+هذا ساكنمش هيكون في حالة سكون، القوة لو تكون
+
+487
+00:36:30,330 --> 00:36:34,030
+ساكنة، المفروض يا بيكون في .. بيمشي بسرعة منتظمة
+
+488
+00:36:34,030 --> 00:36:36,310
+يا ساكن، هنا مش قيلنا إنه قاعد بيتحرك بسرعة
+
+489
+00:36:36,310 --> 00:36:41,490
+منتظمة، إيش بسله؟ بلوف، ليش بلوف؟ لإن النقاطين
+
+490
+00:36:41,490 --> 00:36:44,370
+هدولة مش قاعدين على نفس العمود، يعني لو قاعدين على
+
+491
+00:36:44,370 --> 00:36:48,070
+نفس ..النقطة بيأثروا على نفس النقطة، هيكون في
+
+492
+00:36:48,070 --> 00:36:52,210
+توازن، هي cancelوا بعض و مش هيصير أي دوران لأقله،
+
+493
+00:36:52,210 --> 00:36:55,970
+لكن الواضح أن واحدة و التانية في بينهم مسافة،
+
+494
+00:36:55,970 --> 00:37:01,990
+واحدة اتجاهها، اللي هي عكس اتجاه التاني، اتعكس B،
+
+495
+00:37:01,990 --> 00:37:05,030
+والتانية في اتجاه المعكس، ال magnitude تبعهم اذا
+
+496
+00:37:05,030 --> 00:37:08,190
+معلوم متساوي، لو بدأت طالع على ال magnitude، لو
+
+497
+00:37:08,190 --> 00:37:15,520
+سميتها هذه F modالـ magnitude بتاع التنتين هي ساوي
+
+498
+00:37:15,520 --> 00:37:21,020
+I ألف ال magnitude بتاع بي و الـ z هت cross
+
+499
+00:37:21,020 --> 00:37:27,380
+الاتجاه بتاع بي هو اللي هيعطينا الاتجاه تبع ال F0
+
+500
+00:37:27,380 --> 00:37:33,480
+تمام؟ اذا عندنا ال magnitude يعني هو اسمها F0
+
+501
+00:37:33,480 --> 00:37:39,880
+vector minus F0 فدي كلها اسمها F0 vectorمينوس
+
+502
+00:37:39,880 --> 00:37:44,600
+أفنود فإذا المقدار تبع أفنود هو I أقل في مين في
+
+503
+00:37:44,600 --> 00:37:47,460
+المجموعة تبع بيه فانحنا هيتولد Z hat cross اتجاه
+
+504
+00:37:47,460 --> 00:37:51,180
+ال بيه لهم مثلا X hat او احنا متبع الاتجاه المحلي
+
+505
+00:37:51,180 --> 00:37:55,640
+المواضر اذا أفنود لهم نفس المقدار مش هو عيين على
+
+506
+00:37:55,640 --> 00:38:00,220
+نفس الأسروشة نفس النقطة هو حط القوة مش نفس الحط
+
+507
+00:38:00,220 --> 00:38:04,260
+فبالتالي فيه هيتولد torque واحدة منهم أفنود واحدة
+
+508
+00:38:04,260 --> 00:38:07,820
+minus أفنود في إشارة سلمة بينهم تاني
+
+509
+00:38:10,290 --> 00:38:14,670
+عشان هيك قولنا هذا بيسببلنا ازدواج و بيعملنا عزم
+
+510
+00:38:14,670 --> 00:38:18,570
+ازدواج و هيلف ال loop في وجود المجال المعناطي لسه
+
+511
+00:38:18,570 --> 00:38:24,510
+ال torque احنا بنعرف ايش هو F knot في اللي هو
+
+512
+00:38:24,510 --> 00:38:27,390
+الزراع ال arm ال magnitude دي دي بالكم احنا قولنا
+
+513
+00:38:27,390 --> 00:38:32,430
+هو R cross F يعني ال magnitude تبع R في F F اللي
+
+514
+00:38:32,430 --> 00:38:37,890
+هي انا F knot سمناها و الزراع تبعنا هيكون ال بالة
+
+515
+00:38:37,890 --> 00:38:42,770
+التنتين لو مدينا هذا على طولههي هتكون الزراع اش
+
+516
+00:38:42,770 --> 00:38:47,530
+بيساوي هاي الزاوية هتكون نفسها Alpha هيكون الزراع
+
+517
+00:38:47,530 --> 00:38:53,950
+أو هذا العمود بينهم اش بيساوي W Sin Alpha واضر W
+
+518
+00:38:53,950 --> 00:38:56,530
+Sin Alpha مش هذا اللي على فول هذا اللي هو الزراع
+
+519
+00:38:56,530 --> 00:39:01,390
+اللي بينهم هيكون ايش W Sin Alpha هاي الزاوية
+
+520
+00:39:01,390 --> 00:39:05,290
+بتساوي نفس الزاوية اللي هنا معايا ألسمها ولا
+
+521
+00:39:05,290 --> 00:39:05,990
+بأضحك؟
+
+522
+00:39:15,340 --> 00:39:23,280
+هذه تكمل هذه وهذه تكمل هذه فهذه Alpha هذه
+
+523
+00:39:23,280 --> 00:39:28,700
+تكمل هذه وهذه تكمل هذه فهذه Alpha وهذا اللي انا
+
+524
+00:39:28,700 --> 00:39:34,100
+بديه ايش هيكون Sine Alpha ايش بالساوية تظهر اللي
+
+525
+00:39:34,100 --> 00:39:40,920
+انا بديه مثلا X على W ف X بالساوية W Sine Alpha
+
+526
+00:39:40,920 --> 00:39:43,000
+واضح؟ هاي ال R تبعه هو
+
+527
+00:39:46,650 --> 00:39:51,470
+التوك بيساوي قيمة if not اللي هو الشي اللي بتساوي
+
+528
+00:39:51,470 --> 00:40:00,180
+IL في B في BT Wsin α اللي هو الذراع القوة فإيش لو
+
+529
+00:40:00,180 --> 00:40:03,940
+انا بدي أجيب الترتيب تبع T او ال magnitude بدي
+
+530
+00:40:03,940 --> 00:40:06,480
+أخطه بدون bold احنا قولنا بدون bold هذا magnitude
+
+531
+00:40:06,480 --> 00:40:10,520
+ال bold بتكون vector او ان اخطه بين اللي هي ال
+
+532
+00:40:10,520 --> 00:40:13,660
+absolute هاد اللي باليه فهي magnitude يعني هاي نفس
+
+533
+00:40:13,660 --> 00:40:20,140
+هاي فT إيش منها الساوة Bil عوضنا عن قيمة F0 Wsin α
+
+534
+00:40:20,140 --> 00:40:25,740
+W اللي هو ال width تبع العند طلعنا كويس على ال
+
+535
+00:40:25,740 --> 00:40:30,580
+loop رجعنا L في W إيش بمثل ليها ده ال area بتاعة
+
+536
+00:40:30,580 --> 00:40:34,720
+المستطيل ولا I في L ال area بتاعة ال loop
+
+537
+00:40:34,720 --> 00:40:40,980
+rectangular loop فعندي ال area بتاعته L في W إذا
+
+538
+00:40:40,980 --> 00:40:46,180
+معناه T إيش بتساوي B في I بدل W أسفل أسميها S اللي
+
+539
+00:40:46,180 --> 00:40:51,210
+هي ال area هي sin alphaكما في حاجة اضافة احنا
+
+540
+00:40:51,210 --> 00:40:54,810
+بنعرف ان حاصل ضغط ال current في ال area I في A او
+
+541
+00:40:54,810 --> 00:40:59,410
+I في S بده اسميه ال moment و دايما احنا ال vector
+
+542
+00:40:59,410 --> 00:41:03,070
+تبع ال area قولنا انه بيكون عمودي على ال area مش
+
+543
+00:41:03,070 --> 00:41:06,250
+احنا اللي قولنا ال area مالها مش scalar، اللي هي
+
+544
+00:41:06,250 --> 00:41:10,490
+vector و بيكون عمودي على ال area فانحن نسمي ال
+
+545
+00:41:10,490 --> 00:41:15,940
+unit vector تبع ال areaو هعرف ال moment ال
+
+546
+00:41:15,940 --> 00:41:20,600
+magnetic dipole moment اللي ال M بسوء I في S في A
+
+547
+00:41:20,600 --> 00:41:23,320
+and Hat احنا كان في عندنا electric dipole moment
+
+548
+00:41:23,320 --> 00:41:26,800
+ما تذكرينه و two charges هنا ال magnetic dipole
+
+549
+00:41:26,800 --> 00:41:30,860
+moment اللي هو نتاج من انه فيه دي تيارين متعاكسين
+
+550
+00:41:30,860 --> 00:41:34,160
+في اتجاه مجال المناطيس هيتولد ان دي couple من ال
+
+551
+00:41:34,160 --> 00:41:38,810
+forces متساوين اتجاههم متعاكسينإذا الـ magnetic
+
+552
+00:41:38,810 --> 00:41:43,490
+dipole moment بنعرفه هو عبارة عن حاصل ضرب ال
+
+553
+00:41:43,490 --> 00:41:48,890
+current في ال area بتاعة ال loop تمام؟ و اتجاهه
+
+554
+00:41:48,890 --> 00:41:53,970
+عمودي على ال area طيب ال units تعونه هيكون amps
+
+555
+00:41:53,970 --> 00:41:58,330
+per meter تربية ال units تعونه amps per meter
+
+556
+00:41:58,330 --> 00:42:02,390
+تربية تمام؟ هاي ال magnetic dipole moment
+
+557
+00:42:12,400 --> 00:42:16,580
+طيب كمان لو بدرجة اكتوب ال torque اللي احنا حسبنا
+
+558
+00:42:16,580 --> 00:42:21,080
+ان هو عبارة عن P في ال magnetic moment في sin α
+
+559
+00:42:21,080 --> 00:42:24,640
+حلوة أحس ان انا بقدر احنا متذكرين نقولنا ال sin α
+
+560
+00:42:24,640 --> 00:42:29,330
+هيبتمثل ليه؟cross product بينما ال cosine بتمثلني
+
+561
+00:42:29,330 --> 00:42:32,690
+dot product فانا عندى vector يوه ال moment وفيه
+
+562
+00:42:32,690 --> 00:42:36,950
+عندى sin alpha معناه انه هاد المقدار تبع ال vector
+
+563
+00:42:36,950 --> 00:42:40,590
+M في ال sin alpha معناه هدا فيه عندى cross product
+
+564
+00:42:40,590 --> 00:42:44,370
+بين حاشتين بال moment وحاجة تانية اللى هى في هاي
+
+565
+00:42:44,370 --> 00:42:46,470
+الحالة مين ال vector التانى ال magnetic field
+
+566
+00:42:46,470 --> 00:42:51,430
+فعندى بيه و ال moment و sin alpha اذا هذا عبارة عن
+
+567
+00:42:51,430 --> 00:42:54,210
+ال magnitude of the cross product بين ال magnetic
+
+568
+00:42:54,210 --> 00:42:58,840
+field و ال momentTorque هو عبارة عن الـ magnetic
+
+569
+00:42:58,840 --> 00:43:02,320
+moment across الـ magnetic field الـ magnetic
+
+570
+00:43:02,320 --> 00:43:05,460
+moment كمان مرة هو عبارة عن حصل ضرب ال current في
+
+571
+00:43:05,460 --> 00:43:12,900
+ال area و ال vector بتاعه هو عمودي على ال areaو ال
+
+572
+00:43:12,900 --> 00:43:16,440
+sin α هي اللي أوحطلنا ان هي عبارة عن cross product
+
+573
+00:43:16,440 --> 00:43:19,860
+لان اتفقنا ان ال sin هي بتمثل cross بين لو كان
+
+574
+00:43:19,860 --> 00:43:22,920
+عندكو sin ايش بنقول في عندي dot ال product دي و في
+
+575
+00:43:22,920 --> 00:43:25,740
+ال torque ثانوي اللي هو ال magnetic dipole moment
+
+576
+00:43:25,740 --> 00:43:33,020
+والmagnetic torque هو عبارة عن m cross d تمام؟
+
+577
+00:43:33,020 --> 00:43:36,100
+اذا عرفنا اشهر تعريف ال torque عرفنا اشهر ما تعريف
+
+578
+00:43:36,100 --> 00:43:40,460
+ال magnetic dipole moment عرفناكيف نجيب ال forces
+
+579
+00:43:40,460 --> 00:43:44,840
+الناتجة من المجال المناطيسي أسوأ متولد احنا عارفين
+
+580
+00:43:44,840 --> 00:43:47,820
+مصدره أو مش عارفين مصدره، احنا في الحالتين جيبنا
+
+581
+00:43:47,820 --> 00:43:52,180
+ال forcesالحالة الأولى كنا عارفين مصدر ال force او
+
+582
+00:43:52,180 --> 00:43:54,980
+ال magnet field اللى هو infinite line جبنا ال
+
+583
+00:43:54,980 --> 00:43:58,480
+forces على كل ضلع من أضلع ال loop و في الحالة
+
+584
+00:43:58,480 --> 00:44:01,600
+التانية ماهتمناش اش مصدر ال magnet field كان
+
+585
+00:44:01,600 --> 00:44:05,020
+معطقلنا و جبنا ال force على أضلع اللى هو ال loop
+
+586
+00:44:05,020 --> 00:44:09,880
+اللى قدامنا و حسبنا ال torque الناتج من القوتين F0
+
+587
+00:44:10,420 --> 00:44:14,420
+اللي موجودين على الضغايا المتقابلين انه في عندى
+
+588
+00:44:14,420 --> 00:44:19,640
+هتولد torque و هيصير لف لل loop وهدى هى فكرة اللى
+
+589
+00:44:19,640 --> 00:44:27,420
+هو عمل ال motor تمام؟ يعطيكوا العفو، في اي سفسار
+
+590
+00:44:27,420 --> 00:44:32,920
+قبل ما ننهي المحاضرة بتاعتنا؟ في اي سفسار؟ يلا
+
+591
+00:44:32,920 --> 00:44:33,560
+يعطيكوا العفو
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/tlgyXNIYaB8_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/tlgyXNIYaB8_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..d015d7663d95c6c1801a92bc9f5925f895117e27
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/tlgyXNIYaB8_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 4540, "start": 22.58, "end": 45.4, "text": "السلام عليكم ورحمة الله وبركاته احنا اليوم هنتبع موضوعنا على أنواع اللي هي القوة أسواق المناطسية أو الكهربائية وكيف تأثيرهم على ال particles احنا شوفنا في المحاضر الماضي ان يسهل كيف particle تحت أثير القوة المناطسية انه بيصير في مدار دائري و ال particle او يعني ال charge في مسار كهربا .. electric field", "tokens": [6027, 3794, 37440, 25894, 24793, 4032, 2288, 35571, 3660, 21984, 4032, 26890, 4117, 9307, 3224, 1975, 5016, 8315, 45595, 20498, 8032, 29399, 3555, 3615, 3714, 2407, 11242, 45367, 8315, 15844, 14739, 14407, 3615, 13672, 1829, 39896, 25062, 2407, 3660, 5551, 3794, 14407, 4587, 9673, 1863, 41193, 3794, 10632, 34051, 33251, 3224, 25513, 16373, 10632, 4032, 4117, 33911, 6055, 10721, 12984, 13546, 16095, 15844, 2423, 10007, 1975, 5016, 8315, 13412, 38688, 8315, 8978, 9673, 5016, 46958, 2288, 9673, 46958, 1829, 16472, 7251, 3794, 3224, 1211, 9122, 33911, 12359, 6055, 33753, 5551, 12984, 13546, 25062, 2407, 3660, 9673, 1863, 41193, 3794, 10632, 16472, 3224, 4724, 1829, 9381, 13546, 8978, 3714, 3215, 9640, 11778, 16373, 16572, 4032, 2423, 12359, 1975, 2407, 37495, 22653, 2423, 4602, 8978, 47524, 9640, 9122, 3224, 25513, 995, 4386, 5210, 2519], "avg_logprob": -0.15660244584979868, "compression_ratio": 1.8917910447761195, "no_speech_prob": 4.76837158203125e-07, "words": [{"start": 22.58, "end": 22.82, "word": "السلام", "probability": 0.9405924479166666}, {"start": 22.82, "end": 23.28, "word": " عليكم", "probability": 0.9501953125}, {"start": 23.28, "end": 23.64, "word": " ورحمة", "probability": 0.85540771484375}, {"start": 23.64, "end": 23.94, "word": " الله", "probability": 0.974609375}, {"start": 23.94, "end": 24.56, "word": " وبركاته", "probability": 0.98564453125}, {"start": 24.56, "end": 24.74, "word": " احنا", "probability": 0.8336588541666666}, {"start": 24.74, "end": 24.92, "word": " اليوم", "probability": 0.931396484375}, {"start": 24.92, "end": 25.48, "word": " هنتبع", "probability": 0.93798828125}, {"start": 25.48, "end": 26.1, "word": " موضوعنا", "probability": 0.98857421875}, {"start": 26.1, "end": 26.74, "word": " على", "probability": 0.86279296875}, {"start": 26.74, "end": 27.22, "word": " أنواع", "probability": 0.9192708333333334}, {"start": 27.22, "end": 27.38, "word": " اللي", "probability": 0.708251953125}, {"start": 27.38, "end": 27.52, "word": " هي", "probability": 0.92529296875}, {"start": 27.52, "end": 28.08, "word": " القوة", "probability": 0.88134765625}, {"start": 28.08, "end": 28.48, "word": " أسواق", "probability": 0.707275390625}, {"start": 28.48, "end": 29.12, "word": " المناطسية", "probability": 0.807421875}, {"start": 29.12, "end": 29.34, "word": " أو", "probability": 0.6953125}, {"start": 29.34, "end": 31.1, "word": " الكهربائية", "probability": 0.91181640625}, {"start": 31.1, "end": 31.8, "word": " وكيف", "probability": 0.7542317708333334}, {"start": 31.8, "end": 32.36, "word": " تأثيرهم", "probability": 0.97138671875}, 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"probability": 0.9677734375}], "temperature": 1.0}, {"id": 102, "seek": 264988, "start": 2628.74, "end": 2649.88, "text": "الحالة الأولى كنا عارفين مصدر ال force او ال magnet field اللى هو infinite line جبنا ال forces على كل ضلع من أضلع ال loop و في الحالة التانية ماهتمناش اش مصدر ال magnet field كان معطقلنا و جبنا ال force على أضلع اللى هو ال loop اللى قدامنا و حسبنا ال torque الناتج من القوتين F0", "tokens": [6027, 5016, 6027, 3660, 16247, 12610, 7578, 9122, 8315, 6225, 9640, 5172, 9957, 3714, 9381, 3215, 2288, 2423, 3464, 1975, 2407, 2423, 15211, 2519, 13672, 7578, 31439, 13785, 1622, 10874, 3555, 8315, 2423, 5874, 15844, 28242, 48812, 1211, 3615, 9154, 5551, 11242, 1211, 3615, 2423, 6367, 4032, 8978, 21542, 6027, 3660, 16712, 7649, 10632, 19446, 3224, 39237, 1863, 33599, 1975, 8592, 3714, 9381, 3215, 2288, 2423, 15211, 2519, 25961, 20449, 9566, 4587, 1211, 8315, 4032, 10874, 3555, 8315, 2423, 3464, 15844, 5551, 11242, 1211, 3615, 13672, 7578, 31439, 2423, 6367, 13672, 7578, 12174, 3215, 10943, 8315, 4032, 11331, 35457, 8315, 2423, 16437, 28239, 9307, 7435, 9154, 25062, 35473, 9957, 479, 15], "avg_logprob": -0.16350446282220737, "compression_ratio": 1.8951965065502183, "no_speech_prob": 0.0, "words": [{"start": 2628.74, "end": 2629.28, "word": "الحالة", "probability": 0.8658447265625}, {"start": 2629.28, "end": 2629.68, "word": " الأولى", "probability": 0.94482421875}, {"start": 2629.68, "end": 2629.92, "word": " كنا", "probability": 0.924560546875}, {"start": 2629.92, "end": 2630.32, "word": " عارفين", "probability": 0.9737548828125}, {"start": 2630.32, "end": 2630.84, "word": " مصدر", "probability": 0.9920654296875}, {"start": 2630.84, "end": 2631.22, "word": " ال", "probability": 0.69970703125}, {"start": 2631.22, "end": 2631.64, "word": " force", "probability": 0.8212890625}, {"start": 2631.64, "end": 2632.18, "word": " او", "probability": 0.760986328125}, {"start": 2632.18, "end": 2632.26, "word": " ال", "probability": 0.76220703125}, {"start": 2632.26, "end": 2632.44, "word": " magnet", "probability": 0.6611328125}, {"start": 2632.44, "end": 2632.82, "word": " field", "probability": 0.904296875}, {"start": 2632.82, "end": 2633.02, "word": " اللى", "probability": 0.813720703125}, {"start": 2633.02, "end": 2633.18, "word": " هو", "probability": 0.5986328125}, {"start": 2633.18, "end": 2633.54, "word": " infinite", "probability": 0.8310546875}, {"start": 2633.54, "end": 2634.06, "word": " line", "probability": 0.97705078125}, {"start": 2634.06, "end": 2634.86, "word": " جبنا", "probability": 0.8605143229166666}, {"start": 2634.86, "end": 2634.98, "word": " ال", "probability": 0.95458984375}, {"start": 2634.98, "end": 2635.24, "word": " forces", "probability": 0.9443359375}, {"start": 2635.24, "end": 2635.46, "word": " على", "probability": 0.6640625}, {"start": 2635.46, "end": 2635.7, "word": " كل", "probability": 0.98828125}, {"start": 2635.7, "end": 2636.02, "word": " ضلع", "probability": 0.6852213541666666}, {"start": 2636.02, "end": 2636.16, "word": " من", "probability": 0.9921875}, {"start": 2636.16, "end": 2636.58, "word": " أضلع", "probability": 0.775634765625}, {"start": 2636.58, "end": 2637.16, "word": " ال", "probability": 0.71728515625}, {"start": 2637.16, "end": 2637.5, "word": " loop", "probability": 0.9208984375}, {"start": 2637.5, "end": 2637.98, "word": " و", "probability": 0.9306640625}, {"start": 2637.98, "end": 2638.08, "word": " في", "probability": 0.345947265625}, {"start": 2638.08, "end": 2638.48, "word": " الحالة", "probability": 0.9664713541666666}, {"start": 2638.48, "end": 2638.84, "word": " التانية", "probability": 0.9619140625}, {"start": 2638.84, "end": 2639.56, "word": " ماهتمناش", "probability": 0.84912109375}, {"start": 2639.56, "end": 2639.7, "word": " اش", "probability": 0.4761962890625}, {"start": 2639.7, "end": 2640.12, "word": " مصدر", "probability": 0.9947509765625}, {"start": 2640.12, "end": 2640.3, "word": " ال", "probability": 0.830078125}, {"start": 2640.3, "end": 2640.6, "word": " magnet", "probability": 0.5078125}, {"start": 2640.6, "end": 2641.08, "word": " field", "probability": 0.93408203125}, {"start": 2641.08, "end": 2641.6, "word": " كان", "probability": 0.91552734375}, {"start": 2641.6, "end": 2642.3, "word": " معطقلنا", "probability": 0.78984375}, {"start": 2642.3, "end": 2642.5, "word": " و", "probability": 0.59228515625}, {"start": 2642.5, "end": 2642.78, "word": " جبنا", "probability": 0.9363606770833334}, {"start": 2642.78, "end": 2642.9, "word": " ال", "probability": 0.96484375}, {"start": 2642.9, "end": 2643.16, "word": " force", "probability": 0.98388671875}, {"start": 2643.16, "end": 2643.34, "word": " على", "probability": 0.91357421875}, {"start": 2643.34, "end": 2643.94, "word": " أضلع", "probability": 0.9659423828125}, {"start": 2643.94, "end": 2644.46, "word": " اللى", "probability": 0.988037109375}, {"start": 2644.46, "end": 2644.64, "word": " هو", "probability": 0.95654296875}, {"start": 2644.64, "end": 2644.84, "word": " ال", "probability": 0.83447265625}, {"start": 2644.84, "end": 2645.02, "word": " loop", "probability": 0.98583984375}, {"start": 2645.02, "end": 2645.18, "word": " اللى", "probability": 0.9912109375}, {"start": 2645.18, "end": 2645.76, "word": " قدامنا", "probability": 0.9779052734375}, {"start": 2645.76, "end": 2646.22, "word": " و", "probability": 0.97705078125}, {"start": 2646.22, "end": 2646.66, "word": " حسبنا", "probability": 0.9505208333333334}, {"start": 2646.66, "end": 2646.92, "word": " ال", "probability": 0.9267578125}, {"start": 2646.92, "end": 2647.2, "word": " torque", "probability": 0.88671875}, {"start": 2647.2, "end": 2647.92, "word": " الناتج", "probability": 0.8536783854166666}, {"start": 2647.92, "end": 2648.48, "word": " من", "probability": 0.9921875}, {"start": 2648.48, "end": 2649.18, "word": " القوتين", "probability": 0.817626953125}, {"start": 2649.18, "end": 2649.88, "word": " F0", "probability": 0.8134765625}], "temperature": 1.0}, {"id": 103, "seek": 267356, "start": 2650.42, "end": 2673.56, "text": "اللي موجودين على الضغايا المتقابلين انه في عندى هتولد torque و هيصير لف لل loop وهدى هى فكرة اللى هو عمل ال motor تمام؟ يعطيكوا العفو، في اي سفسار قبل ما ننهي المحاضرة بتاعتنا؟ في اي سفسار؟ يلا يعطيكوا العفو", "tokens": [6027, 20292, 3714, 29245, 23328, 9957, 15844, 6024, 114, 17082, 995, 25528, 9673, 2655, 4587, 16758, 1211, 9957, 16472, 3224, 8978, 43242, 7578, 8032, 2655, 12610, 3215, 16437, 4032, 39896, 9381, 13546, 5296, 5172, 24976, 6367, 37037, 3215, 7578, 8032, 7578, 6156, 4117, 25720, 13672, 7578, 31439, 6225, 42213, 2423, 5932, 46811, 10943, 22807, 37495, 9566, 1829, 4117, 14407, 18863, 5172, 2407, 12399, 8978, 1975, 1829, 8608, 36178, 9640, 12174, 36150, 19446, 8717, 1863, 3224, 1829, 9673, 5016, 46958, 25720, 39894, 995, 34268, 8315, 22807, 8978, 1975, 1829, 8608, 36178, 9640, 22807, 7251, 15040, 37495, 9566, 1829, 4117, 14407, 18863, 5172, 2407], "avg_logprob": -0.2534890759338453, "compression_ratio": 1.791044776119403, "no_speech_prob": 2.1398067474365234e-05, "words": [{"start": 2650.42, "end": 2650.86, "word": "اللي", "probability": 0.770263671875}, {"start": 2650.86, "end": 2651.3, "word": " موجودين", "probability": 0.862548828125}, {"start": 2651.3, "end": 2651.46, "word": " على", "probability": 0.9169921875}, {"start": 2651.46, "end": 2651.92, "word": " الضغايا", "probability": 0.651806640625}, {"start": 2651.92, "end": 2653.44, "word": " المتقابلين", "probability": 0.9775390625}, {"start": 2653.44, "end": 2654.08, "word": " انه", "probability": 0.56396484375}, {"start": 2654.08, "end": 2654.2, "word": " في", "probability": 0.8623046875}, {"start": 2654.2, "end": 2654.42, "word": " عندى", "probability": 0.488525390625}, {"start": 2654.42, "end": 2654.86, "word": " هتولد", "probability": 0.934326171875}, {"start": 2654.86, "end": 2655.14, "word": " torque", "probability": 0.26171875}, {"start": 2655.14, "end": 2655.3, "word": " و", "probability": 0.876953125}, {"start": 2655.3, "end": 2655.78, "word": " هيصير", "probability": 0.7427571614583334}, {"start": 2655.78, "end": 2656.24, "word": " لف", "probability": 0.96630859375}, {"start": 2656.24, "end": 2656.78, "word": " لل", "probability": 0.65673828125}, {"start": 2656.78, "end": 2657.62, "word": " loop", "probability": 0.61962890625}, {"start": 2657.62, "end": 2658.02, "word": " وهدى", "probability": 0.6698404947916666}, {"start": 2658.02, "end": 2658.14, "word": " هى", "probability": 0.7274169921875}, {"start": 2658.14, "end": 2658.68, "word": " فكرة", "probability": 0.9708658854166666}, {"start": 2658.68, "end": 2659.64, "word": " اللى", "probability": 0.7205810546875}, {"start": 2659.64, "end": 2659.74, "word": " هو", "probability": 0.5703125}, {"start": 2659.74, "end": 2660.1, "word": " عمل", "probability": 0.984375}, {"start": 2660.1, "end": 2660.58, "word": " ال", "probability": 0.8642578125}, {"start": 2660.58, "end": 2661.04, "word": " motor", "probability": 0.970703125}, {"start": 2661.04, "end": 2663.98, "word": " تمام؟", "probability": 0.7607421875}, {"start": 2663.98, "end": 2666.1, "word": " يعطيكوا", "probability": 0.793701171875}, {"start": 2666.1, "end": 2666.7, "word": " العفو،", "probability": 0.4803466796875}, {"start": 2666.7, "end": 2666.82, "word": " في", "probability": 0.6748046875}, {"start": 2666.82, "end": 2666.96, "word": " اي", "probability": 0.734375}, {"start": 2666.96, "end": 2667.42, "word": " سفسار", "probability": 0.80224609375}, {"start": 2667.42, "end": 2667.62, "word": " قبل", "probability": 0.990966796875}, {"start": 2667.62, "end": 2667.82, "word": " ما", "probability": 0.447021484375}, {"start": 2667.82, "end": 2668.72, "word": " ننهي", "probability": 0.9658203125}, {"start": 2668.72, "end": 2669.36, "word": " المحاضرة", "probability": 0.975341796875}, {"start": 2669.36, "end": 2670.78, "word": " بتاعتنا؟", "probability": 0.92431640625}, {"start": 2670.78, "end": 2670.88, "word": " في", "probability": 0.71826171875}, {"start": 2670.88, "end": 2671.04, "word": " اي", "probability": 0.9130859375}, {"start": 2671.04, "end": 2672.56, "word": " سفسار؟", "probability": 0.969482421875}, {"start": 2672.56, "end": 2672.92, "word": " يلا", "probability": 0.6385498046875}, {"start": 2672.92, "end": 2673.32, "word": " يعطيكوا", "probability": 0.94423828125}, {"start": 2673.32, "end": 2673.56, "word": " العفو", "probability": 0.9754231770833334}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2674.335, "duration_after_vad": 2538.1468749999863}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/wO3oYIFvFRw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/wO3oYIFvFRw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..f053421f30cb41395e19f395d5c58daa66035590
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/wO3oYIFvFRw.srt
@@ -0,0 +1,1878 @@
+1
+00:00:21,020 --> 00:00:23,540
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,540 --> 00:00:26,520
+وبركاته إحنا اليوم إن شاء الله هنبدأ في أول محاضرة 
+
+3
+00:00:26,520 --> 00:00:30,500
+الكهرومغناطيسية والكهرومغناطيسية مهمة كتير لنا
+
+4
+00:00:30,500 --> 00:00:35,180
+كطلبة هندسة لأنها بتتميز بـ applications متعددة
+
+5
+00:00:35,180 --> 00:00:38,860
+مثلًا أنتم شايفين إلها تطبيقات في العديد من
+
+6
+00:00:38,860 --> 00:00:41,660
+التخصصات بتشمل الـ wireless communication يعني مش
+
+7
+00:00:41,660 --> 00:00:44,100
+هنأخذ wireless communication وما نعرفش كهرومغناطيسية
+
+8
+00:00:44,100 --> 00:00:49,080
+circuits، وتواجد computer interconnects and
+
+9
+00:00:49,080 --> 00:00:52,120
+peripherals يعني اللي بيدرسوا برضه كمبيوتر لازم
+
+10
+00:00:52,120 --> 00:00:55,400
+يكونوا عارفين الكهرومغناطيسية optical fiber links
+
+11
+00:00:55,400 --> 00:00:59,420
+and its components microwave communications رادار
+
+12
+00:00:59,420 --> 00:01:04,600
+أنتنا، سنسور، micro electromechanical systems، motors
+
+13
+00:01:04,600 --> 00:01:07,440
+power generation and transmission lines كلها
+
+14
+00:01:07,440 --> 00:01:12,640
+التخصصات جزء من اللي لسه الـ widespread اللي بتخدم
+
+15
+00:01:12,640 --> 00:01:16,980
+نتيجة الكهرومغناطيسية، طبعًا عشان نقدر نتعامل معاها
+
+16
+00:01:16,980 --> 00:01:21,420
+بمناسبة نفسية لازمنا نتعرف على بعض الخلفية الرياضية
+
+17
+00:01:21,420 --> 00:01:25,760
+من أهم الخلفية الرياضية اللي إحنا بحاجة إليها اللي
+
+18
+00:01:25,760 --> 00:01:29,260
+هي الـ vectorial analysis قد يكون بعض الأشياء اللي 
+
+19
+00:01:29,260 --> 00:01:33,220
+هنحكيها اليوم مَرَّت عليكم وقدركم ومردّش عليكم، اللي
+
+20
+00:01:33,220 --> 00:01:37,300
+مرّت عليكم بيكون زي مراجعة، اللي مردّش بيكون تثبيت و
+
+21
+00:01:37,300 --> 00:01:41,700
+تعليم لإنه أحد أشهر الكتب المجزئة كانت تاني بداية 
+
+22
+00:01:41,700 --> 00:01:45,520
+تمهيد رياضي يعني بيضلوا يمهّدولكم الأشياء الرياضية
+
+23
+00:01:45,520 --> 00:01:49,430
+أو الخلفية الرياضية لزمانة عشان نفهم مَثاق الكهربا 
+
+24
+00:01:49,430 --> 00:01:52,830
+معاصي، يعني نفهم كيف تتدفق الموجات، كيف تتفاعل مع
+
+25
+00:01:52,830 --> 00:01:56,030
+الـ media كل هذه الأشياء لازم يكون عندها الخلفية
+
+26
+00:01:56,030 --> 00:01:59,210
+الرياضية فالجزء الأول هو مراجعة وتمهيد للخلفية
+
+27
+00:01:59,210 --> 00:02:02,030
+الرياضية، الجزء الثاني نبدأ نحكي عن الـ field فعليًا
+
+28
+00:02:02,030 --> 00:02:07,270
+وكيف نستخدم هذه الخلفية الرياضية لنفهم التفاعل تبع
+
+29
+00:02:07,270 --> 00:02:11,590
+الـ fields مع الـ media، هنبدأ بالتفريق ما بين الـ
+
+30
+00:02:11,590 --> 00:02:13,550
+scalar و الـ vector في حد ما يعرف إيش الفرق بين الـ
+
+31
+00:02:13,550 --> 00:02:16,450
+vector و الـ scalar؟ الـ scalar يعني قيمة فقط، الـ
+
+32
+00:02:16,450 --> 00:02:21,710
+vector قيمة واتجاه تمام، إذا الـ scalar هي كمية 
+
+33
+00:02:21,710 --> 00:02:25,430
+ما لهاش أي اتجاه يعني زي إيش لما نبدأ نحكي مثلًا
+
+34
+00:02:25,430 --> 00:02:28,290
+درجة الحرارة حدًّا أمره قال درجة الحرارة ستة و
+
+35
+00:02:28,290 --> 00:02:31,670
+ثلاثين درجة مئوية في اتجاه الشمال؟ إذا إن درجة
+
+36
+00:02:31,670 --> 00:02:35,350
+الحرارة كمية ما لها scalar، مين كمان اللي هي مثلًا
+
+37
+00:02:35,350 --> 00:02:38,770
+الـ potential نحكي الـ potential قيمته مثلًا خمسة
+
+38
+00:02:38,770 --> 00:02:43,570
+volt في حدّ قال خمسة volt في اتجاه القطبية مش عارف
+
+39
+00:02:43,570 --> 00:02:49,110
+إيه؟ عشان ما فيش شيء لأ، كمان عدد السكان، الوزن، إيش
+
+40
+00:02:49,110 --> 00:02:54,430
+كمان في ناس بتعرف حاجات ثانية؟ الـ distance المسافة 
+
+41
+00:02:54,430 --> 00:02:57,570
+يعني أنا بقيس طول المسطرة، طول حاجة بقيسها بالمسطرة
+
+42
+00:02:57,570 --> 00:03:02,050
+بقولي مثلًا قد إيه طول المحفظة هذه؟ بقولي ممكن 25 سم 
+
+43
+00:03:02,050 --> 00:03:05,210
+بقوليش ولا في اتجاه الشمال ولا الشرق لأ، إذا في
+
+44
+00:03:05,210 --> 00:03:08,610
+quantities كتيرة اللي بتمر علينا اللي ما لهاش
+
+45
+00:03:08,610 --> 00:03:12,190
+scalar scalar اللي بمعنى إن هي quantities اللي
+
+46
+00:03:12,190 --> 00:03:17,190
+ما لهاش أي اتجاه، مجرد magnitude اللي لها مقدار نيجي 
+
+47
+00:03:17,190 --> 00:03:21,470
+للـ vector الـ vector ماله إله magnitude و direction
+
+48
+00:03:21,470 --> 00:03:27,930
+يعني إله كمية وإله اتجاه عشان أنا أمثل تمثيل 
+
+49
+00:03:27,930 --> 00:03:31,690
+رياضي للـ vector أي vector بروح وأنا أحطه فوق
+
+50
+00:03:31,690 --> 00:03:35,890
+السهم بعض الكتب بحطوه بشكل bold يعني إحنا في عندنا
+
+51
+00:03:35,890 --> 00:03:40,370
+مراجع فإحنا مثلًا لما نمثل أي vector تمثيل رياضي
+
+52
+00:03:40,370 --> 00:03:47,520
+بقول الـ vector إيه؟ بحط عليه سهم الـ scalar Italic أو 
+
+53
+00:03:47,520 --> 00:03:51,160
+بدون السهم اللي فوقه يعني بعرفوا ده محطّتش السهم إن
+
+54
+00:03:51,160 --> 00:03:55,120
+هو ده الـ scalar و
+
+55
+00:03:55,120 --> 00:03:59,880
+هذا الـ vector زي ما حكيت لكم بعض الكتب بيميزوهم إنه 
+
+56
+00:03:59,880 --> 00:04:04,160
+بيخلوا الـ vector bold والـ scalar مش bold طب إيش 
+
+57
+00:04:04,160 --> 00:04:07,120
+أمثلة على الـ vector؟ ها عارفة كده نمثل الـ vector
+
+58
+00:04:07,120 --> 00:04:12,680
+مثلًا السرعة يا vector بقول سرعته ثلاثة متر
+
+59
+00:04:12,680 --> 00:04:18,110
+بالثانية في اتجاه الشمال كمان إيش؟ ممكن يكون
+
+60
+00:04:18,110 --> 00:04:24,410
+القوة القوة بنقول القوة ثلاثة نيوتن مثلًا إلى أسفل
+
+61
+00:04:24,410 --> 00:04:28,010
+أو إلى أعلى أو إلى الشمال أو إلى الجنوب كمان إيش
+
+62
+00:04:28,010 --> 00:04:30,870
+فيه كمان الـ fields معظم الـ fields زي الـ electric
+
+63
+00:04:30,870 --> 00:04:40,150
+field الـ magnetic field كلهم بيكون لهم اتجاه طب
+
+64
+00:04:40,150 --> 00:04:42,470
+نيجي نعرف إيش الـ field؟ طب إحنا قلنا الـ field هو
+
+65
+00:04:42,470 --> 00:04:46,630
+vector الـ field هو زي الـ electric field والـ
+
+66
+00:04:46,630 --> 00:04:50,190
+magnetic field vector لكن في بعض الـ fields اللي 
+
+67
+00:04:50,190 --> 00:04:54,010
+إحنا ممكن تكون scalar طب خلينا نشوف إيش الفرق أول
+
+68
+00:04:54,010 --> 00:04:57,310
+حاجة إيش تعريف الـ field وإيش ممكن نقول عنه؟ هل هو
+
+69
+00:04:57,310 --> 00:05:01,110
+vector ولا scalar كيف نميز بينهم؟ الـ field is a
+
+70
+00:05:01,110 --> 00:05:04,590
+function that specifies a particular quantity
+
+71
+00:05:04,590 --> 00:05:09,950
+everywhere in a region يعني بعرفلي عن كمية معينة
+
+72
+00:05:09,950 --> 00:05:14,790
+في كل مكان في المنطقة يعني نحكي مثال بسيطة على الـ
+
+73
+00:05:14,790 --> 00:05:19,030
+field، قالت إحنا بتعرفوا كلكم تجارب نيوتن آه؟
+
+74
+00:05:19,030 --> 00:05:22,370
+نيوتن قال تفاحة وقعت تحت إذا إن هذه التفاحة 
+
+75
+00:05:22,370 --> 00:05:26,270
+في مجال إيش نيوتن؟ الجاذبية الأرضية إذا في عندي مجال
+
+76
+00:05:26,270 --> 00:05:29,310
+في field، field اللي هو المجال المغناطيسي أو 
+
+77
+00:05:29,310 --> 00:05:32,930
+الجاذبية الأرضية مجال جاذبية أو مغناطيسية الأرض هي
+
+78
+00:05:32,930 --> 00:05:37,050
+اللي خلت التفاحة تسقط إلى الأرض إلى الأسفل فهي 
+
+79
+00:05:37,050 --> 00:05:41,090
+field في كل مكان كلنا بنمشي في فعلها الجاذبية لو
+
+80
+00:05:41,090 --> 00:05:44,590
+ما فيش جاذبية كلنا بنطير صح؟ فهي quantity موجودة في
+
+81
+00:05:44,590 --> 00:05:48,570
+كل مكان temperature موجودة في كل مكان الـ pressure
+
+82
+00:05:48,570 --> 00:05:54,710
+فنقول إذا هي ممكن تكون يا scalar يا vector أمثلة
+
+83
+00:05:54,710 --> 00:05:57,430
+على الـ scalar field أنا طول إذا حكيت temperature
+
+84
+00:05:57,430 --> 00:06:00,770
+يعني درجة الحرارة موزعة في الغرفة يمكن منتظمة
+
+85
+00:06:00,770 --> 00:06:05,790
+تقريبًا 25 درجة في كل مكان موزعة في الغرفة لو طلعنا
+
+86
+00:06:05,790 --> 00:06:09,190
+على الساحة هتكون درجة الحرارة موزعة يمكن ثلاثين في
+
+87
+00:06:09,190 --> 00:06:13,650
+المنطقة فهي بتكون في كل المنطقة تكون function مثلًا
+
+88
+00:06:13,650 --> 00:06:17,270
+في الـ space لكن ما لها scalar الـ temperature زي ما 
+
+89
+00:06:17,270 --> 00:06:19,550
+اتفقنا وما حدش على عمره قال ثلاثين centigrade في 
+
+90
+00:06:19,550 --> 00:06:24,720
+الشارع الشمال ولا الشارع الغرب لكن هي field ما بعدش
+
+91
+00:06:24,720 --> 00:06:30,680
+في عندنا اللي هي الـ sound الصوت الصوت أنا بيتوزع ماله
+
+92
+00:06:30,680 --> 00:06:34,440
+في كل المنطقة هاي هو field لكن هي ما أنا بقول إلها
+
+93
+00:06:34,440 --> 00:06:39,060
+إلها اتجاه هو scalar field كمان في عندنا الـ
+
+94
+00:06:39,060 --> 00:06:42,740
+electrical potential الـ potential بحد ذاته scalar
+
+95
+00:06:42,740 --> 00:06:46,700
+field وكمان الـ refractive index بتعرفوا شو هو
+
+96
+00:06:46,700 --> 00:06:50,780
+refractive index؟ هو خاصية للميديا اللي بتخليه يتفاعل
+
+97
+00:06:50,780 --> 00:06:55,950
+مع الضوء برضه هي scalar quantity نيجي لبعض اللي 
+
+98
+00:06:55,950 --> 00:06:58,370
+هو الـ vector زي مين؟ gravitational force إحنا
+
+99
+00:06:58,370 --> 00:07:00,850
+اتفقنا تقريبًا كل الـ force ما لها بحكي عن الـ force
+
+100
+00:07:00,850 --> 00:07:03,670
+ثلاثة نيوتن في اتجاه كذا في اتجاه كذا إذا هدول
+
+101
+00:07:03,670 --> 00:07:08,110
+كلهم ما لهم vector الـ velocity of the rain drop in
+
+102
+00:07:08,110 --> 00:07:12,970
+the atmosphere هو قطرة مية بتوقع اللي هي velocity 
+
+103
+00:07:12,970 --> 00:07:17,590
+اللي هي إلها اتجاه إذا وقعت مائلة ولا نزلت عدل وهكذا
+
+104
+00:07:19,220 --> 00:07:21,620
+وطبعًا بنضيف لهم الـ electric field والـ magnetic 
+
+105
+00:07:21,620 --> 00:07:27,200
+field كلهم لهم vector، potential vector field طب
+
+106
+00:07:27,200 --> 00:07:30,340
+هالجزء إحنا قلنا الهدف إن هي جزئية خلت عرفنا الفرق
+
+107
+00:07:30,340 --> 00:07:33,920
+بين الـ scalar والـ vector وهنكمل معلوماتنا عن 
+
+108
+00:07:33,920 --> 00:07:38,200
+اللي هي الـ vector الأساس كل vector كل الـ vector
+
+109
+00:07:38,200 --> 00:07:42,340
+الأشهر له بميزة عن الـ scalar الـ scalar قلنا له بس 
+
+110
+00:07:42,340 --> 00:07:47,000
+magnitude الـ vector له magnitude واتجاه إذا لازم 
+
+111
+00:07:47,000 --> 00:07:51,240
+نعرف اتجاه الـ vector الـ magnitude تبع الفكتور ماله
+
+112
+00:07:51,240 --> 00:07:56,180
+اسكالي يعني بقدر أقول إنه أي فيكتور A اللي هو 
+
+113
+00:07:56,180 --> 00:08:00,700
+الفيكتور تحتيه اللي هو magnitude A واللي هو اتجاه 
+
+114
+00:08:00,700 --> 00:08:04,840
+اكتبوا في
+
+115
+00:08:04,840 --> 00:08:10,080
+الكتاب A vector أو يعني بُعد وتحتيه قبعة A عشان
+
+116
+00:08:10,080 --> 00:08:13,760
+نقول إن هذا اتجاه A لك لو كتبت لك A hat بعرف إنه
+
+117
+00:08:13,760 --> 00:08:17,200
+برضه اتجاه يعني في الكتاب أسهل ليه إن أرسم هيك لأن
+
+118
+00:08:17,200 --> 00:08:24,560
+أكتب بُعد لكن لو كتبت T بهذا الشكل برضه بدلّ على
+
+119
+00:08:24,560 --> 00:08:28,020
+الفكتور بس أنا بفضل الشّرح A hat, X hat, Y hat, Z
+
+120
+00:08:28,020 --> 00:08:34,380
+hat إذا قلنا الفكتور له magnitude له هاكي بهذا
+
+121
+00:08:34,380 --> 00:08:40,340
+الشكل وأحيانًا نكتبه بهذا الشكل إيه الفكتور وبين
+
+122
+00:08:40,340 --> 00:08:47,040
+هذه الرمزات وله اتجاه طبعًا إذا هاكي بنعرف هو
+
+123
+00:08:47,040 --> 00:08:52,160
+الفكتور قلنا إله quantity إله magnitude وإله اتجاه
+
+124
+00:08:52,160 --> 00:08:57,760
+الـ quantity بتاعته عرفناها بهذا الشكل أو بهذا
+
+125
+00:08:57,760 --> 00:09:06,100
+الشكل عشان أعرف الـ a hat اللي هو اتجاهنا الاتجاه a 
+
+126
+00:09:06,100 --> 00:09:10,180
+hat a hat معناه هو unit vector إيش معناه unit 
+
+127
+00:09:10,180 --> 00:09:14,560
+vector؟ إنه الـ magnitude تبعه واحد لكن إله اتجاه
+
+128
+00:09:14,560 --> 00:09:19,360
+عشان أعرف اتجاهه بقول هو الـ vector a على الـ 
+
+129
+00:09:19,360 --> 00:09:22,340
+magnitude تبع الـ vector a أي unit vector في الدنيا
+
+130
+00:09:22,340 --> 00:09:27,400
+بدي أحصل عليه لأي vector quantity لو ما كانتش a لو
+
+131
+00:09:27,400 --> 00:09:34,580
+كانت b بي حيكون magnitude بي و b hat إيش هي الـ
+
+132
+00:09:34,580 --> 00:09:39,620
+b hat؟ unit vector إيش بيساوي؟ الـ vector نفسه على الـ
+
+133
+00:09:39,620 --> 00:09:43,560
+magnitude تبع الـ vector إذا الـ unit vector بقدر 
+
+134
+00:09:43,560 --> 00:09:47,120
+أجيبه أو اتجاه أي vector بإني أقسم الـ vector 
+
+135
+00:09:47,120 --> 00:09:52,760
+على الـ magnitude تبع هذا الـ vector طب 
+
+136
+00:09:52,760 --> 00:09:55,820
+الـ vector كيف أنا بعبر عنه؟ الـ vector غالبًا اللي 
+
+137
+00:09:55,820 --> 00:09:59,820
+هو components يا بيكون له one component في اتجاه الـ
+
+138
+00:09:59,820 --> 00:10:03,260
+x direction يا two component x y بس إذا كان x
+
+139
+00:10:03,260 --> 00:10:06,520
+direction بقول له اتجاه واحد في الـ x والـ y بيكون 
+
+140
+00:10:06,520 --> 00:10:12,340
+له اتجاهين x y z بيكون في الـ space يعني مكانه في
+
+141
+00:10:12,340 --> 00:10:16,320
+الـ space في الـ three dimension بشكل عام بقدر أقول 
+
+142
+00:10:16,320 --> 00:10:19,400
+إنّه له three مثلًا تخلينا نطلع على الـ Cartesian
+
+143
+00:10:19,400 --> 00:10:21,900
+coordinate الـ Cartesian coordinate اللي هو الـ
+
+144
+00:10:21,900 --> 00:10:26,060
+space الـ x y z يا بيسمّيه Cartesian coordinate يا
+
+145
+00:10:26,060 --> 00:10:30,030
+rectangular coordinate Rectangle Coordinate لأن هو 
+
+146
+00:10:30,030 --> 00:10:35,870
+أصلًا ممثل XYZ زي اللي هو القلم تحت الورقة XYZ 
+
+147
+00:10:35,870 --> 00:10:39,370
+هذا Cartesian Coordinate فبنسمّيه أو Cartesian هو
+
+148
+00:10:39,370 --> 00:10:43,850
+نسبة
+
+149
+00:10:43,850 --> 00:10:49,050
+لأحد علماء الرياضيات يعني طيب Cartesian Coordinate
+
+150
+00:10:49,050 --> 00:10:54,380
+أو Rectangle Coordinate بنعبر عنه بهذا الشكل يا 
+
+151
+00:10:54,380 --> 00:10:57,620
+بقول الـ components بتاعته زي ما أنتم شايفين في الـ
+
+152
+00:10:57,620 --> 00:11:02,400
+slide بهذا
+
+153
+00:11:02,400 --> 00:11:09,180
+الشكل هذا الـ vector تبعه يا بهذا الشكل بكتبه يا 
+
+154
+00:11:09,180 --> 00:11:13,620
+بكتبه بهذا الشكل هذا
+
+155
+00:11:13,620 --> 00:11:16,500
+الشكل إيش بقولي هذا؟ بقولي هذا الـ x component
+
+156
+00:11:16,500 --> 00:11:24,570
+قيمتها ax هذا الـ x hat هذا الـ y hat هي المقدار تبع
+
+157
+00:11:24,570 --> 00:11:31,650
+الـ vector A في الـ X direction هذا الـ component 
+
+158
+00:11:31,650 --> 00:11:36,050
+بتاعة الـ vector في الـ Y direction والـ Y دي هي الـ
+
+159
+00:11:36,050 --> 00:11:38,910
+component بتاعة الـ vector A في اتجاه Z direction
+
+160
+00:11:38,910 --> 00:11:44,130
+تمام، نيجي هنا كيف كتبها برضه؟ كتبها بدلالة اللي هي 
+
+161
+00:11:44,130 --> 00:11:48,650
+الـ components AX اللي هي الـ component في الـ X 
+
+162
+00:11:48,650 --> 00:11:53,620
+direction هذه هي الـ unit vector في اتجاه الـ x
+
+163
+00:11:53,620 --> 00:12:01,400
+direction a y y hat a z z hat زي ما حكيت في الكتاب
+
+164
+00:12:01,400 --> 00:12:09,220
+أسهل نغطّيه بشكل عام أو 
+
+165
+00:12:09,220 --> 00:12:13,060
+a
+
+166
+00:12:13,060 --> 00:12:17,620
+x a y a z هو حاططهم بالـ bold عشان تتعودوا على
+
+167
+00:12:17,620 --> 00:12:18,080
+الكتاب
+
+168
+00:12:29,400 --> 00:12:33,420
+عشان نتأكد إن الـ unit vector بتاعتها واحد إذا قلت 
+
+169
+00:12:33,420 --> 00:12:40,180
+ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه
+
+170
+00:12:40,180 --> 00:12:43,240
+ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه
+
+171
+00:12:46,070 --> 00:12:50,270
+على المجنتد إيش بيستوي؟ واحد إذا المجنتد تبع لون الـ
+
+172
+00:12:50,270 --> 00:12:55,990
+vector ماله؟ واحد أكيد يعني 
+
+173
+00:12:55,990 --> 00:13:03,270
+زي ما أنتم شايفين هي عندنا الـ vector A وهي الـ
+
+174
+00:13:03,270 --> 00:13:06,190
+components بتاعته واحدة في اتجاه الـ X direction
+
+175
+00:13:06,190 --> 00:13:09,790
+واحدة في اتجاه الـ Y direction وثالثة في اتجاه الـ Z
+
+176
+00:13:09,790 --> 00:13:17,590
+direction فهي AX x hat زائد AY y hat زائد AZ z hat وهنا 
+
+177
+00:13:17,590 --> 00:13:21,410
+
+201
+00:15:01,570 --> 00:15:05,550
+اللي هو الـ vector c اللي بيساوي a زائد b إحنا لو
+
+202
+00:15:05,550 --> 00:15:08,850
+كان عندي خمسة زائد تلاتة لما بجمعهم بقول بيساوي
+
+203
+00:15:08,850 --> 00:15:11,550
+خمسة زائد تلاتة بيساوي تمانية لكن عندي الـ vector a
+
+204
+00:15:11,550 --> 00:15:14,050
+اللي هو له components في اتجاه الـ x, component في
+
+205
+00:15:14,050 --> 00:15:16,490
+اتجاه الـ y, component في اتجاه الـ z وعند الـ vector
+
+206
+00:15:16,490 --> 00:15:18,630
+b نفس الشيء هو له components في اتجاه الـ x, component
+
+207
+00:15:18,630 --> 00:15:21,370
+في اتجاه الـ y, component في اتجاه الـ z عشان أجمعهم
+
+208
+00:15:21,370 --> 00:15:27,490
+بقدرش أجمع الـ x مع الـ y بجمع الـ X مع بعض و الـ Y مع 
+
+209
+00:15:27,490 --> 00:15:32,990
+بعض و الـ Z مع بعض فلما أجيب أعرف الـ A vector
+
+210
+00:15:32,990 --> 00:15:38,850
+AX, AY, AZ و الـ B vector BX, BY, BZ مجموعهم مش هيكون 
+
+211
+00:15:38,850 --> 00:15:43,050
+الـ X components مع بعض و الـ Y components مع بعض و الـ
+
+212
+00:15:43,050 --> 00:15:45,590
+Z components مع بعض زي ما أنتم شايفين هيعطينا الـ C
+
+213
+00:15:45,590 --> 00:15:53,810
+vector اللي هو AX زائد BX x hat, AY زائد BY y hat, AZ زائد BZ 
+
+214
+00:15:53,810 --> 00:15:57,610
+z hat نفس الحاجة للـ subtraction لو كان عندي الـ
+
+215
+00:15:57,610 --> 00:16:02,930
+vector D اللي بتعرفه a minus b إيش معنى a minus b
+
+216
+00:16:02,930 --> 00:16:06,750
+يعني a plus الـ minus b يعني أول شيء كأني بضرب الـ
+
+217
+00:16:06,750 --> 00:16:11,250
+vector b بـ minus 1 و بجمعهم فضربت أنا الـ b بالـ
+
+218
+00:16:11,250 --> 00:16:14,410
+minus 1 إيش هتصير؟ minus b x, minus b y, minus b z
+
+219
+00:16:14,410 --> 00:16:17,330
+لما أجمعهم هتجمع الـ x components و الـ y components و
+
+220
+00:16:17,330 --> 00:16:22,010
+الـ z components هتكون a x minus b x x hat, ay - by y
+
+221
+00:16:22,010 --> 00:16:31,630
+hat, az - bz z hat هات هي الـ summation هي الـ c الـ c
+
+222
+00:16:31,630 --> 00:16:35,950
+هي عند الـ vector a و الـ vector b عشان أعمل الـ
+
+223
+00:16:35,950 --> 00:16:40,650
+summation للـ a و الـ b بستخدم إن هي متوازية الأضلاع
+
+224
+00:16:40,650 --> 00:16:50,490
+يعني بس هي الـ a هي السهم وهي رأس السهم بحاول إنّي
+
+225
+00:16:50,490 --> 00:16:55,490
+أنقل الـ B بما يوازيها بحيث يصبح ذيل الـ B على رأس الـ
+
+226
+00:16:55,490 --> 00:17:02,270
+A يعني أنا برسم واحد موازي بالتمام للـ B لماله اللي
+
+227
+00:17:02,270 --> 00:17:10,270
+ببدأ من ذيله ونهايته أو ديله مع رأس سهم A فبكون القطر
+
+228
+00:17:10,270 --> 00:17:18,630
+اللي بيوصل ما بين ذيل A وسهم رأس B هيكون هو الـ C يعني
+
+229
+00:17:18,630 --> 00:17:28,450
+هي A زائد B هذا هو الـC واضح؟ حد يقرصنا؟ كمان مش 
+
+230
+00:17:28,450 --> 00:17:33,190
+واضح لو أنا عملت الموازي هو الـA مش مشكلة يعني أنا 
+
+231
+00:17:33,190 --> 00:17:37,390
+في الأول عملت قطر A زائد B مثلًا رسمت في الأول سواء 
+
+232
+00:17:37,390 --> 00:17:42,410
+الـC لو أنا حطيت الـA موازي بحيث إن دي الـA يكون
+
+233
+00:17:42,410 --> 00:17:49,190
+مع رأس B هنا هيكون ذيل الـA هيكون ذيل الـB زائد A 
+
+234
+00:17:49,190 --> 00:17:56,870
+برضه هيساوي C اللي 
+
+235
+00:17:56,870 --> 00:18:03,690
+هو هيكون قطر متوازي الأضلاع فيه أي سؤال لحد هنا؟ الـ
+
+236
+00:18:03,690 --> 00:18:09,870
+subtraction اللي هي الـ D أنا عندي الـ vector A و الـ
+
+237
+00:18:09,870 --> 00:18:13,510
+vector B Vector A هو الـ Vector بيبدأ من Subtraction،
+
+238
+00:18:13,510 --> 00:18:15,930
+طبعًا ماهو أول حاجة بنعملها؟ بنضرب الـ B بالـ-1،
+
+239
+00:18:15,930 --> 00:18:19,430
+إيش معنى نضربها بالـ-1؟ إذا كانت عندها X موجبة بيصير
+
+240
+00:18:19,430 --> 00:18:21,790
+سالبة و Y موجبة بيصير سالبة، إذا كانت X موجبة بيصير
+
+241
+00:18:21,790 --> 00:18:26,550
+سالبة، إذا كانت X موجبة بيصير سالبة، إذا كانت X موجبة
+
+242
+00:18:26,550 --> 00:18:30,170
+بيصير سالبة، إذا كانت X موجبة بيصير سالبة، إذا كانت X
+
+243
+00:18:30,170 --> 00:18:32,530
+موجبة بيصير سالبة، إذا كانت X موجبة بيصير سالبة، إذا
+
+244
+00:18:32,530 --> 00:18:35,570
+كانت X موجبة بيصير سالبة، إذا كانت X موجبة بيصير
+
+245
+00:18:35,570 --> 00:18:41,050
+سالبة، إذا كانت X موجبة عند الـ minus 2 و minus 3 و
+
+246
+00:18:41,050 --> 00:18:48,550
+minus 1 180 درجة إذا هاي الـ A عملناها للـ B صارت هنا
+
+247
+00:18:48,550 --> 00:18:52,690
+minus B عشانها اتقلبت بنجمعهم نفس اللي حكيناها لجمع
+
+248
+00:18:52,690 --> 00:18:59,250
+يا متوازي الـ minus B هنا هي صارت الـ minus B هنا ف A
+
+249
+00:18:59,250 --> 00:19:03,910
+minus B بتعطينا الـ D أو زي ما حكينا بعمل موازي للـ
+
+250
+00:19:03,910 --> 00:19:11,070
+A فبتكون minus B زائد A يساوي D مقدر؟ في أي سؤال هنا؟
+
+251
+00:19:11,070 --> 00:19:19,270
+طب إيش مزايا اللي هي الجمع؟ أنا في الرسمة حبيت إن
+
+252
+00:19:19,270 --> 00:19:23,050
+أعطي المزايا إيش لاحظتوا إن كنت أقول لكم يا بقول a 
+
+253
+00:19:23,050 --> 00:19:29,150
+زائد b يا بقول b زائد a صح؟ إذا هي بنسميها الخاصية
+
+254
+00:19:29,150 --> 00:19:33,630
+commutative  commutative معناها إن إذا جمعت a مع b 
+
+255
+00:19:33,630 --> 00:19:37,850
+نفسها هتساوي جمع b مع a  قد الـ commutative
+
+256
+00:19:40,790 --> 00:19:45,210
+associative يعني لو قلت أنا a زائد b زائد c بحس
+
+257
+00:19:45,210 --> 00:19:48,310
+إن أول شيء أنا جمعت الـ b مع الـ c وبعدين جمعتلهم الـ a 
+
+258
+00:19:48,310 --> 00:19:51,690
+نفس الشيء بحصل عليه لو جمعت أول شيء a مع b وبعدين
+
+259
+00:19:51,690 --> 00:19:55,170
+جمعتلهم الـ c يعني هاي التوزيع الـ associative أول
+
+260
+00:19:55,170 --> 00:19:57,330
+لو جمعت .. يعني دي تلاتة vectors وأنا بجمعهم مع
+
+261
+00:19:57,330 --> 00:20:02,790
+بعض الـ a مع الـ b مع الـ c لو جمعت أول a مع الـ c و
+
+262
+00:20:02,790 --> 00:20:05,850
+بعدين مع الـ B مثلًا A مع الـ B وبعدين جمعتلهم الـ C 
+
+263
+00:20:05,850 --> 00:20:10,570
+لازم .. نفس الجواب لو أنا جمعت الـ B مع الـ C في
+
+264
+00:20:10,570 --> 00:20:14,330
+الأول وبعدين ضفتلهم الـ A Distributive يعني
+
+265
+00:20:14,330 --> 00:20:19,870
+التوزيع يعني أنا عندي constant K هنا K constant هم
+
+266
+00:20:19,870 --> 00:20:22,790
+حاططها بالإيتاليك يعني زي الـ magnitude ما فيش عليها 
+
+267
+00:20:22,790 --> 00:20:26,830
+بعد ولا فيكتور الـ Distributive أنا لو كان عندي
+
+268
+00:20:26,830 --> 00:20:32,350
+scalar K ومضروب في فيكتورين A زائد B نفس الشيء لو
+
+269
+00:20:32,350 --> 00:20:37,170
+أنا جمعت أول الـ A مع الـ B وضربتهم بالـ K لو إنّي
+
+270
+00:20:37,170 --> 00:20:40,770
+أول ضربت الـ K مع الـ A وضربت الـ K مع الـ B وجمعتهم
+
+271
+00:20:40,770 --> 00:20:45,390
+مع بعض لازم يطلع نفس الجواب واضح؟ كمان في حالة الـ
+
+272
+00:20:45,390 --> 00:20:49,930
+multiplications يعني عندي K مع الـ vector A يعني لو
+
+273
+00:20:49,930 --> 00:20:53,490
+أنا ضربت خمسة الـ vector أو لا ضربت الـ vector بالخمسة 
+
+274
+00:20:53,490 --> 00:20:58,580
+هيك شغلتها مش حتى الـ vector كمان لو أنا كان عندي أول 
+
+275
+00:20:58,580 --> 00:21:03,220
+حاجة ضربت scalar L مع الـ vector A وبعدين ضربتها
+
+276
+00:21:03,220 --> 00:21:07,580
+بـK أو أول ضربت الـ two scalars الـ K مع الـ L وبعدين
+
+277
+00:21:07,580 --> 00:21:11,240
+ضربتهم بالـ vector A لازم يعطينا نفس النتيجة وقادر
+
+278
+00:21:11,240 --> 00:21:16,320
+نفرّق
+
+279
+00:21:16,320 --> 00:21:21,450
+بين الـ position و الـ distance الـ position هو موضوع
+
+280
+00:21:21,450 --> 00:21:25,670
+الشيء، مكان الشيء، يعني لو أنا بدي أحدد مكان مثلًا
+
+281
+00:21:25,670 --> 00:21:31,170
+طرف الطاولة هذا، وين طرف الطاولة؟ بالنسبة بدي أحدد
+
+282
+00:21:31,170 --> 00:21:34,790
+الـ coordinate بالنسبة لكوردينيت الـ X, Y, Z اللي
+
+283
+00:21:34,790 --> 00:21:42,590
+هو حدود الغرفة، أخذنا إن هذا هو الـ X وهذا هو الـ Y
+
+284
+00:21:42,590 --> 00:21:46,460
+وفوق هو الـ Z وبدي أحدد طرف الطاولة هذا الـ
+
+285
+00:21:46,460 --> 00:21:50,080
+question بروح بأرسم vector من نقطة الـ origin لنقطة 
+
+286
+00:21:50,080 --> 00:21:54,040
+اللي أنا بدي أحدد موقعها لو أي مكان في الـ space
+
+287
+00:21:54,040 --> 00:21:58,360
+طبة ولا حاجة في الـ space وبدي أحدد موقعها كمان
+
+288
+00:21:58,360 --> 00:22:01,400
+مرة بتكون موقعها بالنسبة لمين؟ coordinate أنا
+
+289
+00:22:01,400 --> 00:22:04,240
+محددها الـ coordinate المحددين وإحنا المثال طبعًا 
+
+290
+00:22:04,240 --> 00:22:09,400
+مين اللي هم الـ X Y Z حدود الغرفة فبأخذ أنا الـ
+
+291
+00:22:09,400 --> 00:22:13,420
+vector من الـ origin لحد الـ object تبعي هذا بيسمّيه
+
+292
+00:22:13,420 --> 00:22:15,940
+الـ position موقع الشيء وإنّي أنا مكاني
+
+293
+00:22:15,940 --> 00:22:19,340
+بالنسبة للـ coordinate XYZ زي ما أنتم شايفين في
+
+294
+00:22:19,340 --> 00:22:25,200
+اللي هي الرسمة اللي على السبورة هاي الـ position أنا 
+
+295
+00:22:25,200 --> 00:22:27,720
+عندي هالـ object تبعي زي القلم تبعي اللي كانت ماسكه
+
+296
+00:22:27,720 --> 00:22:33,340
+رفعتها هاندي الـ XYZ هالـ
+
+297
+00:22:33,340 --> 00:22:39,710
+X وهاي الـ Y وهاي الـ Z وإنّ هذه موقعها إيش بسوي؟
+
+298
+00:22:39,710 --> 00:22:42,830
+بأرسم vector من الـ origin للنقطة اللي أنا بدي أعرف
+
+299
+00:22:42,830 --> 00:22:48,030
+موقعها في الـ space اللي هي بسمّيها النقطة B هذا هو
+
+300
+00:22:48,030 --> 00:22:50,310
+الـ position هذا الـ position vector بل عن الـ vector
+
+301
+00:22:50,310 --> 00:22:53,290
+اللي قلناه بيحدد لي الموضع اللي هو X component Y
+
+302
+00:22:53,290 --> 00:22:58,050
+component و Z component هذا هو الـ position أحيانًا
+
+303
+00:22:58,050 --> 00:23:01,350
+بيسمّوه radius vector ليش؟ لو أنا طلعت هنا .. هغطّي
+
+304
+00:23:01,350 --> 00:23:05,330
+هنا سفير، هاي نقطة هتكون كأنها نقطة على سفير، على
+
+305
+00:23:05,330 --> 00:23:10,150
+بطيخة، صح؟ بتتخيلوا الوضع؟ لو أنا عملت سفير حوالين
+
+306
+00:23:10,150 --> 00:23:13,110
+هاي جزئية، هتصير كأنها نقطة على سطح البطيخة، يعني 
+
+307
+00:23:13,110 --> 00:23:15,310
+لو تخيلت الـ coordinate أنا وين؟ في مركز البطيخة 
+
+308
+00:23:16,030 --> 00:23:20,510
+بتفتحوا نفسكم اه تخيلوا البطيخة أو في نصها هي الـ X Y
+
+309
+00:23:20,510 --> 00:23:23,770
+Z أي نقطة على الـ surface تبع البطيخة هيكون الـ
+
+310
+00:23:23,770 --> 00:23:26,310
+position تبعها من الـ origin لهذا النقطة اللي على
+
+311
+00:23:26,310 --> 00:23:36,310
+الـ surface عشان هيك مرات بيسمّوه الـ radius إذا 
+
+312
+00:23:36,310 --> 00:23:40,610
+الاسم هتكون الـ RB يعني المسافة من الـ origin O لـ B
+
+313
+00:23:40,610 --> 00:23:50,830
+تمام الـ origin من O لـ B ليه هتكون؟ أقول X component X
+
+314
+00:23:50,830 --> 00:23:57,290
+hat زي Y component Y hat زي Z component Z hat هذا 
+
+315
+00:23:57,290 --> 00:23:59,950
+الـ position إذا الـ position هي موقع الشيء بالنسبة
+
+316
+00:23:59,950 --> 00:24:05,610
+للـ coordinate طب نشوف الـ distance الـ
+
+317
+00:24:05,610 --> 00:24:08,390
+distance vector هي الـ displacement من نقطة لنقطة
+
+318
+00:24:08,390 --> 00:24:11,130
+ثانية يعني أنا حددت في الـ space نقطتين هنا
+
+319
+00:24:11,130 --> 00:24:16,930
+اللي هي الـ B و الـ Q تمام؟ الـB بالنسبة لمين حددتها؟
+
+320
+00:24:16,930 --> 00:24:20,310
+للـorigin والـQ حددتها بالنسبة لمين؟ للـorigin إذا
+
+321
+00:24:20,310 --> 00:24:24,050
+ما عندي two points in the space الـ position تبع B
+
+322
+00:24:24,050 --> 00:24:28,810
+والـ position تبع Q هاي RB اللي هو الـ position تبع النقطة B 
+
+323
+00:24:28,810 --> 00:24:32,950
+أو الـ object B و RQ اللي هو الـ position تبع الـ Q إيش يعني 
+
+324
+00:24:32,950 --> 00:24:35,790
+الـ distance؟ هي الـ displacement من مكان لمكان
+
+325
+00:24:35,790 --> 00:24:38,590
+يعني point of view يعني هي الـ displacement بس من B
+
+326
+00:24:38,590 --> 00:24:44,920
+لـ Q RBQ RBQ اللي هي الـ distance بين two objects يعني 
+
+327
+00:24:44,920 --> 00:24:49,660
+مثلًا أنا بدي أعرف المسافة اللي بين حنان ولمى، إيش هو 
+
+328
+00:24:49,660 --> 00:24:52,540
+الحاجة اللي بعملها؟ بعرف موقع لمى بالنسبة لي الـ origin
+
+329
+00:24:52,540 --> 00:24:58,800
+هنا R الـ .. R لمى و R حنان هيكون له موقع حنان
+
+330
+00:24:58,800 --> 00:25:02,600
+بالنسبة لي الـ origin RH الـ displacement هي المسافة
+
+331
+00:25:02,600 --> 00:25:06,680
+بين لمى وحنان، واضحة؟ هاي الفرق بين position و
+
+332
+00:25:06,680 --> 00:25:11,420
+displacement طب نتفق على الـ notation، يعني الـ RBQ
+
+333
+00:25:11,420 --> 00:25:15,530
+هي عبارة عن RQ minus RB يعني لما أقول RAB إيش 
+
+334
+00:25:15,530 --> 00:25:26,790
+هتكون؟ RAB هتكون RB - RA هي النقطة الأولى وهي
+
+335
+00:25:26,790 --> 00:25:34,570
+النقطة الثانية هتكون RBQ هي عبارة عن RQ - RB واضحة؟
+
+336
+00:25:34,570 --> 00:25:38,450
+ليش؟ لإن إحنا اتفقنا إن هذا مع هذا معناه جمع،
+
+337
+00:25:38,450 --> 00:25:45,180
+يعني RB زائد RBQ بيبقى تساوي RQ صح؟ إيش طبعًا شفنا الـ 
+
+338
+00:25:45,180 --> 00:25:48,580
+Gemini؟ إنها هذي إذا حطيت الـ tail تبع الـ vector
+
+339
+00:25:48,580 --> 00:25:52,400
+على رأس الأولاني، هيكون هذا مجموع مع هذا بيساوي
+
+340
+00:25:52,400 --> 00:25:55,540
+اللي هو الـ vector اللي واصل من هنا لهنا، اللي هو
+
+341
+00:25:55,540 --> 00:26:02,600
+متوازي الأضلاع، يعني عندي RB زائد RBQ بتساوي RQ 
+
+342
+00:26:02,600 --> 00:26:09,780
+معناه إن RBQ إيش بتساوي؟ RQ minus RB، دولة طبعًا 
+
+343
+00:26:09,780 --> 00:26:12,160
+الـ vector كانت أفضل من النقطة اللي بحط فيها السهم، 
+
+344
+00:26:12,160 --> 00:26:15,210
+مش هحتاج من هذا الشيء مش حاجة بتعرف أوضحها 
+
+345
+00:26:15,210 --> 00:26:22,290
+بالبوابة كل واحد منهم يبقى له component RQ, XQ, YQ
+
+346
+00:26:22,290 --> 00:26:33,050
+ZQ يعني RQ في الـ space عبارة عن XQ, YQ, ZQ و RB
+
+347
+00:26:33,050 --> 00:26:42,540
+عبارة عن XP, YP, ZP وإحنا تعلمنا كيف نطرح يعني RQ 
+
+348
+00:26:42,540 --> 00:26:48,840
+- RB إيش هي؟ مشغولنا يعني عبارة عن RQ plus minus RB
+
+349
+00:26:48,840 --> 00:26:56,080
+يعني بضرب RB بسالب وبجمعهم هتكون XQ - XB x hat, YQ - YB
+
+350
+00:26:56,080 --> 00:27:01,880
+y hat زي ZQ - ZB z hat في أي سؤال لحد هنا؟ صار واضح إيش
+
+351
+00:27:01,880 --> 00:27:06,920
+الفرق بين الـ position و الـ displacement؟ لأنه مهم
+
+352
+00:27:06,920 --> 00:27:09,440
+كتير لما نيجي نحل اللي قلناها دي كلها vectors على
+
+353
+00:27:09,440 --> 00:27:12,680
+أساس review لما نيجي نحكي على الـ fields هتصيروا موقع 
+
+354
+00:27:12,680 --> 00:27:16,560
+الـ field و الـ displacement من الـ field لمكان ثاني
+
+355
+00:27:16,560 --> 00:27:19,920
+ناخد
+
+356
+00:27:19,920 --> 00:27:23,400
+أمثلة يعني شوية لكن نأخذ راحة ونشوف أمثلة لو كان 
+
+357
+00:27:23,400 --> 00:27:27,320
+عندي الـ vector a معرف إليه إنه له components في
+
+358
+00:27:27,320 --> 00:27:31,320
+اتجاه الـ x direction مقداره عشرة والـ component في
+
+359
+00:27:31,320 --> 00:27:36,440
+اتجاه السالب y مقداره 4 واحدة في اتجاه الـ z مقداره
+
+360
+00:27:36,440 --> 00:27:40,000
+6 وعندي الـ b vector له two components فقط ما له الـ
+
+361
+00:27:40,000 --> 00:27:43,900
+z مقداره صفر واحدة في اتجاه الـ x مقداره 2 واحدة في
+
+362
+00:27:43,900 --> 00:27:48,300
+اتجاه الـ y مقداره 1 أول حاجة بدي الـ component
+
+363
+00:27:48,300 --> 00:27:52,460
+بتاعة a along y إيش قيمتها؟
+
+364
+00:27:55,270 --> 00:27:59,090
+-4 ممتاز إذا الـ component بتاعة A في اتجاه الـ y
+
+365
+00:27:59,090 --> 00:28:04,670
+direction هي minus أربع الـ magnitude لفكتور تلاتة 
+
+366
+00:28:04,670 --> 00:28:12,410
+A minus B حد يحاول يحلّ لنا
+
+401
+00:30:33,430 --> 00:30:45,410
+دكتور بسحط فوق بي دكتور بL هي عشرة في تجاه الـ X مع
+
+402
+00:30:45,410 --> 00:30:50,610
+الأربعة بيصير أربعة و أربعة عشر أربعة
+
+403
+00:30:50,610 --> 00:30:56,070
+و أربعة عشر X hat عند ماينوس أربعة في تجاه الـ Y وزاق
+
+404
+00:30:56,070 --> 00:30:59,370
+التانين يعني ماينوس تانين عند ماينوس أربعة وزاق
+
+405
+00:30:59,370 --> 00:31:02,030
+التانين هتكون ماينوس تانين بسيط السؤال هتكون
+
+406
+00:31:02,030 --> 00:31:07,130
+ماينوس تانين في تجاه الـ Y hat بتبقى أعلى حاجة اي X
+
+407
+00:31:07,130 --> 00:31:09,530
+hat او X hat
+
+408
+00:31:15,440 --> 00:31:25,460
+الـ y component ستة ستة زائد ستة تمام
+
+409
+00:31:25,460 --> 00:31:29,260
+بينا جيب c magnitude ده يساوي جزر التربيع بـ 14
+
+410
+00:31:29,260 --> 00:31:40,220
+تربيع زائد minus 2 تربيع زائد ستة تربيع تربيع
+
+411
+00:31:40,220 --> 00:31:43,580
+بعدها ال magnitude و بعدين اذا ال unit vector صميه
+
+412
+00:31:43,580 --> 00:31:51,890
+c hat C hat هي ساوية C vector على ال magnitude لـ C
+
+413
+00:31:51,890 --> 00:31:59,890
+14 except
+
+414
+00:31:59,890 --> 00:32:06,110
+ناقص 
+
+415
+00:32:06,110 --> 00:32:07,990
+2 ay hat
+
+416
+00:32:22,340 --> 00:32:26,120
+طبعا بيطلع هاي مجرد ان واحد يستخدم calculator عشان
+
+417
+00:32:26,120 --> 00:32:40,740
+اجيب الارقام النهائية واضح
+
+418
+00:32:40,740 --> 00:32:42,440
+لحدنا ايش اللي احنا بنعمله؟
+
+419
+00:32:49,290 --> 00:32:53,070
+هذا الحكي اللي احنا عملناه بالأرقام الموجودة هنا
+
+420
+00:32:53,070 --> 00:32:56,510
+الـ سؤال
+
+421
+00:32:56,510 --> 00:33:01,410
+التاني برضه عشان نفهم ال vector الاسس عندي a river
+
+422
+00:33:01,410 --> 00:33:08,310
+flows south east at 10 km per hour يعني النهر عمله
+
+423
+00:33:08,310 --> 00:33:13,190
+بتدفق المي فيه في اتجاه اللي هو جنوب الشرق بمقدار
+
+424
+00:33:13,190 --> 00:33:18,890
+عشرة كيلومتر and a boat boat flows upon it with its
+
+425
+00:33:18,890 --> 00:33:21,810
+bows pointed in the direction of the travel، يعني
+
+426
+00:33:21,810 --> 00:33:26,050
+في boat قاعد بسافر في البحر، في النهر، النهر بتدفق
+
+427
+00:33:26,050 --> 00:33:31,950
+عشر كيلومتر في الساعة و في يدي اللي هو قارب عامل
+
+428
+00:33:31,950 --> 00:33:37,220
+برضه بسافر، يا رحمكم الله في ال river A man walks
+
+429
+00:33:37,220 --> 00:33:41,920
+upon the deck يعني في عندي رجال قاعد مسافر على
+
+430
+00:33:41,920 --> 00:33:45,920
+اللى هو السفينة و بتحرك على القارب في ناس كتير
+
+431
+00:33:45,920 --> 00:33:48,900
+بتحبش تظلها قاعدة بتظلها تتحرك فهو قاعد على ال
+
+432
+00:33:48,900 --> 00:33:52,780
+deck على سطح المكتب ال .. ال .. السطح القارب و
+
+433
+00:33:52,780 --> 00:33:56,770
+بتحرك بسرعة اتنين كيلومتر الساعة in the direction
+
+434
+00:33:56,770 --> 00:33:59,930
+to the right and perpendicular to the direction of
+
+435
+00:33:59,930 --> 00:34:03,210
+the boat's movement يعني هو بالنسباله بتحرك اتجاه
+
+436
+00:34:03,210 --> 00:34:05,830
+اليمين بس عشان اوضحنا ايش اتجاه اليمين انه عمودي
+
+437
+00:34:05,830 --> 00:34:09,790
+على اتجاه اللي هي حركة ال boat find the velocity
+
+438
+00:34:09,790 --> 00:34:11,730
+of the man with respect to the earth طبعا عندنا
+
+439
+00:34:11,730 --> 00:34:16,110
+الرسمة هاي الرسمة هاي احنا ال south east القارب
+
+440
+00:34:16,110 --> 00:34:20,850
+بتحرك في ال south east اللي هي 45 درجة مبادئ هي ال
+
+441
+00:34:20,850 --> 00:34:24,650
+south وال east هاي معنا south east جنوب الشرق شرق
+
+442
+00:34:24,650 --> 00:34:33,070
+الجنوب غرب الشمال الاخرى، اذا هاي البواط، UP اللي
+
+443
+00:34:33,070 --> 00:34:36,110
+هي البروس بتاعة البواط اللي هي اتجاهها اتجاه اللي
+
+444
+00:34:36,110 --> 00:34:41,570
+هو جنوب الشرق، والرجال مالوا عمودي عليه، هاي حركة
+
+445
+00:34:41,570 --> 00:34:46,470
+الماء ال man بتحرك بساوية 90 درجة عمودي على اتجاه
+
+446
+00:34:46,470 --> 00:34:48,970
+ال boat و بتحرك على ال .. اللي هو ده تخيلنا هو
+
+447
+00:34:48,970 --> 00:34:53,330
+السطح تبع القارب، القارب بتجه هيك، ال .. ال .. ال
+
+448
+00:34:53,330 --> 00:34:56,210
+man ماله بتجه في اتجاه .. او بتحرك في اتجاه عمودي
+
+449
+00:34:56,210 --> 00:35:03,090
+على حركة القارب طيب اللي طاقوا مننا انه نعرف ايش
+
+450
+00:35:03,090 --> 00:35:06,210
+هي حركة أو flows بتاعة ال man with respect to the
+
+451
+00:35:06,210 --> 00:35:13,030
+earth طبعا بدنا حركة ال man بالنسبة لل earth أول
+
+452
+00:35:13,030 --> 00:35:16,310
+حاجة بجيب ال components بتاعة ال U P بتاعة ال boat
+
+453
+00:35:16,310 --> 00:35:18,770
+و ال components بتاعة ال U man و إذا جمعتوا
+
+454
+00:35:18,770 --> 00:35:21,430
+تتمتموا مع بعض بدرجيب اللي هي velocity with
+
+455
+00:35:21,430 --> 00:35:24,370
+respect to the earth فلنشوفها مع بعض أول ال
+
+456
+00:35:24,370 --> 00:35:26,630
+velocity بتاعة ال boat احنا هو قالنا انها في اتجاه
+
+457
+00:35:26,630 --> 00:35:30,890
+اللي هي حركة القارب اللي هي يعني عشرة قلنا 45 درجة
+
+458
+00:35:30,890 --> 00:35:35,330
+من بين ال east و ال south كما تشايفين هنا طبعا ال
+
+459
+00:35:35,330 --> 00:35:39,610
+coordinate هي X و هي Y عشان اميز ال coordinates هذا
+
+460
+00:35:39,610 --> 00:35:42,930
+ال south, east, west, north عشان انا بحط
+
+461
+00:35:42,930 --> 00:35:47,950
+coordinates ببتسمي XY فانا سميت ال east هو ال X و
+
+462
+00:35:47,950 --> 00:35:51,910
+اتجاه اللي هو ال north هو ال Y فإذا انحرقت القارب
+
+463
+00:35:51,910 --> 00:35:56,050
+مش هيكون عندي ال velocity اللي العشرة كيلومتر
+
+464
+00:35:56,050 --> 00:36:01,190
+بالساعة مضروبة في 95% منها في اتجاه plus x hat
+
+465
+00:36:02,670 --> 00:36:05,650
+صحيح؟ وفي عند ال component التانية اللى هى ال
+
+466
+00:36:05,650 --> 00:36:09,910
+velocity مضروبة في ال sign 45 باتجاه سالب ال y hat
+
+467
+00:36:09,910 --> 00:36:14,910
+اذا هذه هى ال velocity بتاعة القارب بس عشان اوضح
+
+468
+00:36:14,910 --> 00:36:18,550
+ال components تعونها اذا لو انا ضربت جبت ال cosine
+
+469
+00:36:18,550 --> 00:36:21,170
+تعرف ال cosine الواحد او الجزر التاني اللى عبارة
+
+470
+00:36:21,170 --> 00:36:26,910
+عن تقريبا point 707 ف10 هتكون 7.07 واحدة في اتجاه
+
+471
+00:36:26,910 --> 00:36:29,630
+ال X واحدة في اتجاه ال Y طب تيجي ل .. نيجي للرجال
+
+472
+00:36:29,630 --> 00:36:32,670
+هو اتنين كيلومتر بالساعة هجيب برضه ال components
+
+473
+00:36:32,670 --> 00:36:36,210
+بتاعه ايش ال components بتاعه؟ طبعا بالنسبة للقارب
+
+474
+00:36:36,210 --> 00:36:39,390
+هو احنا هادي relative to the boat لكن هو بدوياها
+
+475
+00:36:39,390 --> 00:36:43,150
+بالنسبة للأرض بالنسبة للقارب هو أعلى عمودي على
+
+476
+00:36:43,150 --> 00:36:46,230
+الفلوس بتاع ال .. القاع ال boat إذا انهي اتجاه ال
+
+477
+00:36:46,230 --> 00:36:49,750
+man اللي برضه خمسة واربعين درجة بالنسبة لمين ل ال
+
+478
+00:36:49,750 --> 00:36:53,430
+west و ال south لو أخدت ال component صحيح هيكون فيه
+
+479
+00:36:53,430 --> 00:36:56,530
+عندي component في السالب X و component فيه السالب
+
+480
+00:36:56,530 --> 00:37:02,170
+Y هيكون عندي human اللي هي 2 km بالساعة في mean
+
+481
+00:37:02,170 --> 00:37:06,870
+cos 45 في اتجاه سالب X و عندي component تاني اللي
+
+482
+00:37:06,870 --> 00:37:13,370
+هي human sin 45 في اتجاه السالب Y هيعرفنا ال UB ال
+
+483
+00:37:13,370 --> 00:37:16,350
+component استعونها و UMAN ال component استعونها as
+
+484
+00:37:16,350 --> 00:37:20,910
+vectors اتجمع بصير تبعهم عشان اجيب ال relative UB
+
+485
+00:37:20,910 --> 00:37:27,310
+زائد UR هي بتعطيني ال relative اللي هي UAB اللي هي
+
+486
+00:37:27,310 --> 00:37:31,710
+ال value بتاعة ال man بالنسبة لل R اللي هي UMAN
+
+487
+00:37:31,710 --> 00:37:37,000
+زائد UB مجموعهم هيعطيني relative velocity وبالتالي
+
+488
+00:37:37,000 --> 00:37:40,080
+بقدر اجيبها هو بدو ايه ال velocity يعني اللي بدوه
+
+489
+00:37:40,080 --> 00:37:42,880
+انا نجيب ال magnitude والاتجاه انا بقدر اجيب ال
+
+490
+00:37:42,880 --> 00:37:46,480
+magnitude اتجاه هذا الشكل اللي بنسميه rectangular
+
+491
+00:37:46,480 --> 00:37:50,360
+form يعني ال component في اتجاه ال X hat و ال
+
+492
+00:37:50,360 --> 00:37:54,380
+component y hat هذا بتعطيني معلومات كافية عن ال
+
+493
+00:37:54,380 --> 00:37:58,180
+vector و زى ما انتوا شايفين اللي هو x موجبة هى هذا
+
+494
+00:37:58,180 --> 00:38:01,020
+هو ال vector component بتاعته هتكون اللي واحدة في
+
+495
+00:38:01,020 --> 00:38:04,920
+تجاه المصطفى x و التاني في تجاه السالب y ده هو ال
+
+496
+00:38:04,920 --> 00:38:08,650
+relative بالنسبة لل ground ممكن كمان انا اعبر عنه
+
+497
+00:38:08,650 --> 00:38:11,170
+يعني هي واضح اليه ان ال component اتجاه ال X اللي
+
+498
+00:38:11,170 --> 00:38:16,250
+هي مقدارها 5.65 X ها ويقف ال Y direction سالب Y هي
+
+499
+00:38:16,250 --> 00:38:20,550
+8.485 اتجاه سالب Y كمان ممكن اعبر عنه بال
+
+500
+00:38:20,550 --> 00:38:24,510
+magnitude و الزاوية اخدته اكيد انا ليش قبلها بس بحت
+
+501
+00:38:24,510 --> 00:38:28,170
+أستير انه عشان اجيبه بهذه الطريقة ايش بقدر اقول
+
+502
+00:38:28,170 --> 00:38:33,890
+انه ال magnitude تبعت الـ U هي عبارة عن جزر التربيع
+
+503
+00:38:33,890 --> 00:38:47,310
+لـ 5.657 تربيع زائد لـ 8.485 تربيع لكن هذه لا تكفي
+
+504
+00:38:47,310 --> 00:38:50,370
+يعني، لا تكفي ان اقول ان لأن هذا vector ليس
+
+505
+00:38:50,370 --> 00:38:54,530
+مجموعته، هذا مجموعته لازم اعطي الزاوية وبالتالي
+
+506
+00:38:54,530 --> 00:38:58,570
+انا اعطي ال vector بالكامل، الزاوية بتاعته هتكون
+
+507
+00:38:59,550 --> 00:39:06,390
+Tan theta بس هسميها هي tan inverse ال Y component
+
+508
+00:39:06,390 --> 00:39:11,410
+هي UABY UABY
+
+509
+00:39:11,410 --> 00:39:17,130
+component على ال UAB X component ال Y على ال X
+
+510
+00:39:17,130 --> 00:39:22,410
+طبعا هذه برضه لإنها vector لإن لو أنا حللتها هتكون
+
+511
+00:39:22,410 --> 00:39:26,530
+عشرة point تنين في cosine الزاوية هاي في تجاه ال X
+
+512
+00:39:26,530 --> 00:39:31,620
+hat زائد ال magnitude في sign الزاوية هاي اتجاه ال
+
+513
+00:39:31,620 --> 00:39:34,500
+y hat هذه على فكرة ال magnitude بس لهذا المطلوب
+
+514
+00:39:34,500 --> 00:39:42,160
+هذا كله فتكرر، هذا هيكون مع الزاوية ستة هذه
+
+515
+00:39:42,160 --> 00:39:50,400
+نقدر نتفككها على طول ب10.2 cosine minus 56.3 x hat
+
+516
+00:39:50,400 --> 00:39:58,510
+زائد sin minus 56.3 y hat فـ هيك بعقدر عنها برضه في
+
+517
+00:39:58,510 --> 00:40:02,390
+ال vector يا بعقولها .. يا بعقيها اللي هي في ال
+
+518
+00:40:02,390 --> 00:40:04,830
+Cartesian او في ال rectangular form اللي هي
+
+519
+00:40:04,830 --> 00:40:07,850
+المقدار اتجاه ال X ال component اتجاه ال X و ال
+
+520
+00:40:07,850 --> 00:40:11,090
+component اتجاه ال Y او اني بجيب ال magnitude و
+
+521
+00:40:11,090 --> 00:40:16,750
+الزاوية وبالتالي بقدر عارف، واضح؟ احنا في عندنا
+
+522
+00:40:16,750 --> 00:40:21,710
+اتهاء انه لازم ننهي الوقت و هيك احنا بنوقف، هيكون
+
+523
+00:40:21,710 --> 00:40:25,680
+معنا بعض الأمثلة اللي قادمنكمل يعنى في ال vector
+
+524
+00:40:25,680 --> 00:40:29,380
+analysis نكمل في chapter واحد وان شاء الله يعنى
+
+525
+00:40:29,380 --> 00:40:32,480
+انا هحاول كمان هو طبعا اللي قلتلكوا الكتاب قسمه
+
+526
+00:40:32,480 --> 00:40:35,200
+جزءين جزء اول براجع ال vector و بعدين بروح ل ال
+
+527
+00:40:35,200 --> 00:40:39,020
+fields هحاول برضه أربطلكم إياها في بعض ان شاء الله
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/wO3oYIFvFRw_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/wO3oYIFvFRw_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..bd9d4df7d8ce7f4945b400ca12bb9af38ae934c3
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/wO3oYIFvFRw_postprocess.srt
@@ -0,0 +1,2108 @@
+1
+00:00:21,020 --> 00:00:23,540
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,540 --> 00:00:26,520
+وبركاته احنا اليوم ان شاء الله هنبدأ في أول محاضرة
+
+3
+00:00:26,520 --> 00:00:30,500
+الكهربا مناطسية والكهربا مناطسية مهمة كتير لنا
+
+4
+00:00:30,500 --> 00:00:35,180
+كطلع بهندسة لأنه بتتميز بإلها application متعددة
+
+5
+00:00:35,180 --> 00:00:38,860
+مثلا انتوا شايفين إلها تطبيقات في العديد من
+
+6
+00:00:38,860 --> 00:00:41,660
+التحصيات بتشمل ال wireless communication يعني مش
+
+7
+00:00:41,660 --> 00:00:44,100
+هناخد wireless communication وماعرفش كهربا مناطسية
+
+8
+00:00:44,100 --> 00:00:49,080
+circuits تواقع computer interconnectsand
+
+9
+00:00:49,080 --> 00:00:52,120
+peripherals يعني اللي بدرسوا برضه كمبيوتر لازم
+
+10
+00:00:52,120 --> 00:00:55,400
+يكونوا عارفين الكهرومناطسية optical fiber links
+
+11
+00:00:55,400 --> 00:00:59,420
+and its components microwave communications رادار
+
+12
+00:00:59,420 --> 00:01:04,600
+أنتنا سنسور micro electromechanical systems motors
+
+13
+00:01:04,600 --> 00:01:07,440
+power generation and transmission lines كلها
+
+14
+00:01:07,440 --> 00:01:12,640
+التخصيات جزء من اللي لسه ال widespread اللي بتخدم
+
+15
+00:01:12,640 --> 00:01:16,980
+نتيجة الكهرومناطسيةطبعا عشان نقدر نتعامل معايا
+
+16
+00:01:16,980 --> 00:01:21,420
+رمال نفسية لازمنا نتعرف على بعض الخلفية الرياضية
+
+17
+00:01:21,420 --> 00:01:25,760
+من أهم الخلفية الرياضية اللي إحنا بحاجة إليها اللي
+
+18
+00:01:25,760 --> 00:01:29,260
+هي ال vectorialisis قد يكون بعض الأشياء اللي
+
+19
+00:01:29,260 --> 00:01:33,220
+هنحكيها اليوم مرعت عليكموقدركم و مرادش عليكم، اللي
+
+20
+00:01:33,220 --> 00:01:37,300
+مروا عليكم بيكون زي مراجعة، اللي مرش بيكون تثبيت و
+
+21
+00:01:37,300 --> 00:01:41,700
+تعليم لإنه احد أشهر الكتاب المجزة كانت تاني، بداية
+
+22
+00:01:41,700 --> 00:01:45,520
+تمكين رياضي يعني بيضلوا يرشالكم الأشياء الرياضية
+
+23
+00:01:45,520 --> 00:01:49,430
+أو الخلفية الرياضية لزمانة عشان نفهممثاق الكهربا
+
+24
+00:01:49,430 --> 00:01:52,830
+معصى، يعني نفهم كيف تتدفق الموجار، كيف تتفاعل مع
+
+25
+00:01:52,830 --> 00:01:56,030
+ال media، كل هذه الأشياء لازم يكون عندها الحلفية
+
+26
+00:01:56,030 --> 00:01:59,210
+الرياضية، فالجزء الأول هو مراجعة وتمكين للحلفية
+
+27
+00:01:59,210 --> 00:02:02,030
+الرياضية، الجزء التان يبدأ نحكي عن ال field فعليا
+
+28
+00:02:02,030 --> 00:02:07,270
+وكيف نستخدم هذه الحلفية الرياضية لنفهم التفاعل تبع
+
+29
+00:02:07,270 --> 00:02:11,590
+ال fields مع ال mediaحنبدأ بالتفريق ما بين ال
+
+30
+00:02:11,590 --> 00:02:13,550
+scalar و ال vector، في حد ما يعرف ايش الفرق بين ال
+
+31
+00:02:13,550 --> 00:02:16,450
+vector و ال scalar؟ ال scalar يعني قيمة فقط، ال
+
+32
+00:02:16,450 --> 00:02:21,710
+vector قيمة المتجهة تمام، إذا ال scalar هي كمية،
+
+33
+00:02:21,710 --> 00:02:25,430
+مالهاش أي اتجاه، يعني زي إيش لما بدأ أحكي، مثلا
+
+34
+00:02:25,430 --> 00:02:28,290
+درجة الحرارة، حد أمره قال درجة الحرارة ستة و
+
+35
+00:02:28,290 --> 00:02:31,670
+تلاتين درجة مقوية في اتجاه الشمال؟إذا ان درجة
+
+36
+00:02:31,670 --> 00:02:35,350
+الحرارة كمية ما لها scalar، مين كمان اللي هي مثلا
+
+37
+00:02:35,350 --> 00:02:38,770
+ال potential، نحكي ال potential قيمته مثلا خمسة
+
+38
+00:02:38,770 --> 00:02:43,570
+volt، في حد قال خمسة volt في اتجاه القطبية مش عارف
+
+39
+00:02:43,570 --> 00:02:49,110
+ايه عشان مافيش شي لأ، كمان عدد السكان، الوزن، إيش
+
+40
+00:02:49,110 --> 00:02:54,430
+كمان في ناس بتعرف حاجات تانية؟ال distance المسافة
+
+41
+00:02:54,430 --> 00:02:57,570
+يعني أنا بقيس طول المسطرة طول حاجة بقيسها بالمسطرة
+
+42
+00:02:57,570 --> 00:03:02,050
+بقولي مثلا قداش طول المحفظة هذه بقولي ممكن 25 سنة
+
+43
+00:03:02,050 --> 00:03:05,210
+بقوليش ولا في اتجاه الشمال ولا الشرق لأ إذا في
+
+44
+00:03:05,210 --> 00:03:08,610
+quantities كتيرة اللي بتمرق علينا اللي مالها
+
+45
+00:03:08,610 --> 00:03:12,190
+scalar scalar اللي بمعنى ان هي quantities اللي
+
+46
+00:03:12,190 --> 00:03:17,190
+مالهاش اي اتجاه مجرد magnitude اللي لها مقدار نيجي
+
+47
+00:03:17,190 --> 00:03:21,470
+لل vectorال vector ماله إله magnitude و direction
+
+48
+00:03:21,470 --> 00:03:27,930
+يعني إله كمية و إله اتجاه عشان أنا أمثل تمثيل
+
+49
+00:03:27,930 --> 00:03:31,690
+رياضي لل vector أي vector بروح و أنا أحطه فوق
+
+50
+00:03:31,690 --> 00:03:35,890
+السهم بعض الكتب بحطوه بشكل bold يعني إحنا في عندنا
+
+51
+00:03:35,890 --> 00:03:40,370
+مراجع فإحنا مثلا لما أمثل أي vector تمثيل رياضي
+
+52
+00:03:40,370 --> 00:03:47,520
+بقول ال vector ايه بحط عليه سهم ال scalar Italicأو
+
+53
+00:03:47,520 --> 00:03:51,160
+بدون السهم اللى فوقه يعني بعرفوا ده محطتش السهم ان
+
+54
+00:03:51,160 --> 00:03:55,120
+هو ده ال scalar و
+
+55
+00:03:55,120 --> 00:03:59,880
+هذا ال vector زى ما حكيتلكم بعض الكتب بيميزوهم انه
+
+56
+00:03:59,880 --> 00:04:04,160
+بيخلوا ال vector bold و ال scalar مش bold طب ايش
+
+57
+00:04:04,160 --> 00:04:07,120
+أمثلة على ال vector ها عارفة كده امثل ال vector
+
+58
+00:04:07,120 --> 00:04:12,680
+مثلا السرعة يا vector بقول سرعته تلاتة متر
+
+59
+00:04:12,680 --> 00:04:18,110
+بالثانية في اتجاه الشمال كمان ايشمش ممكن يكون
+
+60
+00:04:18,110 --> 00:04:24,410
+القوة القوة بنقول القوة تلاتة نيوتون مثلا إلى أسفل
+
+61
+00:04:24,410 --> 00:04:28,010
+أو إلى أعلى أو إلى الشمال أو إلى الجنوب كمان إيش
+
+62
+00:04:28,010 --> 00:04:30,870
+فيه كمان ال fields معظم ال fields زي ال electric
+
+63
+00:04:30,870 --> 00:04:40,150
+field ال magnetic field كلهم بكلهم اتجاه طب
+
+64
+00:04:40,150 --> 00:04:42,470
+نيجي نعرف إيش ال field طب احنا قولنا ال field هو
+
+65
+00:04:42,470 --> 00:04:46,630
+vectorال field هو زي ال field electric field و ال
+
+66
+00:04:46,630 --> 00:04:50,190
+magnetic field vector لكن في بعض ال fields اللي
+
+67
+00:04:50,190 --> 00:04:54,010
+احنا ممكن تكون scalar طب خلنا نشوف ايش الفرق اول
+
+68
+00:04:54,010 --> 00:04:57,310
+حاجة ايش تعريف ال field و ايش ممكن نقول عنه هل هو
+
+69
+00:04:57,310 --> 00:05:01,110
+vector ولا scalar كيف اميز بينهم ال field is a
+
+70
+00:05:01,110 --> 00:05:04,590
+function that specifies a particular quantity
+
+71
+00:05:04,590 --> 00:05:09,950
+everywhere in a region يعني بعرفلي على كمية معينة
+
+72
+00:05:09,950 --> 00:05:14,790
+في كل مكان في المنطقةيعني نحكي مثال بسيطة على ال
+
+73
+00:05:14,790 --> 00:05:19,030
+field قالت احنا بتعرفوا كلكم تجربات 10 نيوتن اه؟
+
+74
+00:05:19,030 --> 00:05:22,370
+اشن نيوتن قال تفاحة وقعت تحت، اذا ان هاد التفاحة
+
+75
+00:05:22,370 --> 00:05:26,270
+في مجال ايه اشن؟الجاذبية الأرضية إذا في عندي مجال
+
+76
+00:05:26,270 --> 00:05:29,310
+في field field اللي هو المجال مع ناطيسي أو
+
+77
+00:05:29,310 --> 00:05:32,930
+الجاذبية الأرضية مجال جاذبية أو مناطسية الأرض هي
+
+78
+00:05:32,930 --> 00:05:37,050
+اللي خلت التفاحة تسقط إلى الأرض إلى الأسفل فهي
+
+79
+00:05:37,050 --> 00:05:41,090
+field في كل مكان كلنا بنمشي في فعلها الجاذبية لو
+
+80
+00:05:41,090 --> 00:05:44,590
+فيش جاذبية كلنا بنطير صح؟ فهي quantity موجودة في
+
+81
+00:05:44,590 --> 00:05:48,570
+كل مكان temperature موجودة في كل مكان ال pressure
+
+82
+00:05:48,570 --> 00:05:54,710
+فنقول إذا هي ممكن تكون يا scalar يا vectorأمثلة
+
+83
+00:05:54,710 --> 00:05:57,430
+على ال scalar field انا طول اذا حكيت temperature
+
+84
+00:05:57,430 --> 00:06:00,770
+يعني درجة الحرارة موزعة في الغرفة يمكن منتظمة
+
+85
+00:06:00,770 --> 00:06:05,790
+تقريبا 25 درجة في كل مكان موزعة في الغرفة لو طلعنا
+
+86
+00:06:05,790 --> 00:06:09,190
+على الساحة هتكون درجة الحرارة موزعة يمكن تلاتين في
+
+87
+00:06:09,190 --> 00:06:13,650
+المنطقة فهي بتكون في كل المنطقة تكون function مثلا
+
+88
+00:06:13,650 --> 00:06:17,270
+في ال space لكن مالها scalar ال temperature زي ما
+
+89
+00:06:17,270 --> 00:06:19,550
+اتفننا و ماحدش على عمره تلاتين centigrade في
+
+90
+00:06:19,550 --> 00:06:24,720
+الشارع الشمال ولا الشارع الغرب لكن هي fieldما بعدش
+
+91
+00:06:24,720 --> 00:06:30,680
+فى عندنا اللى هى ال sound صوت صوت انا اتوزع ماله
+
+92
+00:06:30,680 --> 00:06:34,440
+فى كل المنطقة هاى هو field لكن هى اللى انا بقوله
+
+93
+00:06:34,440 --> 00:06:39,060
+إليها اتجاه هو scalar field كمان فى عندنا ال
+
+94
+00:06:39,060 --> 00:06:42,740
+electrical potential ال potential بحيث ذاته scalar
+
+95
+00:06:42,740 --> 00:06:46,700
+field وكمان ال refractive index بتعرفى شو هو
+
+96
+00:06:46,700 --> 00:06:50,780
+refractive index هو حصية للميديا اللى بتخلى يتفاعل
+
+97
+00:06:50,780 --> 00:06:55,950
+مع الضوء برضه high scalar quantityنيجي لبعض اللي
+
+98
+00:06:55,950 --> 00:06:58,370
+هو ال vector زي مين gravitational force احنا
+
+99
+00:06:58,370 --> 00:07:00,850
+اتفقنا تقريبا كل ال force مالها بحكي عن ال force
+
+100
+00:07:00,850 --> 00:07:03,670
+ثلاثة نيوتر في اتجاه كذا في اتجاه كذا اذا هدولة
+
+101
+00:07:03,670 --> 00:07:08,110
+كلهم مالهم vector ال velocity of the rain drop in
+
+102
+00:07:08,110 --> 00:07:12,970
+the atmosphere هو قطرة مية بتوقع اللي هي velocity
+
+103
+00:07:12,970 --> 00:07:17,590
+اللي هي اتجاه اذا وقع ميلة و لا نزل عدلا و هكذا
+
+104
+00:07:19,220 --> 00:07:21,620
+وطبعاً بنضيف لهم ال electric field و ال magnetic
+
+105
+00:07:21,620 --> 00:07:27,200
+field كلهما لهم vector potential vector field طب
+
+106
+00:07:27,200 --> 00:07:30,340
+هالات احنا قلنا الهدف ان هي جزئية خلت عرفنا الفرق
+
+107
+00:07:30,340 --> 00:07:33,920
+بين ال scalar و ال vector و هنكمل معلوماتنا عن
+
+108
+00:07:33,920 --> 00:07:38,200
+اللي هي ال vector الاساس كل vector كل ال vector
+
+109
+00:07:38,200 --> 00:07:42,340
+اشهر له بميزه عن ال scalar ال scalar قلنا له بس
+
+110
+00:07:42,340 --> 00:07:47,000
+magnitude ال vector له magnitude و اتجاه اذا لازم
+
+111
+00:07:47,000 --> 00:07:51,240
+اعرف اتجاه ال vectorالـ magnitude تبع الفكتور ماله
+
+112
+00:07:51,240 --> 00:07:56,180
+اسكالة يعني بقدر اقول انه اي فيكتور A اللي هو
+
+113
+00:07:56,180 --> 00:08:00,700
+الفيكتور تحتيا اللي هو magnitude A و اللي هو اتجاه
+
+114
+00:08:00,700 --> 00:08:04,840
+اكتبوه
+
+115
+00:08:04,840 --> 00:08:10,080
+في الكتاب A vector او يعني بُعد و تحته كبطة A عشان
+
+116
+00:08:10,080 --> 00:08:13,760
+نقول ان هذا اتجاه A لك لو كتبت لك A hat بعرف انه
+
+117
+00:08:13,760 --> 00:08:17,200
+برضه اتجاه يعني في الكتاب أسهل ليه ان ارسم هيك لان
+
+118
+00:08:17,200 --> 00:08:24,560
+اكتب بُعدلكن لو كتبت T بهذا الشكل برضه بدل الله عن
+
+119
+00:08:24,560 --> 00:08:28,020
+الفكتور بس انا بفضل الشرعات A hat, X hat, Y hat, Z
+
+120
+00:08:28,020 --> 00:08:34,380
+hat اذا قلنا الفكتور له magnitude له هاكي بهذا
+
+121
+00:08:34,380 --> 00:08:40,340
+الشكل و احيانا نكتبه بهذا الشكل ايه الفكتور و بين
+
+122
+00:08:40,340 --> 00:08:47,040
+هذه الرمزات و له اتجارة طبعا اذا هاكي بنعرف هو
+
+123
+00:08:47,040 --> 00:08:52,160
+الفكتورقلنا إله quantity إله magnitude وإله اتجار
+
+124
+00:08:52,160 --> 00:08:57,760
+ال quantity بتاعته عرفناها بهذا الشكل أو بهذا
+
+125
+00:08:57,760 --> 00:09:06,100
+الشكل عشان أعرف ال a hat اللي هو اتجارنا الاتجار a
+
+126
+00:09:06,100 --> 00:09:10,180
+hat a hat معناه هو unit vector إيش معناه unit
+
+127
+00:09:10,180 --> 00:09:14,560
+vector إنه ال magnitude تبعه واحد لكن إله اتجار
+
+128
+00:09:14,560 --> 00:09:19,360
+عشان أعرف اتجاره بقولهو ال vector a على ال
+
+129
+00:09:19,360 --> 00:09:22,340
+magnitude تبع ال vector a أي unit vector في الدنيا
+
+130
+00:09:22,340 --> 00:09:27,400
+بدي أحصل عليه لأي vector quantity لو ماكنتش a لو
+
+131
+00:09:27,400 --> 00:09:34,580
+كانت b بي حيكونها magnitude بي و بي hat ايش هي ال
+
+132
+00:09:34,580 --> 00:09:39,620
+b hat unit vector ايش بيساوي ال vector نفسه على ال
+
+133
+00:09:39,620 --> 00:09:43,560
+magnitude تبع ال vectorإذا ال unit vector بقدر
+
+134
+00:09:43,560 --> 00:09:47,120
+أجيبه أو اتجاه أي vector بإني أسم Pنة ال vector
+
+135
+00:09:47,120 --> 00:09:52,760
+على ال magnitude تبع هذا ال vector طب
+
+136
+00:09:52,760 --> 00:09:55,820
+ال vector كيف أنا بعبر عنه؟ ال vector غالبا اللي
+
+137
+00:09:55,820 --> 00:09:59,820
+هو componentsيا بيكون ال one component في اتجاه ال
+
+138
+00:09:59,820 --> 00:10:03,260
+x direction يا two component x y بس اذا كان x
+
+139
+00:10:03,260 --> 00:10:06,520
+direction بقول له اتجاه واحد في ال x و ال y بيكون
+
+140
+00:10:06,520 --> 00:10:12,340
+له اتجاهين x y z بيكون في ال space يعني مكانه في
+
+141
+00:10:12,340 --> 00:10:16,320
+ال space في ال three dimension بشكل عام بقدر اقول
+
+142
+00:10:16,320 --> 00:10:19,400
+انه له three مثلا تخلينا نطلع على ال Cartesian
+
+143
+00:10:19,400 --> 00:10:21,900
+coordinate ال Cartesian coordinate اللي هو ال
+
+144
+00:10:21,900 --> 00:10:26,060
+space ال x y z يا بيسميه Cartesian coordinate يا
+
+145
+00:10:26,060 --> 00:10:30,030
+rectangular coordinateRectangle Coordinate لأن هو
+
+146
+00:10:30,030 --> 00:10:35,870
+اصلا مثلين XYZ زي اللي هو القلمة تحت الورفة XYZ
+
+147
+00:10:35,870 --> 00:10:39,370
+هذا Cartesian Coordinate فبنسميه او Cartesian هو
+
+148
+00:10:39,370 --> 00:10:43,850
+نسبة
+
+149
+00:10:43,850 --> 00:10:49,050
+لأحد علماء الرياضي يعنى طيب Cartesian Coordinate
+
+150
+00:10:49,050 --> 00:10:54,380
+او Rectangle Coordinateبنعبر عنه بهذا الشكل يا
+
+151
+00:10:54,380 --> 00:10:57,620
+بقول ال components بتاعته زي ما انتوا شايفين في ال
+
+152
+00:10:57,620 --> 00:11:02,400
+slide بهذا
+
+153
+00:11:02,400 --> 00:11:09,180
+الشكل هذا ال vector تبعه يا بهذا الشكل بكتبه يا
+
+154
+00:11:09,180 --> 00:11:13,620
+بكتبه بهذا الشكل هذا
+
+155
+00:11:13,620 --> 00:11:16,500
+الشكل إش بولي هذا ال أوس بولي هذا ال x component
+
+156
+00:11:16,500 --> 00:11:24,570
+قيمتها ax هذا ال x hat هذا ال y hatهي المقدار تبع
+
+157
+00:11:24,570 --> 00:11:31,650
+ال vector A في ال X direction هذا ال component
+
+158
+00:11:31,650 --> 00:11:36,050
+بتاعة ال vector في ال Y direction و Y دي هي ال
+
+159
+00:11:36,050 --> 00:11:38,910
+component بتاعة ال vector A في اتجاه Z direction
+
+160
+00:11:38,910 --> 00:11:44,130
+تمام نيجي هنا كيف كتبها برضه كتبها بدلالة اللي هي
+
+161
+00:11:44,130 --> 00:11:48,650
+ال components AX اللي هي ال component في ال X
+
+162
+00:11:48,650 --> 00:11:53,620
+directionهذه هي ال unit vector في اتجاه ال x
+
+163
+00:11:53,620 --> 00:12:01,400
+direction a y y hat a z z hat زي ما حكيت في الكتاب
+
+164
+00:12:01,400 --> 00:12:09,220
+أسهل نغطيه بشكل عام او
+
+165
+00:12:09,220 --> 00:12:13,060
+a
+
+166
+00:12:13,060 --> 00:12:17,620
+x a y a z هو حاططهم بال bold عشان تتعودوا على
+
+167
+00:12:17,620 --> 00:12:18,080
+الكتاب
+
+168
+00:12:29,400 --> 00:12:33,420
+عشان نتاكد ان ال unit vector بتاعت واحة اذا قلت
+
+169
+00:12:33,420 --> 00:12:40,180
+ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه
+
+170
+00:12:40,180 --> 00:12:43,240
+ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه
+
+171
+00:12:46,070 --> 00:12:50,270
+ع المجنتد ايش بيستاوي؟ واحد اذا المجنتد تبع لون ال
+
+172
+00:12:50,270 --> 00:12:55,990
+vector ماله؟ واحد اكيد يعني
+
+173
+00:12:55,990 --> 00:13:03,270
+زي ما انتوا شايفين هي عندنا ال vector A وهي ال
+
+174
+00:13:03,270 --> 00:13:06,190
+components بتاعته واحدة في اتجاه ال X direction
+
+175
+00:13:06,190 --> 00:13:09,790
+واحدة في اتجاه ال Y direction وتالت في اتجاه ال Z
+
+176
+00:13:09,790 --> 00:13:17,590
+direction فهي AXXH زياي y hat زائد از ز hat وهنا
+
+177
+00:13:17,590 --> 00:13:21,410
+ان هي تمثيل ال X hat و ال Y hat و ال Z hat ال X
+
+178
+00:13:21,410 --> 00:13:23,890
+hat في اتجاه ال X direction unit vector ال Y hat
+
+179
+00:13:23,890 --> 00:13:26,730
+في اتجاه ال Y direction و ال Z hat في اتجاه ال Z
+
+180
+00:13:26,730 --> 00:13:30,410
+direction واضح كيف احنا هذا ال vector A مثلنا هو
+
+181
+00:13:30,410 --> 00:13:34,110
+مجموع ال components ده واحدة في اتجاه ال X ax hat
+
+182
+00:13:34,110 --> 00:13:39,650
+زائد ay y hat زائد az z hat وتعطيني ال vector
+
+183
+00:13:41,490 --> 00:13:44,870
+التمثيل لهذا الكمبونات اللي كتبناها قبل قليل هذا
+
+184
+00:13:44,870 --> 00:13:51,890
+تمثيل لهذا واضح يعني هذا تمثيل mathematically وهذا
+
+185
+00:13:51,890 --> 00:13:56,230
+تمثيل graphically ال
+
+186
+00:13:56,230 --> 00:14:01,090
+magnitude لل unit vector هو عبارة عن ال square
+
+187
+00:14:01,090 --> 00:14:01,550
+root
+
+188
+00:14:10,310 --> 00:14:14,150
+لمربع ال component الأولى زائد مربع ال component
+
+189
+00:14:14,150 --> 00:14:17,430
+التانى زائد مربع ال component التالتى يعني ax
+
+190
+00:14:17,430 --> 00:14:21,630
+تربيع زائد ay تربيع زائد az تربيع أرضى بتحت الجزر
+
+191
+00:14:21,630 --> 00:14:26,550
+بعطيني ال magnitude بتبع ال vector ايه ال unit
+
+192
+00:14:26,550 --> 00:14:30,910
+vector احنا ايه شغلناه؟ هي عبارة أي unit vector هو
+
+193
+00:14:30,910 --> 00:14:34,470
+قيمة ال vector على ال magnitude بتبع ال vectorماهو
+
+194
+00:14:34,470 --> 00:14:38,810
+قيمة الـ vector؟ ax x hat زي ay y hat زي a z z hat
+
+195
+00:14:38,810 --> 00:14:42,390
+على المجلد تبعه الجذر تربيه x تربيه زي a y تربيه
+
+196
+00:14:42,390 --> 00:14:48,250
+زي a z تربيه سنة
+
+197
+00:14:48,250 --> 00:14:51,850
+فاهمين كيف اعرف ال vector هلاقي طبع قدر اعرف ال
+
+198
+00:14:51,850 --> 00:14:55,070
+addition و ال subtraction في ال vector analysis لو
+
+199
+00:14:55,070 --> 00:14:57,130
+كان عندى two vectors زي ما انتوا شايفين عندى
+
+200
+00:14:57,130 --> 00:15:01,570
+vector a و vector bبدي أجيب ال summation تبعهم
+
+201
+00:15:01,570 --> 00:15:05,550
+اللي هو ال vector c اللي بيساوي a زقة b إحنا لو
+
+202
+00:15:05,550 --> 00:15:08,850
+كان عندي خمسة زقة و تلاتة لما دشبعهم بقول بصحته
+
+203
+00:15:08,850 --> 00:15:11,550
+خمسة زقة تلاتة بيساوي تمانية لكن عندي vector a
+
+204
+00:15:11,550 --> 00:15:14,050
+اللي هو ال component في اتجاه ال x component في
+
+205
+00:15:14,050 --> 00:15:16,490
+اتجاه ال y component في اتجاه ال z وعند ال vector
+
+206
+00:15:16,490 --> 00:15:18,630
+b نفس الاشي هو component في اتجاه ال x component
+
+207
+00:15:18,630 --> 00:15:21,370
+في اتجاه ال y component في اتجاه ال z عشان أجمعهم
+
+208
+00:15:21,370 --> 00:15:27,490
+بقدرش أجمع ال x مع ال yبجمع ال X مع بعض و ال Y مع
+
+209
+00:15:27,490 --> 00:15:32,990
+بعض و ال Z مع بعض فلما أجيب أعرف ال A vector
+
+210
+00:15:32,990 --> 00:15:38,850
+AXAYAZ و ال B vector BXBYBZ مجموعة مش هيكون مجموعة
+
+211
+00:15:38,850 --> 00:15:43,050
+ال X component مع بعض و ال Y component مع بعض و ال
+
+212
+00:15:43,050 --> 00:15:45,590
+Z component مع بعض زي ما انتوا شايفين هيعطينا ال C
+
+213
+00:15:45,590 --> 00:15:53,810
+vector اللي هو AX زي BX X زي AY زي BYزاد a z زاد b
+
+214
+00:15:53,810 --> 00:15:57,610
+z z hat نفس الحاجة لل subtraction لو كان عند ال
+
+215
+00:15:57,610 --> 00:16:02,930
+vector D اللي بتعرفه a minus b إيش معناه a minus b
+
+216
+00:16:02,930 --> 00:16:06,750
+يعني a plus ال minus b يعني أول كأني بدرب ال
+
+217
+00:16:06,750 --> 00:16:11,250
+vector b ب minus 1 و بجمعهم فضربت أنا ال b بال
+
+218
+00:16:11,250 --> 00:16:14,410
+minus 1 إيش هتصير minus b x minus b y minus b z
+
+219
+00:16:14,410 --> 00:16:17,330
+لما أجمعهم هتجمع ال x component و ال y component و
+
+220
+00:16:17,330 --> 00:16:22,010
+ال z component هتكون a x minus b xx hat ay-by y
+
+221
+00:16:22,010 --> 00:16:31,630
+hat az-bz z hat هات هى ال summation هى ال c ال c
+
+222
+00:16:31,630 --> 00:16:35,950
+هى عند ال vector a و ال vector b عشان أعمل ال
+
+223
+00:16:35,950 --> 00:16:40,650
+summation لل a و ال b بستخدم ان هى متوازل أضلع
+
+224
+00:16:40,650 --> 00:16:50,490
+يعني بس هى ال a هى السهم وهى رأس السهمبحاول اني
+
+225
+00:16:50,490 --> 00:16:55,490
+انقل ال B بما يوازيها بحيث يصبح دل ال B على رأس ال
+
+226
+00:16:55,490 --> 00:17:02,270
+A يعني انا برسم واحد موازي بالتمام لل B لماله اللى
+
+227
+00:17:02,270 --> 00:17:10,270
+ببدأ فرق نهايته او دله مع رأس سهم A فبكون القطر
+
+228
+00:17:10,270 --> 00:17:18,630
+اللى يوصل ما بين دل A وسهم رأس B هيكون هو ال Cيعني
+
+229
+00:17:18,630 --> 00:17:28,450
+هي A زي B هذا هو الـC واضح؟ حد يقرصنا؟ كمان مش
+
+230
+00:17:28,450 --> 00:17:33,190
+واضح لو أنا عملت الموازن هو الـA مش مشكلة يعني انا
+
+231
+00:17:33,190 --> 00:17:37,390
+في الأول اعملت قط A زي B مثلًا رسمت في الأول سواء
+
+232
+00:17:37,390 --> 00:17:42,410
+الـC لو أنا حطيت الـA موازن بحيث ان دي الـA يكون
+
+233
+00:17:42,410 --> 00:17:49,190
+مع رأس B هنا هيكون أندي الـA هيكون أندي الـBزائد A
+
+234
+00:17:49,190 --> 00:17:56,870
+برضه هيساوي C اللي
+
+235
+00:17:56,870 --> 00:18:03,690
+هو هيكون قطر متوازن الأطلع فيه أي سؤال لحد هنا ال
+
+236
+00:18:03,690 --> 00:18:09,870
+subtraction اللي هي ال D أنا عند ال vector A و ال
+
+237
+00:18:09,870 --> 00:18:13,510
+vector BVector A هو الـ Vector بيبدي Subtraction،
+
+238
+00:18:13,510 --> 00:18:15,930
+طبعا ماهو أول حاجة بنعملها؟ بنضرب الـ B بالـ-1،
+
+239
+00:18:15,930 --> 00:18:19,430
+إيش معناه نضربها بالـ-1؟ إذا كانت عند X موجة بيصير
+
+240
+00:18:19,430 --> 00:18:21,790
+سلبة و Y موجة بيصير سلبة، إذا كانت X موجة بيصير
+
+241
+00:18:21,790 --> 00:18:26,550
+سلبة، إذا كانت X موجة بيصير سلبة، إذا كانت X موجة
+
+242
+00:18:26,550 --> 00:18:30,170
+بيصير سلبة، إذا كانت X موجة بيصير سلبة، إذا كانت X
+
+243
+00:18:30,170 --> 00:18:32,530
+موجة بيصير سلبة، إذا كانت X موجة بيصير سلبة، إذا
+
+244
+00:18:32,530 --> 00:18:35,570
+كانت X موجة بيصير سلبة، إذا كانت X موجة بيصير
+
+245
+00:18:35,570 --> 00:18:41,050
+سلبة، إذا كانت X موجةعند الـ minus 2 و minus 3 و
+
+246
+00:18:41,050 --> 00:18:48,550
+minus 1 180 درجة إذا هاي ال A عملتش لل B صارت هنا
+
+247
+00:18:48,550 --> 00:18:52,690
+minus B عشانها اتبدأ جمعهم نفس اللي حكيناها لتجمع
+
+248
+00:18:52,690 --> 00:18:59,250
+يا بوازي ال minus P هنا هي صارت ال minus P هنا ف A
+
+249
+00:18:59,250 --> 00:19:03,910
+minus P بتعطينا ال D أو زي ما حكينا بعمل موازي لل
+
+250
+00:19:03,910 --> 00:19:11,070
+A فبتكون minus P زائد A سوى D مقدر؟في اي سؤال هنا؟
+
+251
+00:19:11,070 --> 00:19:19,270
+طب ايش مزايا اللي هي الجمع؟ انا في الرسمة حبيت ان
+
+252
+00:19:19,270 --> 00:19:23,050
+اعطي المزايا ايش لاحظتوا ان كنت اقولكم يا بقول a
+
+253
+00:19:23,050 --> 00:19:29,150
+زائد b يا بقول b زائد a صح؟ اذا هي بنسميها الخاصية
+
+254
+00:19:29,150 --> 00:19:33,630
+commutative commutative معناها ان اذا جمعت a مع b
+
+255
+00:19:33,630 --> 00:19:37,850
+نفسها هتساوي جمع b مع a قد ال commutative
+
+256
+00:19:40,790 --> 00:19:45,210
+associative يعني لو قلت انا a بزاقة b بزاقة c بحس
+
+257
+00:19:45,210 --> 00:19:48,310
+ان اول انا جمعت ال b مع ال c و بعدين جمعتلهم ال a
+
+258
+00:19:48,310 --> 00:19:51,690
+نفس الاشي بحصل علي لو جمعت الاول a مع b و بعدين
+
+259
+00:19:51,690 --> 00:19:55,170
+جمعتلهم ال c يعني هاي التوزيع ال associative اول
+
+260
+00:19:55,170 --> 00:19:57,330
+لو جمعت .. يعني دي تلاتة vectors و انا جمعهم مع
+
+261
+00:19:57,330 --> 00:20:02,790
+بعض ال a مع ال b مع ال c لو جمعت اول a مع ال cو
+
+262
+00:20:02,790 --> 00:20:05,850
+بعدين مع ال B مثلا A مع ال B و بعدين جمعتلهم ال C
+
+263
+00:20:05,850 --> 00:20:10,570
+لازم .. نفس الجواب لو أنا جمعت ال B مع ال C في
+
+264
+00:20:10,570 --> 00:20:14,330
+الأول و بعدين ضفتلهم ال A Distributive يعني
+
+265
+00:20:14,330 --> 00:20:19,870
+التوزيع يعني أنا عندي constant K هنا K constant هم
+
+266
+00:20:19,870 --> 00:20:22,790
+حاططها بالإتاليك يعني زي ال magnitude مافيش عليها
+
+267
+00:20:22,790 --> 00:20:26,830
+بُعد ولا فيكتر ال Distributive أنا لو كان عندي
+
+268
+00:20:26,830 --> 00:20:32,350
+scalar K و مضروب في فيكترين A زاد Bدفس الأشي لو
+
+269
+00:20:32,350 --> 00:20:37,170
+أنا جمعت أول ال A مع ال B و ضربتهم بال K لو أني
+
+270
+00:20:37,170 --> 00:20:40,770
+أول ضربت ال K مع ال A و ضربت ال K مع ال B و جمعتهم
+
+271
+00:20:40,770 --> 00:20:45,390
+مع بعض لازم أطيب نفس الجواب واضح؟ كمان في حالة ال
+
+272
+00:20:45,390 --> 00:20:49,930
+multiplications يعني عندي K مع ال vector A يعني لو
+
+273
+00:20:49,930 --> 00:20:53,490
+أنا ضربت خمسة ال vector و لا ضربت ال vector الخمسة
+
+274
+00:20:53,490 --> 00:20:58,580
+هيك شغلتها مش حتى الفاتركمان لو انا كان عندى اول
+
+275
+00:20:58,580 --> 00:21:03,220
+حاجة ضربت scalar L مع ال vector A و بعدين ضربتها
+
+276
+00:21:03,220 --> 00:21:07,580
+بK او اول ضربت ال two scalars ال K مع ال L و بعدين
+
+277
+00:21:07,580 --> 00:21:11,240
+ضربتهم بال vector A لازم يعطينا نفس الدور و قادر
+
+278
+00:21:11,240 --> 00:21:16,320
+نفرق
+
+279
+00:21:16,320 --> 00:21:21,450
+بين ال position و ال distanceال position هو موضوع
+
+280
+00:21:21,450 --> 00:21:25,670
+الشيء، مكان الشيء، يعني لو أنا بدي أحدد مكان مثلا
+
+281
+00:21:25,670 --> 00:21:31,170
+طرف الطاولة هذا، وين طرف الطاولة؟ بالنسبة بدي أحدد
+
+282
+00:21:31,170 --> 00:21:34,790
+ال coordinate بالنسبة لكواردينية ال X, Y, Z اللي
+
+283
+00:21:34,790 --> 00:21:42,590
+هو حزات الغرفة، أخدنا إن هذا هو ال X و هذا هو ال Y
+
+284
+00:21:42,590 --> 00:21:46,460
+و فوق هو ال Zو بدي احدد طرف الطاولة هذا ال
+
+285
+00:21:46,460 --> 00:21:50,080
+question بروح ب mid vector من نقطة ال origin لنقطة
+
+286
+00:21:50,080 --> 00:21:54,040
+اللي انا بدي احدد موقعها لو اي مكان في ال space
+
+287
+00:21:54,040 --> 00:21:58,360
+طبة ولا حاجة في ال space و بدي احدد موضوعها كمان
+
+288
+00:21:58,360 --> 00:22:01,400
+مرة بتكون موضوعها بالنسبة لمين coordinate انا
+
+289
+00:22:01,400 --> 00:22:04,240
+محددها ال coordinate المحددين و احنا المثال طبعنا
+
+290
+00:22:04,240 --> 00:22:09,400
+ميناللي هم ال X Y Z تعوري القرفة فبأخد أنا ال
+
+291
+00:22:09,400 --> 00:22:13,420
+vector من ال origin لحد ال object تبعي هذا بيسميه
+
+292
+00:22:13,420 --> 00:22:15,940
+ال position الموضوع تبع الشيء و ان انا مكاني
+
+293
+00:22:15,940 --> 00:22:19,340
+بالنسبة لل coordinate XYZ زي ما انتوا شايفين في
+
+294
+00:22:19,340 --> 00:22:25,200
+اللي هي الرسم اللي على السكورة هاي ال position انا
+
+295
+00:22:25,200 --> 00:22:27,720
+عندي هال object تبعي زي القلم تبعي اللي كانت مسكية
+
+296
+00:22:27,720 --> 00:22:33,340
+رفعاه هاندي ال XYZ هال
+
+297
+00:22:33,340 --> 00:22:39,710
+Xو هاي ال Y و هاي ال Z وإن هذه موضعها إيش بسويه
+
+298
+00:22:39,710 --> 00:22:42,830
+بقسم vector من ال origin للنقطة اللي أنا بده أعرف
+
+299
+00:22:42,830 --> 00:22:48,030
+موضعها في ال space اللي هي بسميها النقطة B هذا هو
+
+300
+00:22:48,030 --> 00:22:50,310
+ال Gaussian هذا ال Gaussian vector بل عن vector
+
+301
+00:22:50,310 --> 00:22:53,290
+اللي قاله بيحددني الموضع اللي هو X component Y
+
+302
+00:22:53,290 --> 00:22:58,050
+component و Z component هذا هو ال Gaussianأحيان
+
+303
+00:22:58,050 --> 00:23:01,350
+بيسموه radius vector ليش؟ لو أنا طلعت هنا .. هغطيت
+
+304
+00:23:01,350 --> 00:23:05,330
+هنا سفير، هاي نقطة هتكون كأنها نقطة على سفير، على
+
+305
+00:23:05,330 --> 00:23:10,150
+بطيخة، صح؟ بتخيلين الوضع؟ لو أنا عملت سفير حوالين
+
+306
+00:23:10,150 --> 00:23:13,110
+هاي جزئية، هتصير كأنها نقطة على سطح البطيخة، يعني
+
+307
+00:23:13,110 --> 00:23:15,310
+لو اتخيلت ال coordinate أنا وين؟ في مركز البطيخة
+
+308
+00:23:16,030 --> 00:23:20,510
+بتفتح نفسكم اه تخيلوا البطية او في نصها هي ال X Y
+
+309
+00:23:20,510 --> 00:23:23,770
+Z أي نقطة على ال surface تبع البضيخة هيكون ال
+
+310
+00:23:23,770 --> 00:23:26,310
+position تبعها من ال origin لهذا النقطة اللي على
+
+311
+00:23:26,310 --> 00:23:36,310
+ال surface عشان هيك مرات بيسموه ال radius اذا
+
+312
+00:23:36,310 --> 00:23:40,610
+الاسم هتكون ال RB الشيه المسافة من ال origin O لB
+
+313
+00:23:40,610 --> 00:23:50,830
+تمام ال origin من O لB ليه هتكونأقول X component X
+
+314
+00:23:50,830 --> 00:23:57,290
+hat زي Y component Y hat زي Z component Z hat هذا
+
+315
+00:23:57,290 --> 00:23:59,950
+ال position إذا ال position هي موضوع الشيء بالنسبة
+
+316
+00:23:59,950 --> 00:24:05,610
+لل coordinate طب نشوف ال distance ال
+
+317
+00:24:05,610 --> 00:24:08,390
+distance vector هي ال displacement من نقطة لطو
+
+318
+00:24:08,390 --> 00:24:11,130
+نقطة تانية يعني أنا حديت في ال space نقطتين هنا
+
+319
+00:24:11,130 --> 00:24:16,930
+اللي هي ال B و ال Q تمام؟الـB بالنسبة لمين حددتها؟
+
+320
+00:24:16,930 --> 00:24:20,310
+للـorigin والـQ حددتها بالنسبة لمين؟ للـorigin إذا
+
+321
+00:24:20,310 --> 00:24:24,050
+ماعرفها two points in the space البسشن تبع B
+
+322
+00:24:24,050 --> 00:24:28,810
+والبسشن تبع Q هاي RB اللي هو البسشن تبع النقطة B
+
+323
+00:24:28,810 --> 00:24:32,950
+أو ال object B وRQ اللي هو البسشن تبع EQ إيش عارف
+
+324
+00:24:32,950 --> 00:24:35,790
+ال distance؟ هي ال displacement من المكان لمكان
+
+325
+00:24:35,790 --> 00:24:38,590
+يعني point of نظر يعني هي ال displacement بس من B
+
+326
+00:24:38,590 --> 00:24:44,920
+لQ RBQ RBQ اللي هي ال distance بين two objectsيعني
+
+327
+00:24:44,920 --> 00:24:49,660
+مثلا أنا بتعرف المسافة اللي بين حنان ولمة، إيش هو
+
+328
+00:24:49,660 --> 00:24:52,540
+الحاجة بعملها؟ بعرف موضوع لمة بالنسبالي ال origin
+
+329
+00:24:52,540 --> 00:24:58,800
+همين R ال .. R لمة و R حنان هيكون ليه موضوع حنان
+
+330
+00:24:58,800 --> 00:25:02,600
+بالنسبالي ال origin RH ال displacement هي المسافة
+
+331
+00:25:02,600 --> 00:25:06,680
+بين لمة و حنان، واضحة؟ هاي الفرق بين position و
+
+332
+00:25:06,680 --> 00:25:11,420
+displacement طب نتفق على ال notation، يعني ال RBQ
+
+333
+00:25:11,420 --> 00:25:15,530
+هي عبارة عن RBQ minus RBيعني لما أقول RAB إيش
+
+334
+00:25:15,530 --> 00:25:26,790
+هتكون؟ RAB هتكون RB-RA هيالنا هالبسشي الأول و
+
+335
+00:25:26,790 --> 00:25:34,570
+هالبسشي التاني هتكون RBQ هي عبارة عن RQ-RB واضح؟
+
+336
+00:25:34,570 --> 00:25:38,450
+ليش؟ لإن إحنا اتفقنا إن هذا مع هذا معناه جامع،
+
+337
+00:25:38,450 --> 00:25:45,180
+يعني RB زاد RBQ بيبقى تسوى RQصح؟ إيش طبعا شفنا ال
+
+338
+00:25:45,180 --> 00:25:48,580
+Gemini؟ إنها هذي إذا حطيت ال tail تبع ال vector
+
+339
+00:25:48,580 --> 00:25:52,400
+على رأسي الأولاني، هيكون هذا مجموع مع هذا بساوي
+
+340
+00:25:52,400 --> 00:25:55,540
+اللي هو ال vector اللي واصل من هنا لهنا، اللي هو
+
+341
+00:25:55,540 --> 00:26:02,600
+متوازن الأرضاء، يعني عندي RB ثائق RPQ بتساوي RQ
+
+342
+00:26:02,600 --> 00:26:09,780
+معناه إن RBQ إيش بتساوي؟ IRQ minus RB، دولة طبعا
+
+343
+00:26:09,780 --> 00:26:12,160
+ال vector كانت أفضل من النقطة اللي بحط في السنة،
+
+344
+00:26:12,160 --> 00:26:15,210
+مش هبعيز من هذا السيئةمش حاجة بتعرف اوضحها
+
+345
+00:26:15,210 --> 00:26:22,290
+بالبوابة كل واحد منهم يبقى له component RQ XQ YQ
+
+346
+00:26:22,290 --> 00:26:33,050
+ZQ يعني RQ في ال space يعبارة عن XQ YQ ZQ و RB
+
+347
+00:26:33,050 --> 00:26:42,540
+يعبارة عن XP YP ZPو احنا اتعلمنا كيف نطرح يعني RQ
+
+348
+00:26:42,540 --> 00:26:48,840
+-RB ايش هي مشغولنا يعني عبارة عن RQ plus minus RB
+
+349
+00:26:48,840 --> 00:26:56,080
+يعني بضرب RB بسالب و بجمعهم هتكون XQ-XB Xها YQ-YB
+
+350
+00:26:56,080 --> 00:27:01,880
+Yها زي ZQ-ZB Zها في اي سؤال لحد هنا صار واضح ايش
+
+351
+00:27:01,880 --> 00:27:06,920
+الفرق بين ال position و ال displacementلأنه مهم
+
+352
+00:27:06,920 --> 00:27:09,440
+كتير لما نيه جيز اللي قلناها دي كلها vector على
+
+353
+00:27:09,440 --> 00:27:12,680
+أساس review لماشي نحكي على ال fields هصيروا موضع
+
+354
+00:27:12,680 --> 00:27:16,560
+ال field و ال displacement من ال field لمكان تاني
+
+355
+00:27:16,560 --> 00:27:19,920
+ناخد
+
+356
+00:27:19,920 --> 00:27:23,400
+أمثلة يعني شوية لكن ناخد راحة و نشوف أمثلة لو كان
+
+357
+00:27:23,400 --> 00:27:27,320
+عندي ال vector a المعرف إليه انه ال component في
+
+358
+00:27:27,320 --> 00:27:31,320
+تجاه ال x direction مقدرها عشرةوالو component في
+
+359
+00:27:31,320 --> 00:27:36,440
+اتجاه السالب y مقدرها 4 واحدة في اتجاه ال z مقدرها
+
+360
+00:27:36,440 --> 00:27:40,000
+6 وعند ال b vector الو two components فقط مالها ال
+
+361
+00:27:40,000 --> 00:27:43,900
+z مقدرها صفر واحدة في اتجاه ال x مقدرها 2 واحدة في
+
+362
+00:27:43,900 --> 00:27:48,300
+اتجاه ال y مقدرها 1 اول حاجة بدو ال component
+
+363
+00:27:48,300 --> 00:27:52,460
+بتاعة a along y ايش قيمتها؟
+
+364
+00:27:55,270 --> 00:27:59,090
+-4 ممتاز إذا ال component بتاعة A في اتجاه ال by
+
+365
+00:27:59,090 --> 00:28:04,670
+direction هي مينوس أربع ال magnitude لفكتور تلاتة
+
+366
+00:28:04,670 --> 00:28:12,410
+A مينوس B حد يحاول يحللنا إياها و بعدين إيش
+
+367
+00:28:12,410 --> 00:28:17,090
+بنسويه؟ ايوة طب يلا حد يدفع حل هاي في الامر مو
+
+368
+00:28:17,090 --> 00:28:22,050
+حلالة هنكون واحدة ضد دورها بس هنا صبورة و حل هنا
+
+369
+00:28:22,050 --> 00:28:23,590
+لأ حل هنا عشان الكاميرا مايتطلع
+
+370
+00:28:27,460 --> 00:28:31,040
+أذا زي ما اتفقنا نسمي هذا ال vector دي ماشي موجود
+
+371
+00:28:31,040 --> 00:28:36,460
+في السؤال طبعا اذا خلّيني اقول تلاتة a vector I
+
+372
+00:28:36,460 --> 00:28:41,340
+want سلاتة تلاتين
+
+373
+00:28:41,340 --> 00:28:45,700
+X hat minus اتناش Y hat
+
+374
+00:28:47,660 --> 00:28:54,800
+ثمانة عشر ثمانية ستكون تلاتة plus plus minus plus
+
+375
+00:28:54,800 --> 00:28:58,740
+plus minus plus plus plus plus plus plus plus plus
+
+376
+00:28:58,740 --> 00:28:58,860
+plus plus plus plus plus plus plus plus plus plus
+
+377
+00:28:58,860 --> 00:28:59,320
+plus plus plus plus plus plus plus plus plus plus
+
+378
+00:28:59,320 --> 00:29:01,500
+plus plus plus plus plus plus plus plus plus plus
+
+379
+00:29:01,500 --> 00:29:01,540
+plus plus plus plus plus plus plus plus plus plus
+
+380
+00:29:01,540 --> 00:29:07,320
+plus plus plus plus plus plus plus plus plus
+
+381
+00:29:07,320 --> 00:29:07,940
+plus plus plus plus plus plus plus plus plus plus
+
+382
+00:29:07,940 --> 00:29:08,380
+plus plus plus plus plus plus plus plus plus plus
+
+383
+00:29:08,380 --> 00:29:08,400
+plus plus plus plus plus plus plus plus plus plus
+
+384
+00:29:08,400 --> 00:29:08,680
+plus plus plus plus plus plus plus plus plus plus
+
+385
+00:29:08,680 --> 00:29:09,040
+plus plus plus plus plus plus plus plus plus plus
+
+386
+00:29:09,040 --> 00:29:15,260
+plus
+
+387
+00:29:15,260 --> 00:29:15,320
+plus plus plus
+
+388
+00:29:28,320 --> 00:29:32,640
+طيب ال unit vector along A plus 2B مين بده ال unit
+
+389
+00:29:32,640 --> 00:29:34,880
+vector هال اتة ايش بدنا نسوي نعمله عشان نجيب ال
+
+390
+00:29:34,880 --> 00:29:39,640
+unit vector ايوة هد ال A زي اتنين B اول بده احسبها
+
+391
+00:29:39,640 --> 00:29:43,000
+و بعدين احسب المجنيد بتاعتها و أقسم ال vector على
+
+392
+00:29:43,000 --> 00:29:44,860
+المجنيد عشان مين بده يعمل هيك
+
+393
+00:29:57,830 --> 00:30:01,690
+هو الحاجة، خلّيني أسميه، إيش هالقيتها هدا؟ في
+
+394
+00:30:01,690 --> 00:30:09,170
+عندنا C، C، C، خلّيني أسميه C، C، V، V، V
+
+395
+00:30:16,610 --> 00:30:22,330
+اربع اكسات بسحط
+
+396
+00:30:22,330 --> 00:30:25,390
+فوق بي دكتور بسحط فوق بي دكتور بسحط فوق بي دكتور
+
+397
+00:30:25,390 --> 00:30:28,630
+بسحط فوق بي دكتور بسحط فوق بي دكتور بسحط فوق بي
+
+398
+00:30:28,630 --> 00:30:29,410
+دكتور بسحط فوق بي دكتور بسحط فوق بي دكتور بسحط فوق
+
+399
+00:30:29,410 --> 00:30:29,970
+بي دكتور بسحط فوق بي دكتور بسحط فوق بي دكتور بسحط
+
+400
+00:30:29,970 --> 00:30:33,430
+بسحط فوق بي دكتور بسحط فوق بي دكتور بسحط فوق بي
+
+401
+00:30:33,430 --> 00:30:45,410
+دكتور بسحط فوق بي دكتور بL هي عشرة في تجاه ال X مع
+
+402
+00:30:45,410 --> 00:30:50,610
+الأربعة بيصير أربعة و أتاشر أربعة
+
+403
+00:30:50,610 --> 00:30:56,070
+و أتاشر X hat عند ماينوس أربعة في تجاه ال Y وزاق
+
+404
+00:30:56,070 --> 00:30:59,370
+التانين يعني ماينوس تانين عند ماينوس أربعة وزاق
+
+405
+00:30:59,370 --> 00:31:02,030
+التانين هتكون ماينوس تانين بسيط السؤال هتكون
+
+406
+00:31:02,030 --> 00:31:07,130
+ماينوس تانين في تجاه ال Y hat بتبقى أعلى حاجة اي X
+
+407
+00:31:07,130 --> 00:31:09,530
+hat او X hat
+
+408
+00:31:15,440 --> 00:31:25,460
+الـ y component ستة ستة زاد ستة تمام
+
+409
+00:31:25,460 --> 00:31:29,260
+بينا جيب c magnitude ده يساوي جزر التربية بـ 14
+
+410
+00:31:29,260 --> 00:31:40,220
+تربية زائد minus 2 تربية زائد ستة تربية تربية
+
+411
+00:31:40,220 --> 00:31:43,580
+بعدها ال magnitude و بعدين اذا ال unit vector صميه
+
+412
+00:31:43,580 --> 00:31:51,890
+c hatC hat هي ساوية C vector على ال magnitude ل C
+
+413
+00:31:51,890 --> 00:31:59,890
+14 except
+
+414
+00:31:59,890 --> 00:32:06,110
+ناقص
+
+415
+00:32:06,110 --> 00:32:07,990
+2 ay hat
+
+416
+00:32:22,340 --> 00:32:26,120
+طبعا بيطلع هاي مجرد ان واحد يستخدم calculator عشان
+
+417
+00:32:26,120 --> 00:32:40,740
+اجيب الارقام النهائية واضح
+
+418
+00:32:40,740 --> 00:32:42,440
+لحدنا ايش اللي احنا بنعمله؟
+
+419
+00:32:49,290 --> 00:32:53,070
+هذا الحكي اللي احنا عملناه بالأرقام الموجودة هنا
+
+420
+00:32:53,070 --> 00:32:56,510
+ال سؤال
+
+421
+00:32:56,510 --> 00:33:01,410
+التاني برضه عشان نفهم ال vector الاسس عندي a river
+
+422
+00:33:01,410 --> 00:33:08,310
+flows south east at 10 km per hour يعني النهر عمله
+
+423
+00:33:08,310 --> 00:33:13,190
+بتدفق المي فيه في اتجاه اللي هو جنوب الشرق بمقدار
+
+424
+00:33:13,190 --> 00:33:18,890
+عشرة كيلومترand a boat boat flows upon it with its
+
+425
+00:33:18,890 --> 00:33:21,810
+bows pointed in the direction of the travel، يعني
+
+426
+00:33:21,810 --> 00:33:26,050
+في boat قاعد بسافر في البحر، في النهر، النهر بتدفق
+
+427
+00:33:26,050 --> 00:33:31,950
+عشر كيلومتر في الساعة و في يدي اللي هو قارب عامل
+
+428
+00:33:31,950 --> 00:33:37,220
+برضه بسافر، يا رحمكم اللهفى ال river A man walks
+
+429
+00:33:37,220 --> 00:33:41,920
+upon the deck يعني فى عندي رجال قاعد مسافر على
+
+430
+00:33:41,920 --> 00:33:45,920
+اللى هو السفينة و بتحرك على القارب فى ناس كتير
+
+431
+00:33:45,920 --> 00:33:48,900
+بتحبش تظلها قاعدة بتظلها تتحرك فهو قاعد على ال
+
+432
+00:33:48,900 --> 00:33:52,780
+deck على سطح المكتب ال .. ال .. السطح القارب و
+
+433
+00:33:52,780 --> 00:33:56,770
+بتحرك بسرعة اتنين كيلومتر الساعةin the direction
+
+434
+00:33:56,770 --> 00:33:59,930
+to the right and perpendicular to the direction of
+
+435
+00:33:59,930 --> 00:34:03,210
+the boat's movement يعني هو بالنسباله بتحرك اتجاه
+
+436
+00:34:03,210 --> 00:34:05,830
+اليمين بس عشان اوضحنا ايش اتجاه اليمين انه عمودي
+
+437
+00:34:05,830 --> 00:34:09,790
+على اتجاه اللي هي حركة ال boat find the velocity
+
+438
+00:34:09,790 --> 00:34:11,730
+of the man with respect to the iris طبعا عندنا
+
+439
+00:34:11,730 --> 00:34:16,110
+الرسمة هاي الرسمة هاي احنا ال south east القارب
+
+440
+00:34:16,110 --> 00:34:20,850
+بتحرك في ال south east اللي هي 45 درجة مبادئ هي ال
+
+441
+00:34:20,850 --> 00:34:24,650
+south وال east هاي معنا south east جنوب الشرق شرق
+
+442
+00:34:24,650 --> 00:34:33,070
+الجنوبمغرب الشمال الاخرى، اذا هاي البواط، UP اللي
+
+443
+00:34:33,070 --> 00:34:36,110
+هي البروس بتاعة البواط اللي هي اتجاهها اتجاه اللي
+
+444
+00:34:36,110 --> 00:34:41,570
+هو جنوب الشرق، والرجال مالوا عمودي عليه، هاي حركة
+
+445
+00:34:41,570 --> 00:34:46,470
+الماءال man بتحرك بساوية 90 درجة عمودي على اتجاه
+
+446
+00:34:46,470 --> 00:34:48,970
+ال boat و بتحرك على ال .. اللي هو ده تخيلنا هو
+
+447
+00:34:48,970 --> 00:34:53,330
+السطح تبع القارب، القارب بتجه هيك، ال .. ال .. ال
+
+448
+00:34:53,330 --> 00:34:56,210
+man ماله بتجه في اتجاه .. او بتحرك في اتجاه عمودي
+
+449
+00:34:56,210 --> 00:35:03,090
+على حركة القارب طيب اللي طاقوا مننا انه نعرف إيش
+
+450
+00:35:03,090 --> 00:35:06,210
+هي حركة أو flows بتاعة ال man with respect to the
+
+451
+00:35:06,210 --> 00:35:13,030
+earthطبعا بدنا حركة ال man بالنسبة لل earth أول
+
+452
+00:35:13,030 --> 00:35:16,310
+حاجة بجيب ال components بتاعة ال U P بتاعة ال boat
+
+453
+00:35:16,310 --> 00:35:18,770
+و ال components بتاعة ال U man و إذا جمعتوا
+
+454
+00:35:18,770 --> 00:35:21,430
+تتمتموا مع بعض بدرجيب اللي هي velocity with
+
+455
+00:35:21,430 --> 00:35:24,370
+respect to the earth فلنشوفها مع بعض أول ال
+
+456
+00:35:24,370 --> 00:35:26,630
+velocity بتاعة ال boat احنا هو قالنا انها في اتجاه
+
+457
+00:35:26,630 --> 00:35:30,890
+اللي هي حركة القارب اللي هي يعني عشرة قلنا 45 درجة
+
+458
+00:35:30,890 --> 00:35:35,330
+من بين ال east و ال south كما تشايفين هنا طبعا ال
+
+459
+00:35:35,330 --> 00:35:39,610
+coordinate هي X و هي Yعشان اميز ال coordinates هذا
+
+460
+00:35:39,610 --> 00:35:42,930
+ال south, east, west, north عشان انا بحط
+
+461
+00:35:42,930 --> 00:35:47,950
+coordinates ببتسمي XY فانا سميت ال east هو ال X و
+
+462
+00:35:47,950 --> 00:35:51,910
+اتجاه اللي هو ال north هو ال Y فإذا انحرقت القارب
+
+463
+00:35:51,910 --> 00:35:56,050
+مش هيكون عندي ال velocity اللي العشرة كيلومتر
+
+464
+00:35:56,050 --> 00:36:01,190
+بالساعة مضروبة في 95% منها في اتجاه plus x hat
+
+465
+00:36:02,670 --> 00:36:05,650
+صحيح؟ وفي عند ال component التانية اللى هى ال
+
+466
+00:36:05,650 --> 00:36:09,910
+velocity مضروبة في ال sign 45 باتجاه سالب ال y hat
+
+467
+00:36:09,910 --> 00:36:14,910
+اذا هذه هى ال velocity بتاعة القارب بس عشان اوضح
+
+468
+00:36:14,910 --> 00:36:18,550
+ال components تعونها اذا لو انا ضربت جبت ال cosine
+
+469
+00:36:18,550 --> 00:36:21,170
+تعرف ال cosine الواحد او الجزر التانى اللى عبارة
+
+470
+00:36:21,170 --> 00:36:26,910
+عن تقريبا point 707 ف10 هتكون 7.07واحدة في اتجاه
+
+471
+00:36:26,910 --> 00:36:29,630
+ال X واحدة في اتجاه ال Y طب تيجي ل .. نيجي للرجال
+
+472
+00:36:29,630 --> 00:36:32,670
+هو اتنين كيلومتر بالساعة هجيب برضه ال components
+
+473
+00:36:32,670 --> 00:36:36,210
+بتاعه ايش ال components بتاعه؟ طبعا بالنسبة للقارب
+
+474
+00:36:36,210 --> 00:36:39,390
+هو احنا هادي relative to the boat لكن هو بدوياها
+
+475
+00:36:39,390 --> 00:36:43,150
+بالنسبة للأرض بالنسبة للقارب هو أعلى عمودي على
+
+476
+00:36:43,150 --> 00:36:46,230
+الفلوس بتاع ال .. القاع ال boat إذا انهي اتجاه ال
+
+477
+00:36:46,230 --> 00:36:49,750
+man اللي برضه خمسة واربعين درجة بالنسبة لمين ل ال
+
+478
+00:36:49,750 --> 00:36:53,430
+west و ال southلو أخدت ال component صحيح هيكون فيه
+
+479
+00:36:53,430 --> 00:36:56,530
+عندي component في السالب X و component فيه السالب
+
+480
+00:36:56,530 --> 00:37:02,170
+Y هيكون عندي human اللي هي 2 km بالساعة في mean
+
+481
+00:37:02,170 --> 00:37:06,870
+cos 45 في اتجاه سالب X و عندي component تاني اللي
+
+482
+00:37:06,870 --> 00:37:13,370
+هي human sin 45 في اتجاه السالب Yهيعرفنا ال UB ال
+
+483
+00:37:13,370 --> 00:37:16,350
+component استعونها و UMAN ال component استعونها as
+
+484
+00:37:16,350 --> 00:37:20,910
+vectors اتجمع بصير تبعهم عشان اجيب ال relative UB
+
+485
+00:37:20,910 --> 00:37:27,310
+زائد UR هي بتعطيني ال relative اللي هي UAB اللي هي
+
+486
+00:37:27,310 --> 00:37:31,710
+ال value بتاعة ال man بالنسبة لل R اللي هي UMAN
+
+487
+00:37:31,710 --> 00:37:37,000
+زائد UBمجموعهم هيعطيني relative velocity وبالتالي
+
+488
+00:37:37,000 --> 00:37:40,080
+بقدر اجيبها هو بدو ايه ال velocity يعني اللي بدوه
+
+489
+00:37:40,080 --> 00:37:42,880
+انا نجيب ال magnitude والاتجاه انا بقدر اجيب ال
+
+490
+00:37:42,880 --> 00:37:46,480
+magnitude اتجاه هذا الشكل اللي بنسميه rectangular
+
+491
+00:37:46,480 --> 00:37:50,360
+form يعني ال component في اتجاه ال X hatو ال
+
+492
+00:37:50,360 --> 00:37:54,380
+component y hat هذا بتعطيني معلومات كافية عن ال
+
+493
+00:37:54,380 --> 00:37:58,180
+vector و زى ما انتوا شايفين اللي هو x موجبة هى هذا
+
+494
+00:37:58,180 --> 00:38:01,020
+هو ال vector component بتاعته هتكون اللي واحدة في
+
+495
+00:38:01,020 --> 00:38:04,920
+تجاه المصطفى x والتانى في تجاه السالب y ده هو ال
+
+496
+00:38:04,920 --> 00:38:08,650
+relative بالنسبة لل groundممكن كمان انا اعبر عنه
+
+497
+00:38:08,650 --> 00:38:11,170
+يعني هي واضح اليه ان ال component اتجاه ال X اللي
+
+498
+00:38:11,170 --> 00:38:16,250
+هي مقدارها 5.65 Xها ويقف ال Y direction سالب Y هي
+
+499
+00:38:16,250 --> 00:38:20,550
+8.485 اتجاه سالب Y كمان ممكن اعبر عنه بال
+
+500
+00:38:20,550 --> 00:38:24,510
+magnitude والزاوية اخدته اكيد انا ليش قبلها بس بحت
+
+501
+00:38:24,510 --> 00:38:28,170
+أستير انه عشان اجيبه بهذه الطريقة ايش بقدر اقول
+
+502
+00:38:28,170 --> 00:38:33,890
+انه ال magnitude تبعتالـ U هي عبارة عن جزر التربيع
+
+503
+00:38:33,890 --> 00:38:47,310
+لـ 5.657 تربيع زائد لـ 8.485 تربيع لكن هذه لا تكفي
+
+504
+00:38:47,310 --> 00:38:50,370
+يعني، لا تكفي ان اقول ان لأن هذا vector ليس
+
+505
+00:38:50,370 --> 00:38:54,530
+مجموعته، هذا مجموعته لازم اعطي الزاوية وبالتالي
+
+506
+00:38:54,530 --> 00:38:58,570
+انا اعطي ال vector بالكامل، الزاوية بتاعته هتكون
+
+507
+00:38:59,550 --> 00:39:06,390
+Ten theta بس هسميها هي ten inverse ال Y component
+
+508
+00:39:06,390 --> 00:39:11,410
+هي UABY UABY
+
+509
+00:39:11,410 --> 00:39:17,130
+component على ال UAB X component ال Y على ال X
+
+510
+00:39:17,130 --> 00:39:22,410
+طبعا هذه برضه لإنها vector لإن لو أنا حللتها هتكون
+
+511
+00:39:22,410 --> 00:39:26,530
+عشرة point تنين في cosine الزاوية هاي في تجاه ال X
+
+512
+00:39:26,530 --> 00:39:31,620
+hatزائد ال magnitude في sign الزاوية هاي اتجاه ال
+
+513
+00:39:31,620 --> 00:39:34,500
+y hat هذه على فكرة ال magnitude بس لهذا المطلوب
+
+514
+00:39:34,500 --> 00:39:42,160
+هذا كله فتكرر، هذا هيكون مع الزاوية ستة هذه
+
+515
+00:39:42,160 --> 00:39:50,400
+نقدر نتفككها على طول ب10.2 cosine minus 56.3 x hat
+
+516
+00:39:50,400 --> 00:39:58,510
+زائد sin minus 56.3 y hatفهيك بعقدر عنها برضه في
+
+517
+00:39:58,510 --> 00:40:02,390
+ال vector يا بعقولها .. يا بعقيها اللي هي في ال
+
+518
+00:40:02,390 --> 00:40:04,830
+Cartesian او في ال rectangular form اللي هي
+
+519
+00:40:04,830 --> 00:40:07,850
+المقدار اتجاه ال X ال component اتجاه ال X و ال
+
+520
+00:40:07,850 --> 00:40:11,090
+component اتجاه ال Y او اني بجيب ال magnitude و
+
+521
+00:40:11,090 --> 00:40:16,750
+الزاوية وبالتالي بقدر عارف، واضح؟ احنا في عندنا
+
+522
+00:40:16,750 --> 00:40:21,710
+اتهاء انه لازم ننهي الوقت و هيك احنا بنوقف، هيكون
+
+523
+00:40:21,710 --> 00:40:25,680
+معنا بعض الأمثلة اللي قادمنكمل يعنى فى ال vector
+
+524
+00:40:25,680 --> 00:40:29,380
+analysis نكمل فى chapter واحد وان شاء الله يعنى
+
+525
+00:40:29,380 --> 00:40:32,480
+انا هحاول كمان هو طبعا اللي قلتلكوا الكتاب قسمه
+
+526
+00:40:32,480 --> 00:40:35,200
+جزءين جزء اول براجع ال vector و بعدين بروح ل ال
+
+527
+00:40:35,200 --> 00:40:39,020
+fields هحاول برضه أربطلكم إياها في بعض ان شاء الله
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/wO3oYIFvFRw_raw.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/wO3oYIFvFRw_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..4fd14ea48fe8a9ee669c1822cdf777bceb2c8ee2
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/wO3oYIFvFRw_raw.srt
@@ -0,0 +1,2148 @@
+1
+00:00:21,020 --> 00:00:23,540
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,540 --> 00:00:26,520
+وبركاته احنا اليوم ان شاء الله هنبدأ في أول محاضرة
+
+3
+00:00:26,520 --> 00:00:30,500
+الكهربا مناطسية والكهربا مناطسية مهمة كتير لنا
+
+4
+00:00:30,500 --> 00:00:35,180
+كطلع بهندسة لأنه بتتميز بإلها application متعددة
+
+5
+00:00:35,180 --> 00:00:38,860
+مثلا انتوا شايفين إلها تطبيقات في العديد من
+
+6
+00:00:38,860 --> 00:00:41,660
+التحصيات بتشمل ال wireless communication يعني مش
+
+7
+00:00:41,660 --> 00:00:44,100
+هناخد wireless communication وماعرفش كهربا مناطسية
+
+8
+00:00:44,100 --> 00:00:49,080
+circuits تواقع computer interconnectsand
+
+9
+00:00:49,080 --> 00:00:52,120
+peripherals يعني اللي بدرسوا برضه كمبيوتر لازم
+
+10
+00:00:52,120 --> 00:00:55,400
+يكونوا عارفين الكهرومناطسية optical fiber links
+
+11
+00:00:55,400 --> 00:00:59,420
+and its components microwave communications رادار
+
+12
+00:00:59,420 --> 00:01:04,600
+أنتنا سنسور micro electromechanical systems motors
+
+13
+00:01:04,600 --> 00:01:07,440
+power generation and transmission lines كلها
+
+14
+00:01:07,440 --> 00:01:12,640
+التخصيات جزء من اللي لسه ال widespread اللي بتخدم
+
+15
+00:01:12,640 --> 00:01:16,980
+نتيجة الكهرومناطسيةطبعا عشان نقدر نتعامل معايا
+
+16
+00:01:16,980 --> 00:01:21,420
+رمال نفسية لازمنا نتعرف على بعض الخلفية الرياضية
+
+17
+00:01:21,420 --> 00:01:25,760
+من أهم الخلفية الرياضية اللي إحنا بحاجة إليها اللي
+
+18
+00:01:25,760 --> 00:01:29,260
+هي ال vectorialisis قد يكون بعض الأشياء اللي
+
+19
+00:01:29,260 --> 00:01:33,220
+هنحكيها اليوم مرعت عليكموقدركم و مرادش عليكم، اللي
+
+20
+00:01:33,220 --> 00:01:37,300
+مروا عليكم بيكون زي مراجعة، اللي مرش بيكون تثبيت و
+
+21
+00:01:37,300 --> 00:01:41,700
+تعليم لإنه احد أشهر الكتاب المجزة كانت تاني، بداية
+
+22
+00:01:41,700 --> 00:01:45,520
+تمكين رياضي يعني بيضلوا يرشالكم الأشياء الرياضية
+
+23
+00:01:45,520 --> 00:01:49,430
+أو الخلفية الرياضية لزمانة عشان نفهممثاق الكهربا
+
+24
+00:01:49,430 --> 00:01:52,830
+معصى، يعني نفهم كيف تتدفق الموجار، كيف تتفاعل مع
+
+25
+00:01:52,830 --> 00:01:56,030
+ال media، كل هذه الأشياء لازم يكون عندها الحلفية
+
+26
+00:01:56,030 --> 00:01:59,210
+الرياضية، فالجزء الأول هو مراجعة وتمكين للحلفية
+
+27
+00:01:59,210 --> 00:02:02,030
+الرياضية، الجزء التان يبدأ نحكي عن ال field فعليا
+
+28
+00:02:02,030 --> 00:02:07,270
+وكيف نستخدم هذه الحلفية الرياضية لنفهم التفاعل تبع
+
+29
+00:02:07,270 --> 00:02:11,590
+ال fields مع ال mediaحنبدأ بالتفريق ما بين ال
+
+30
+00:02:11,590 --> 00:02:13,550
+scalar و ال vector، في حد ما يعرف ايش الفرق بين ال
+
+31
+00:02:13,550 --> 00:02:16,450
+vector و ال scalar؟ ال scalar يعني قيمة فقط، ال
+
+32
+00:02:16,450 --> 00:02:21,710
+vector قيمة المتجهة تمام، إذا ال scalar هي كمية،
+
+33
+00:02:21,710 --> 00:02:25,430
+مالهاش أي اتجاه، يعني زي إيش لما بدأ أحكي، مثلا
+
+34
+00:02:25,430 --> 00:02:28,290
+درجة الحرارة، حد أمره قال درجة الحرارة ستة و
+
+35
+00:02:28,290 --> 00:02:31,670
+تلاتين درجة مقوية في اتجاه الشمال؟إذا ان درجة
+
+36
+00:02:31,670 --> 00:02:35,350
+الحرارة كمية ما لها scalar، مين كمان اللي هي مثلا
+
+37
+00:02:35,350 --> 00:02:38,770
+ال potential، نحكي ال potential قيمته مثلا خمسة
+
+38
+00:02:38,770 --> 00:02:43,570
+volt، في حد قال خمسة volt في اتجاه القطبية مش عارف
+
+39
+00:02:43,570 --> 00:02:49,110
+ايه عشان مافيش شي لأ، كمان عدد السكان، الوزن، إيش
+
+40
+00:02:49,110 --> 00:02:54,430
+كمان في ناس بتعرف حاجات تانية؟ال distance المسافة
+
+41
+00:02:54,430 --> 00:02:57,570
+يعني أنا بقيس طول المسطرة طول حاجة بقيسها بالمسطرة
+
+42
+00:02:57,570 --> 00:03:02,050
+بقولي مثلا قداش طول المحفظة هذه بقولي ممكن 25 سنة
+
+43
+00:03:02,050 --> 00:03:05,210
+بقوليش ولا في اتجاه الشمال ولا الشرق لأ إذا في
+
+44
+00:03:05,210 --> 00:03:08,610
+quantities كتيرة اللي بتمرق علينا اللي مالها
+
+45
+00:03:08,610 --> 00:03:12,190
+scalar scalar اللي بمعنى ان هي quantities اللي
+
+46
+00:03:12,190 --> 00:03:17,190
+مالهاش اي اتجاه مجرد magnitude اللي لها مقدار نيجي
+
+47
+00:03:17,190 --> 00:03:21,470
+لل vectorال vector ماله إله magnitude و direction
+
+48
+00:03:21,470 --> 00:03:27,930
+يعني إله كمية و إله اتجاه عشان أنا أمثل تمثيل
+
+49
+00:03:27,930 --> 00:03:31,690
+رياضي لل vector أي vector بروح و أنا أحطه فوق
+
+50
+00:03:31,690 --> 00:03:35,890
+السهم بعض الكتب بحطوه بشكل bold يعني إحنا في عندنا
+
+51
+00:03:35,890 --> 00:03:40,370
+مراجع فإحنا مثلا لما أمثل أي vector تمثيل رياضي
+
+52
+00:03:40,370 --> 00:03:47,520
+بقول ال vector ايه بحط عليه سهم ال scalar Italicأو
+
+53
+00:03:47,520 --> 00:03:51,160
+بدون السهم اللى فوقه يعني بعرفوا ده محطتش السهم ان
+
+54
+00:03:51,160 --> 00:03:55,120
+هو ده ال scalar و
+
+55
+00:03:55,120 --> 00:03:59,880
+هذا ال vector زى ما حكيتلكم بعض الكتب بيميزوهم انه
+
+56
+00:03:59,880 --> 00:04:04,160
+بيخلوا ال vector bold و ال scalar مش bold طب ايش
+
+57
+00:04:04,160 --> 00:04:07,120
+أمثلة على ال vector ها عارفة كده امثل ال vector
+
+58
+00:04:07,120 --> 00:04:12,680
+مثلا السرعة يا vector بقول سرعته تلاتة متر
+
+59
+00:04:12,680 --> 00:04:18,110
+بالثانية في اتجاه الشمال كمان ايشمش ممكن يكون
+
+60
+00:04:18,110 --> 00:04:24,410
+القوة القوة بنقول القوة تلاتة نيوتون مثلا إلى أسفل
+
+61
+00:04:24,410 --> 00:04:28,010
+أو إلى أعلى أو إلى الشمال أو إلى الجنوب كمان إيش
+
+62
+00:04:28,010 --> 00:04:30,870
+فيه كمان ال fields معظم ال fields زي ال electric
+
+63
+00:04:30,870 --> 00:04:40,150
+field ال magnetic field كلهم بكلهم اتجاه طب
+
+64
+00:04:40,150 --> 00:04:42,470
+نيجي نعرف إيش ال field طب احنا قولنا ال field هو
+
+65
+00:04:42,470 --> 00:04:46,630
+vectorال field هو زي ال field electric field و ال
+
+66
+00:04:46,630 --> 00:04:50,190
+magnetic field vector لكن في بعض ال fields اللي
+
+67
+00:04:50,190 --> 00:04:54,010
+احنا ممكن تكون scalar طب خلنا نشوف ايش الفرق اول
+
+68
+00:04:54,010 --> 00:04:57,310
+حاجة ايش تعريف ال field و ايش ممكن نقول عنه هل هو
+
+69
+00:04:57,310 --> 00:05:01,110
+vector ولا scalar كيف اميز بينهم ال field is a
+
+70
+00:05:01,110 --> 00:05:04,590
+function that specifies a particular quantity
+
+71
+00:05:04,590 --> 00:05:09,950
+everywhere in a region يعني بعرفلي على كمية معينة
+
+72
+00:05:09,950 --> 00:05:14,790
+في كل مكان في المنطقةيعني نحكي مثال بسيطة على ال
+
+73
+00:05:14,790 --> 00:05:19,030
+field قالت احنا بتعرفوا كلكم تجربات 10 نيوتن اه؟
+
+74
+00:05:19,030 --> 00:05:22,370
+اشن نيوتن قال تفاحة وقعت تحت، اذا ان هاد التفاحة
+
+75
+00:05:22,370 --> 00:05:26,270
+في مجال ايه اشن؟الجاذبية الأرضية إذا في عندي مجال
+
+76
+00:05:26,270 --> 00:05:29,310
+في field field اللي هو المجال مع ناطيسي أو
+
+77
+00:05:29,310 --> 00:05:32,930
+الجاذبية الأرضية مجال جاذبية أو مناطسية الأرض هي
+
+78
+00:05:32,930 --> 00:05:37,050
+اللي خلت التفاحة تسقط إلى الأرض إلى الأسفل فهي
+
+79
+00:05:37,050 --> 00:05:41,090
+field في كل مكان كلنا بنمشي في فعلها الجاذبية لو
+
+80
+00:05:41,090 --> 00:05:44,590
+فيش جاذبية كلنا بنطير صح؟ فهي quantity موجودة في
+
+81
+00:05:44,590 --> 00:05:48,570
+كل مكان temperature موجودة في كل مكان ال pressure
+
+82
+00:05:48,570 --> 00:05:54,710
+فنقول إذا هي ممكن تكون يا scalar يا vectorأمثلة
+
+83
+00:05:54,710 --> 00:05:57,430
+على ال scalar field انا طول اذا حكيت temperature
+
+84
+00:05:57,430 --> 00:06:00,770
+يعني درجة الحرارة موزعة في الغرفة يمكن منتظمة
+
+85
+00:06:00,770 --> 00:06:05,790
+تقريبا 25 درجة في كل مكان موزعة في الغرفة لو طلعنا
+
+86
+00:06:05,790 --> 00:06:09,190
+على الساحة هتكون درجة الحرارة موزعة يمكن تلاتين في
+
+87
+00:06:09,190 --> 00:06:13,650
+المنطقة فهي بتكون في كل المنطقة تكون function مثلا
+
+88
+00:06:13,650 --> 00:06:17,270
+في ال space لكن مالها scalar ال temperature زي ما
+
+89
+00:06:17,270 --> 00:06:19,550
+اتفننا و ماحدش على عمره تلاتين centigrade في
+
+90
+00:06:19,550 --> 00:06:24,720
+الشارع الشمال ولا الشارع الغرب لكن هي fieldما بعدش
+
+91
+00:06:24,720 --> 00:06:30,680
+فى عندنا اللى هى ال sound صوت صوت انا اتوزع ماله
+
+92
+00:06:30,680 --> 00:06:34,440
+فى كل المنطقة هاى هو field لكن هى اللى انا بقوله
+
+93
+00:06:34,440 --> 00:06:39,060
+إليها اتجاه هو scalar field كمان فى عندنا ال
+
+94
+00:06:39,060 --> 00:06:42,740
+electrical potential ال potential بحيث ذاته scalar
+
+95
+00:06:42,740 --> 00:06:46,700
+field وكمان ال refractive index بتعرفى شو هو
+
+96
+00:06:46,700 --> 00:06:50,780
+refractive index هو حصية للميديا اللى بتخلى يتفاعل
+
+97
+00:06:50,780 --> 00:06:55,950
+مع الضوء برضه high scalar quantityنيجي لبعض اللي
+
+98
+00:06:55,950 --> 00:06:58,370
+هو ال vector زي مين gravitational force احنا
+
+99
+00:06:58,370 --> 00:07:00,850
+اتفقنا تقريبا كل ال force مالها بحكي عن ال force
+
+100
+00:07:00,850 --> 00:07:03,670
+ثلاثة نيوتر في اتجاه كذا في اتجاه كذا اذا هدولة
+
+101
+00:07:03,670 --> 00:07:08,110
+كلهم مالهم vector ال velocity of the rain drop in
+
+102
+00:07:08,110 --> 00:07:12,970
+the atmosphere هو قطرة مية بتوقع اللي هي velocity
+
+103
+00:07:12,970 --> 00:07:17,590
+اللي هي اتجاه اذا وقع ميلة و لا نزل عدلا و هكذا
+
+104
+00:07:19,220 --> 00:07:21,620
+وطبعاً بنضيف لهم ال electric field و ال magnetic
+
+105
+00:07:21,620 --> 00:07:27,200
+field كلهما لهم vector potential vector field طب
+
+106
+00:07:27,200 --> 00:07:30,340
+هالات احنا قلنا الهدف ان هي جزئية خلت عرفنا الفرق
+
+107
+00:07:30,340 --> 00:07:33,920
+بين ال scalar و ال vector و هنكمل معلوماتنا عن
+
+108
+00:07:33,920 --> 00:07:38,200
+اللي هي ال vector الاساس كل vector كل ال vector
+
+109
+00:07:38,200 --> 00:07:42,340
+اشهر له بميزه عن ال scalar ال scalar قلنا له بس
+
+110
+00:07:42,340 --> 00:07:47,000
+magnitude ال vector له magnitude و اتجاه اذا لازم
+
+111
+00:07:47,000 --> 00:07:51,240
+اعرف اتجاه ال vectorالـ magnitude تبع الفكتور ماله
+
+112
+00:07:51,240 --> 00:07:56,180
+اسكالة يعني بقدر اقول انه اي فيكتور A اللي هو
+
+113
+00:07:56,180 --> 00:08:00,700
+الفيكتور تحتيا اللي هو magnitude A و اللي هو اتجاه
+
+114
+00:08:00,700 --> 00:08:04,840
+اكتبوه
+
+115
+00:08:04,840 --> 00:08:10,080
+في الكتاب A vector او يعني بُعد و تحته كبطة A عشان
+
+116
+00:08:10,080 --> 00:08:13,760
+نقول ان هذا اتجاه A لك لو كتبت لك A hat بعرف انه
+
+117
+00:08:13,760 --> 00:08:17,200
+برضه اتجاه يعني في الكتاب أسهل ليه ان ارسم هيك لان
+
+118
+00:08:17,200 --> 00:08:24,560
+اكتب بُعدلكن لو كتبت T بهذا الشكل برضه بدل الله عن
+
+119
+00:08:24,560 --> 00:08:28,020
+الفكتور بس انا بفضل الشرعات A hat, X hat, Y hat, Z
+
+120
+00:08:28,020 --> 00:08:34,380
+hat اذا قلنا الفكتور له magnitude له هاكي بهذا
+
+121
+00:08:34,380 --> 00:08:40,340
+الشكل و احيانا نكتبه بهذا الشكل ايه الفكتور و بين
+
+122
+00:08:40,340 --> 00:08:47,040
+هذه الرمزات و له اتجارة طبعا اذا هاكي بنعرف هو
+
+123
+00:08:47,040 --> 00:08:52,160
+الفكتورقلنا إله quantity إله magnitude وإله اتجار
+
+124
+00:08:52,160 --> 00:08:57,760
+ال quantity بتاعته عرفناها بهذا الشكل أو بهذا
+
+125
+00:08:57,760 --> 00:09:06,100
+الشكل عشان أعرف ال a hat اللي هو اتجارنا الاتجار a
+
+126
+00:09:06,100 --> 00:09:10,180
+hat a hat معناه هو unit vector إيش معناه unit
+
+127
+00:09:10,180 --> 00:09:14,560
+vector إنه ال magnitude تبعه واحد لكن إله اتجار
+
+128
+00:09:14,560 --> 00:09:19,360
+عشان أعرف اتجاره بقولهو ال vector a على ال
+
+129
+00:09:19,360 --> 00:09:22,340
+magnitude تبع ال vector a أي unit vector في الدنيا
+
+130
+00:09:22,340 --> 00:09:27,400
+بدي أحصل عليه لأي vector quantity لو ماكنتش a لو
+
+131
+00:09:27,400 --> 00:09:34,580
+كانت b بي حيكونها magnitude بي و بي hat ايش هي ال
+
+132
+00:09:34,580 --> 00:09:39,620
+b hat unit vector ايش بيساوي ال vector نفسه على ال
+
+133
+00:09:39,620 --> 00:09:43,560
+magnitude تبع ال vectorإذا ال unit vector بقدر
+
+134
+00:09:43,560 --> 00:09:47,120
+أجيبه أو اتجاه أي vector بإني أسم Pنة ال vector
+
+135
+00:09:47,120 --> 00:09:52,760
+على ال magnitude تبع هذا ال vector طب
+
+136
+00:09:52,760 --> 00:09:55,820
+ال vector كيف أنا بعبر عنه؟ ال vector غالبا اللي
+
+137
+00:09:55,820 --> 00:09:59,820
+هو componentsيا بيكون ال one component في اتجاه ال
+
+138
+00:09:59,820 --> 00:10:03,260
+x direction يا two component x y بس اذا كان x
+
+139
+00:10:03,260 --> 00:10:06,520
+direction بقول له اتجاه واحد في ال x و ال y بيكون
+
+140
+00:10:06,520 --> 00:10:12,340
+له اتجاهين x y z بيكون في ال space يعني مكانه في
+
+141
+00:10:12,340 --> 00:10:16,320
+ال space في ال three dimension بشكل عام بقدر اقول
+
+142
+00:10:16,320 --> 00:10:19,400
+انه له three مثلا تخلينا نطلع على ال Cartesian
+
+143
+00:10:19,400 --> 00:10:21,900
+coordinate ال Cartesian coordinate اللي هو ال
+
+144
+00:10:21,900 --> 00:10:26,060
+space ال x y z يا بيسميه Cartesian coordinate يا
+
+145
+00:10:26,060 --> 00:10:30,030
+rectangular coordinateRectangle Coordinate لأن هو
+
+146
+00:10:30,030 --> 00:10:35,870
+اصلا مثلين XYZ زي اللي هو القلمة تحت الورفة XYZ
+
+147
+00:10:35,870 --> 00:10:39,370
+هذا Cartesian Coordinate فبنسميه او Cartesian هو
+
+148
+00:10:39,370 --> 00:10:43,850
+نسبة
+
+149
+00:10:43,850 --> 00:10:49,050
+لأحد علماء الرياضي يعنى طيب Cartesian Coordinate
+
+150
+00:10:49,050 --> 00:10:54,380
+او Rectangle Coordinateبنعبر عنه بهذا الشكل يا
+
+151
+00:10:54,380 --> 00:10:57,620
+بقول ال components بتاعته زي ما انتوا شايفين في ال
+
+152
+00:10:57,620 --> 00:11:02,400
+slide بهذا
+
+153
+00:11:02,400 --> 00:11:09,180
+الشكل هذا ال vector تبعه يا بهذا الشكل بكتبه يا
+
+154
+00:11:09,180 --> 00:11:13,620
+بكتبه بهذا الشكل هذا
+
+155
+00:11:13,620 --> 00:11:16,500
+الشكل إش بولي هذا ال أوس بولي هذا ال x component
+
+156
+00:11:16,500 --> 00:11:24,570
+قيمتها ax هذا ال x hat هذا ال y hatهي المقدار تبع
+
+157
+00:11:24,570 --> 00:11:31,650
+ال vector A في ال X direction هذا ال component
+
+158
+00:11:31,650 --> 00:11:36,050
+بتاعة ال vector في ال Y direction و Y دي هي ال
+
+159
+00:11:36,050 --> 00:11:38,910
+component بتاعة ال vector A في اتجاه Z direction
+
+160
+00:11:38,910 --> 00:11:44,130
+تمام نيجي هنا كيف كتبها برضه كتبها بدلالة اللي هي
+
+161
+00:11:44,130 --> 00:11:48,650
+ال components AX اللي هي ال component في ال X
+
+162
+00:11:48,650 --> 00:11:53,620
+directionهذه هي ال unit vector في اتجاه ال x
+
+163
+00:11:53,620 --> 00:12:01,400
+direction a y y hat a z z hat زي ما حكيت في الكتاب
+
+164
+00:12:01,400 --> 00:12:09,220
+أسهل نغطيه بشكل عام او
+
+165
+00:12:09,220 --> 00:12:13,060
+a
+
+166
+00:12:13,060 --> 00:12:17,620
+x a y a z هو حاططهم بال bold عشان تتعودوا على
+
+167
+00:12:17,620 --> 00:12:18,080
+الكتاب
+
+168
+00:12:29,400 --> 00:12:33,420
+عشان نتاكد ان ال unit vector بتاعت واحة اذا قلت
+
+169
+00:12:33,420 --> 00:12:40,180
+ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه
+
+170
+00:12:40,180 --> 00:12:43,240
+ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه ايه
+
+171
+00:12:46,070 --> 00:12:50,270
+ع المجنتد ايش بيستاوي؟ واحد اذا المجنتد تبع لون ال
+
+172
+00:12:50,270 --> 00:12:55,990
+vector ماله؟ واحد اكيد يعني
+
+173
+00:12:55,990 --> 00:13:03,270
+زي ما انتوا شايفين هي عندنا ال vector A وهي ال
+
+174
+00:13:03,270 --> 00:13:06,190
+components بتاعته واحدة في اتجاه ال X direction
+
+175
+00:13:06,190 --> 00:13:09,790
+واحدة في اتجاه ال Y direction وتالت في اتجاه ال Z
+
+176
+00:13:09,790 --> 00:13:17,590
+direction فهي AXXH زياي y hat زائد از ز hat وهنا
+
+177
+00:13:17,590 --> 00:13:21,410
+ان هي تمثيل ال X hat و ال Y hat و ال Z hat ال X
+
+178
+00:13:21,410 --> 00:13:23,890
+hat في اتجاه ال X direction unit vector ال Y hat
+
+179
+00:13:23,890 --> 00:13:26,730
+في اتجاه ال Y direction و ال Z hat في اتجاه ال Z
+
+180
+00:13:26,730 --> 00:13:30,410
+direction واضح كيف احنا هذا ال vector A مثلنا هو
+
+181
+00:13:30,410 --> 00:13:34,110
+مجموع ال components ده واحدة في اتجاه ال X ax hat
+
+182
+00:13:34,110 --> 00:13:39,650
+زائد ay y hat زائد az z hat وتعطيني ال vector
+
+183
+00:13:41,490 --> 00:13:44,870
+التمثيل لهذا الكمبونات اللي كتبناها قبل قليل هذا
+
+184
+00:13:44,870 --> 00:13:51,890
+تمثيل لهذا واضح يعني هذا تمثيل mathematically وهذا
+
+185
+00:13:51,890 --> 00:13:56,230
+تمثيل graphically ال
+
+186
+00:13:56,230 --> 00:14:01,090
+magnitude لل unit vector هو عبارة عن ال square
+
+187
+00:14:01,090 --> 00:14:01,550
+root
+
+188
+00:14:10,310 --> 00:14:14,150
+لمربع ال component الأولى زائد مربع ال component
+
+189
+00:14:14,150 --> 00:14:17,430
+التانى زائد مربع ال component التالتى يعني ax
+
+190
+00:14:17,430 --> 00:14:21,630
+تربيع زائد ay تربيع زائد az تربيع أرضى بتحت الجزر
+
+191
+00:14:21,630 --> 00:14:26,550
+بعطيني ال magnitude بتبع ال vector ايه ال unit
+
+192
+00:14:26,550 --> 00:14:30,910
+vector احنا ايه شغلناه؟ هي عبارة أي unit vector هو
+
+193
+00:14:30,910 --> 00:14:34,470
+قيمة ال vector على ال magnitude بتبع ال vectorماهو
+
+194
+00:14:34,470 --> 00:14:38,810
+قيمة الـ vector؟ ax x hat زي ay y hat زي a z z hat
+
+195
+00:14:38,810 --> 00:14:42,390
+على المجلد تبعه الجذر تربيه x تربيه زي a y تربيه
+
+196
+00:14:42,390 --> 00:14:48,250
+زي a z تربيه سنة
+
+197
+00:14:48,250 --> 00:14:51,850
+فاهمين كيف اعرف ال vector هلاقي طبع قدر اعرف ال
+
+198
+00:14:51,850 --> 00:14:55,070
+addition و ال subtraction في ال vector analysis لو
+
+199
+00:14:55,070 --> 00:14:57,130
+كان عندى two vectors زي ما انتوا شايفين عندى
+
+200
+00:14:57,130 --> 00:15:01,570
+vector a و vector bبدي أجيب ال summation تبعهم
+
+201
+00:15:01,570 --> 00:15:05,550
+اللي هو ال vector c اللي بيساوي a زقة b إحنا لو
+
+202
+00:15:05,550 --> 00:15:08,850
+كان عندي خمسة زقة و تلاتة لما دشبعهم بقول بصحته
+
+203
+00:15:08,850 --> 00:15:11,550
+خمسة زقة تلاتة بيساوي تمانية لكن عندي vector a
+
+204
+00:15:11,550 --> 00:15:14,050
+اللي هو ال component في اتجاه ال x component في
+
+205
+00:15:14,050 --> 00:15:16,490
+اتجاه ال y component في اتجاه ال z وعند ال vector
+
+206
+00:15:16,490 --> 00:15:18,630
+b نفس الاشي هو component في اتجاه ال x component
+
+207
+00:15:18,630 --> 00:15:21,370
+في اتجاه ال y component في اتجاه ال z عشان أجمعهم
+
+208
+00:15:21,370 --> 00:15:27,490
+بقدرش أجمع ال x مع ال yبجمع ال X مع بعض و ال Y مع
+
+209
+00:15:27,490 --> 00:15:32,990
+بعض و ال Z مع بعض فلما أجيب أعرف ال A vector
+
+210
+00:15:32,990 --> 00:15:38,850
+AXAYAZ و ال B vector BXBYBZ مجموعة مش هيكون مجموعة
+
+211
+00:15:38,850 --> 00:15:43,050
+ال X component مع بعض و ال Y component مع بعض و ال
+
+212
+00:15:43,050 --> 00:15:45,590
+Z component مع بعض زي ما انتوا شايفين هيعطينا ال C
+
+213
+00:15:45,590 --> 00:15:53,810
+vector اللي هو AX زي BX X زي AY زي BYزاد a z زاد b
+
+214
+00:15:53,810 --> 00:15:57,610
+z z hat نفس الحاجة لل subtraction لو كان عند ال
+
+215
+00:15:57,610 --> 00:16:02,930
+vector D اللي بتعرفه a minus b إيش معناه a minus b
+
+216
+00:16:02,930 --> 00:16:06,750
+يعني a plus ال minus b يعني أول كأني بدرب ال
+
+217
+00:16:06,750 --> 00:16:11,250
+vector b ب minus 1 و بجمعهم فضربت أنا ال b بال
+
+218
+00:16:11,250 --> 00:16:14,410
+minus 1 إيش هتصير minus b x minus b y minus b z
+
+219
+00:16:14,410 --> 00:16:17,330
+لما أجمعهم هتجمع ال x component و ال y component و
+
+220
+00:16:17,330 --> 00:16:22,010
+ال z component هتكون a x minus b xx hat ay-by y
+
+221
+00:16:22,010 --> 00:16:31,630
+hat az-bz z hat هات هى ال summation هى ال c ال c
+
+222
+00:16:31,630 --> 00:16:35,950
+هى عند ال vector a و ال vector b عشان أعمل ال
+
+223
+00:16:35,950 --> 00:16:40,650
+summation لل a و ال b بستخدم ان هى متوازل أضلع
+
+224
+00:16:40,650 --> 00:16:50,490
+يعني بس هى ال a هى السهم وهى رأس السهمبحاول اني
+
+225
+00:16:50,490 --> 00:16:55,490
+انقل ال B بما يوازيها بحيث يصبح دل ال B على رأس ال
+
+226
+00:16:55,490 --> 00:17:02,270
+A يعني انا برسم واحد موازي بالتمام لل B لماله اللى
+
+227
+00:17:02,270 --> 00:17:10,270
+ببدأ فرق نهايته او دله مع رأس سهم A فبكون القطر
+
+228
+00:17:10,270 --> 00:17:18,630
+اللى يوصل ما بين دل A وسهم رأس B هيكون هو ال Cيعني
+
+229
+00:17:18,630 --> 00:17:28,450
+هي A زي B هذا هو الـC واضح؟ حد يقرصنا؟ كمان مش
+
+230
+00:17:28,450 --> 00:17:33,190
+واضح لو أنا عملت الموازن هو الـA مش مشكلة يعني انا
+
+231
+00:17:33,190 --> 00:17:37,390
+في الأول اعملت قط A زي B مثلًا رسمت في الأول سواء
+
+232
+00:17:37,390 --> 00:17:42,410
+الـC لو أنا حطيت الـA موازن بحيث ان دي الـA يكون
+
+233
+00:17:42,410 --> 00:17:49,190
+مع رأس B هنا هيكون أندي الـA هيكون أندي الـBزائد A
+
+234
+00:17:49,190 --> 00:17:56,870
+برضه هيساوي C اللي
+
+235
+00:17:56,870 --> 00:18:03,690
+هو هيكون قطر متوازن الأطلع فيه أي سؤال لحد هنا ال
+
+236
+00:18:03,690 --> 00:18:09,870
+subtraction اللي هي ال D أنا عند ال vector A و ال
+
+237
+00:18:09,870 --> 00:18:13,510
+vector BVector A هو الـ Vector بيبدي Subtraction،
+
+238
+00:18:13,510 --> 00:18:15,930
+طبعا ماهو أول حاجة بنعملها؟ بنضرب الـ B بالـ-1،
+
+239
+00:18:15,930 --> 00:18:19,430
+إيش معناه نضربها بالـ-1؟ إذا كانت عند X موجة بيصير
+
+240
+00:18:19,430 --> 00:18:21,790
+سلبة و Y موجة بيصير سلبة، إذا كانت X موجة بيصير
+
+241
+00:18:21,790 --> 00:18:26,550
+سلبة، إذا كانت X موجة بيصير سلبة، إذا كانت X موجة
+
+242
+00:18:26,550 --> 00:18:30,170
+بيصير سلبة، إذا كانت X موجة بيصير سلبة، إذا كانت X
+
+243
+00:18:30,170 --> 00:18:32,530
+موجة بيصير سلبة، إذا كانت X موجة بيصير سلبة، إذا
+
+244
+00:18:32,530 --> 00:18:35,570
+كانت X موجة بيصير سلبة، إذا كانت X موجة بيصير
+
+245
+00:18:35,570 --> 00:18:41,050
+سلبة، إذا كانت X موجةعند الـ minus 2 و minus 3 و
+
+246
+00:18:41,050 --> 00:18:48,550
+minus 1 180 درجة إذا هاي ال A عملتش لل B صارت هنا
+
+247
+00:18:48,550 --> 00:18:52,690
+minus B عشانها اتبدأ جمعهم نفس اللي حكيناها لتجمع
+
+248
+00:18:52,690 --> 00:18:59,250
+يا بوازي ال minus P هنا هي صارت ال minus P هنا ف A
+
+249
+00:18:59,250 --> 00:19:03,910
+minus P بتعطينا ال D أو زي ما حكينا بعمل موازي لل
+
+250
+00:19:03,910 --> 00:19:11,070
+A فبتكون minus P زائد A سوى D مقدر؟في اي سؤال هنا؟
+
+251
+00:19:11,070 --> 00:19:19,270
+طب ايش مزايا اللي هي الجمع؟ انا في الرسمة حبيت ان
+
+252
+00:19:19,270 --> 00:19:23,050
+اعطي المزايا ايش لاحظتوا ان كنت اقولكم يا بقول a
+
+253
+00:19:23,050 --> 00:19:29,150
+زائد b يا بقول b زائد a صح؟ اذا هي بنسميها الخاصية
+
+254
+00:19:29,150 --> 00:19:33,630
+commutative commutative معناها ان اذا جمعت a مع b
+
+255
+00:19:33,630 --> 00:19:37,850
+نفسها هتساوي جمع b مع a قد ال commutative
+
+256
+00:19:40,790 --> 00:19:45,210
+associative يعني لو قلت انا a بزاقة b بزاقة c بحس
+
+257
+00:19:45,210 --> 00:19:48,310
+ان اول انا جمعت ال b مع ال c و بعدين جمعتلهم ال a
+
+258
+00:19:48,310 --> 00:19:51,690
+نفس الاشي بحصل علي لو جمعت الاول a مع b و بعدين
+
+259
+00:19:51,690 --> 00:19:55,170
+جمعتلهم ال c يعني هاي التوزيع ال associative اول
+
+260
+00:19:55,170 --> 00:19:57,330
+لو جمعت .. يعني دي تلاتة vectors و انا جمعهم مع
+
+261
+00:19:57,330 --> 00:20:02,790
+بعض ال a مع ال b مع ال c لو جمعت اول a مع ال cو
+
+262
+00:20:02,790 --> 00:20:05,850
+بعدين مع ال B مثلا A مع ال B و بعدين جمعتلهم ال C
+
+263
+00:20:05,850 --> 00:20:10,570
+لازم .. نفس الجواب لو أنا جمعت ال B مع ال C في
+
+264
+00:20:10,570 --> 00:20:14,330
+الأول و بعدين ضفتلهم ال A Distributive يعني
+
+265
+00:20:14,330 --> 00:20:19,870
+التوزيع يعني أنا عندي constant K هنا K constant هم
+
+266
+00:20:19,870 --> 00:20:22,790
+حاططها بالإتاليك يعني زي ال magnitude مافيش عليها
+
+267
+00:20:22,790 --> 00:20:26,830
+بُعد ولا فيكتر ال Distributive أنا لو كان عندي
+
+268
+00:20:26,830 --> 00:20:32,350
+scalar K و مضروب في فيكترين A زاد Bدفس الأشي لو
+
+269
+00:20:32,350 --> 00:20:37,170
+أنا جمعت أول ال A مع ال B و ضربتهم بال K لو أني
+
+270
+00:20:37,170 --> 00:20:40,770
+أول ضربت ال K مع ال A و ضربت ال K مع ال B و جمعتهم
+
+271
+00:20:40,770 --> 00:20:45,390
+مع بعض لازم أطيب نفس الجواب واضح؟ كمان في حالة ال
+
+272
+00:20:45,390 --> 00:20:49,930
+multiplications يعني عندي K مع ال vector A يعني لو
+
+273
+00:20:49,930 --> 00:20:53,490
+أنا ضربت خمسة ال vector و لا ضربت ال vector الخمسة
+
+274
+00:20:53,490 --> 00:20:58,580
+هيك شغلتها مش حتى الفاتركمان لو انا كان عندى اول
+
+275
+00:20:58,580 --> 00:21:03,220
+حاجة ضربت scalar L مع ال vector A و بعدين ضربتها
+
+276
+00:21:03,220 --> 00:21:07,580
+بK او اول ضربت ال two scalars ال K مع ال L و بعدين
+
+277
+00:21:07,580 --> 00:21:11,240
+ضربتهم بال vector A لازم يعطينا نفس الدور و قادر
+
+278
+00:21:11,240 --> 00:21:16,320
+نفرق
+
+279
+00:21:16,320 --> 00:21:21,450
+بين ال position و ال distanceال position هو موضوع
+
+280
+00:21:21,450 --> 00:21:25,670
+الشيء، مكان الشيء، يعني لو أنا بدي أحدد مكان مثلا
+
+281
+00:21:25,670 --> 00:21:31,170
+طرف الطاولة هذا، وين طرف الطاولة؟ بالنسبة بدي أحدد
+
+282
+00:21:31,170 --> 00:21:34,790
+ال coordinate بالنسبة لكواردينية ال X, Y, Z اللي
+
+283
+00:21:34,790 --> 00:21:42,590
+هو حزات الغرفة، أخدنا إن هذا هو ال X و هذا هو ال Y
+
+284
+00:21:42,590 --> 00:21:46,460
+و فوق هو ال Zو بدي احدد طرف الطاولة هذا ال
+
+285
+00:21:46,460 --> 00:21:50,080
+question بروح ب mid vector من نقطة ال origin لنقطة
+
+286
+00:21:50,080 --> 00:21:54,040
+اللي انا بدي احدد موقعها لو اي مكان في ال space
+
+287
+00:21:54,040 --> 00:21:58,360
+طبة ولا حاجة في ال space و بدي احدد موضوعها كمان
+
+288
+00:21:58,360 --> 00:22:01,400
+مرة بتكون موضوعها بالنسبة لمين coordinate انا
+
+289
+00:22:01,400 --> 00:22:04,240
+محددها ال coordinate المحددين و احنا المثال طبعنا
+
+290
+00:22:04,240 --> 00:22:09,400
+ميناللي هم ال X Y Z تعوري القرفة فبأخد أنا ال
+
+291
+00:22:09,400 --> 00:22:13,420
+vector من ال origin لحد ال object تبعي هذا بيسميه
+
+292
+00:22:13,420 --> 00:22:15,940
+ال position الموضوع تبع الشيء و ان انا مكاني
+
+293
+00:22:15,940 --> 00:22:19,340
+بالنسبة لل coordinate XYZ زي ما انتوا شايفين في
+
+294
+00:22:19,340 --> 00:22:25,200
+اللي هي الرسم اللي على السكورة هاي ال position انا
+
+295
+00:22:25,200 --> 00:22:27,720
+عندي هال object تبعي زي القلم تبعي اللي كانت مسكية
+
+296
+00:22:27,720 --> 00:22:33,340
+رفعاه هاندي ال XYZ هال
+
+297
+00:22:33,340 --> 00:22:39,710
+Xو هاي ال Y و هاي ال Z وإن هذه موضعها إيش بسويه
+
+298
+00:22:39,710 --> 00:22:42,830
+بقسم vector من ال origin للنقطة اللي أنا بده أعرف
+
+299
+00:22:42,830 --> 00:22:48,030
+موضعها في ال space اللي هي بسميها النقطة B هذا هو
+
+300
+00:22:48,030 --> 00:22:50,310
+ال Gaussian هذا ال Gaussian vector بل عن vector
+
+301
+00:22:50,310 --> 00:22:53,290
+اللي قاله بيحددني الموضع اللي هو X component Y
+
+302
+00:22:53,290 --> 00:22:58,050
+component و Z component هذا هو ال Gaussianأحيان
+
+303
+00:22:58,050 --> 00:23:01,350
+بيسموه radius vector ليش؟ لو أنا طلعت هنا .. هغطيت
+
+304
+00:23:01,350 --> 00:23:05,330
+هنا سفير، هاي نقطة هتكون كأنها نقطة على سفير، على
+
+305
+00:23:05,330 --> 00:23:10,150
+بطيخة، صح؟ بتخيلين الوضع؟ لو أنا عملت سفير حوالين
+
+306
+00:23:10,150 --> 00:23:13,110
+هاي جزئية، هتصير كأنها نقطة على سطح البطيخة، يعني
+
+307
+00:23:13,110 --> 00:23:15,310
+لو اتخيلت ال coordinate أنا وين؟ في مركز البطيخة
+
+308
+00:23:16,030 --> 00:23:20,510
+بتفتح نفسكم اه تخيلوا البطية او في نصها هي ال X Y
+
+309
+00:23:20,510 --> 00:23:23,770
+Z أي نقطة على ال surface تبع البضيخة هيكون ال
+
+310
+00:23:23,770 --> 00:23:26,310
+position تبعها من ال origin لهذا النقطة اللي على
+
+311
+00:23:26,310 --> 00:23:36,310
+ال surface عشان هيك مرات بيسموه ال radius اذا
+
+312
+00:23:36,310 --> 00:23:40,610
+الاسم هتكون ال RB الشيه المسافة من ال origin O لB
+
+313
+00:23:40,610 --> 00:23:50,830
+تمام ال origin من O لB ليه هتكونأقول X component X
+
+314
+00:23:50,830 --> 00:23:57,290
+hat زي Y component Y hat زي Z component Z hat هذا
+
+315
+00:23:57,290 --> 00:23:59,950
+ال position إذا ال position هي موضوع الشيء بالنسبة
+
+316
+00:23:59,950 --> 00:24:05,610
+لل coordinate طب نشوف ال distance ال
+
+317
+00:24:05,610 --> 00:24:08,390
+distance vector هي ال displacement من نقطة لطو
+
+318
+00:24:08,390 --> 00:24:11,130
+نقطة تانية يعني أنا حديت في ال space نقطتين هنا
+
+319
+00:24:11,130 --> 00:24:16,930
+اللي هي ال B و ال Q تمام؟الـB بالنسبة لمين حددتها؟
+
+320
+00:24:16,930 --> 00:24:20,310
+للـorigin والـQ حددتها بالنسبة لمين؟ للـorigin إذا
+
+321
+00:24:20,310 --> 00:24:24,050
+ماعرفها two points in the space البسشن تبع B
+
+322
+00:24:24,050 --> 00:24:28,810
+والبسشن تبع Q هاي RB اللي هو البسشن تبع النقطة B
+
+323
+00:24:28,810 --> 00:24:32,950
+أو ال object B وRQ اللي هو البسشن تبع EQ إيش عارف
+
+324
+00:24:32,950 --> 00:24:35,790
+ال distance؟ هي ال displacement من المكان لمكان
+
+325
+00:24:35,790 --> 00:24:38,590
+يعني point of نظر يعني هي ال displacement بس من B
+
+326
+00:24:38,590 --> 00:24:44,920
+لQ RBQ RBQ اللي هي ال distance بين two objectsيعني
+
+327
+00:24:44,920 --> 00:24:49,660
+مثلا أنا بتعرف المسافة اللي بين حنان ولمة، إيش هو
+
+328
+00:24:49,660 --> 00:24:52,540
+الحاجة بعملها؟ بعرف موضوع لمة بالنسبالي ال origin
+
+329
+00:24:52,540 --> 00:24:58,800
+همين R ال .. R لمة و R حنان هيكون ليه موضوع حنان
+
+330
+00:24:58,800 --> 00:25:02,600
+بالنسبالي ال origin RH ال displacement هي المسافة
+
+331
+00:25:02,600 --> 00:25:06,680
+بين لمة و حنان، واضحة؟ هاي الفرق بين position و
+
+332
+00:25:06,680 --> 00:25:11,420
+displacement طب نتفق على ال notation، يعني ال RBQ
+
+333
+00:25:11,420 --> 00:25:15,530
+هي عبارة عن RBQ minus RBيعني لما أقول RAB إيش
+
+334
+00:25:15,530 --> 00:25:26,790
+هتكون؟ RAB هتكون RB-RA هيالنا هالبسشي الأول و
+
+335
+00:25:26,790 --> 00:25:34,570
+هالبسشي التاني هتكون RBQ هي عبارة عن RQ-RB واضح؟
+
+336
+00:25:34,570 --> 00:25:38,450
+ليش؟ لإن إحنا اتفقنا إن هذا مع هذا معناه جامع،
+
+337
+00:25:38,450 --> 00:25:45,180
+يعني RB زاد RBQ بيبقى تسوى RQصح؟ إيش طبعا شفنا ال
+
+338
+00:25:45,180 --> 00:25:48,580
+Gemini؟ إنها هذي إذا حطيت ال tail تبع ال vector
+
+339
+00:25:48,580 --> 00:25:52,400
+على رأسي الأولاني، هيكون هذا مجموع مع هذا بساوي
+
+340
+00:25:52,400 --> 00:25:55,540
+اللي هو ال vector اللي واصل من هنا لهنا، اللي هو
+
+341
+00:25:55,540 --> 00:26:02,600
+متوازن الأرضاء، يعني عندي RB ثائق RPQ بتساوي RQ
+
+342
+00:26:02,600 --> 00:26:09,780
+معناه إن RBQ إيش بتساوي؟ IRQ minus RB، دولة طبعا
+
+343
+00:26:09,780 --> 00:26:12,160
+ال vector كانت أفضل من النقطة اللي بحط في السنة،
+
+344
+00:26:12,160 --> 00:26:15,210
+مش هبعيز من هذا السيئةمش حاجة بتعرف اوضحها
+
+345
+00:26:15,210 --> 00:26:22,290
+بالبوابة كل واحد منهم يبقى له component RQ XQ YQ
+
+346
+00:26:22,290 --> 00:26:33,050
+ZQ يعني RQ في ال space يعبارة عن XQ YQ ZQ و RB
+
+347
+00:26:33,050 --> 00:26:42,540
+يعبارة عن XP YP ZPو احنا اتعلمنا كيف نطرح يعني RQ
+
+348
+00:26:42,540 --> 00:26:48,840
+-RB ايش هي مشغولنا يعني عبارة عن RQ plus minus RB
+
+349
+00:26:48,840 --> 00:26:56,080
+يعني بضرب RB بسالب و بجمعهم هتكون XQ-XB Xها YQ-YB
+
+350
+00:26:56,080 --> 00:27:01,880
+Yها زي ZQ-ZB Zها في اي سؤال لحد هنا صار واضح ايش
+
+351
+00:27:01,880 --> 00:27:06,920
+الفرق بين ال position و ال displacementلأنه مهم
+
+352
+00:27:06,920 --> 00:27:09,440
+كتير لما نيه جيز اللي قلناها دي كلها vector على
+
+353
+00:27:09,440 --> 00:27:12,680
+أساس review لماشي نحكي على ال fields هصيروا موضع
+
+354
+00:27:12,680 --> 00:27:16,560
+ال field و ال displacement من ال field لمكان تاني
+
+355
+00:27:16,560 --> 00:27:19,920
+ناخد
+
+356
+00:27:19,920 --> 00:27:23,400
+أمثلة يعني شوية لكن ناخد راحة و نشوف أمثلة لو كان
+
+357
+00:27:23,400 --> 00:27:27,320
+عندي ال vector a المعرف إليه انه ال component في
+
+358
+00:27:27,320 --> 00:27:31,320
+تجاه ال x direction مقدرها عشرةوالو component في
+
+359
+00:27:31,320 --> 00:27:36,440
+اتجاه السالب y مقدرها 4 واحدة في اتجاه ال z مقدرها
+
+360
+00:27:36,440 --> 00:27:40,000
+6 وعند ال b vector الو two components فقط مالها ال
+
+361
+00:27:40,000 --> 00:27:43,900
+z مقدرها صفر واحدة في اتجاه ال x مقدرها 2 واحدة في
+
+362
+00:27:43,900 --> 00:27:48,300
+اتجاه ال y مقدرها 1 اول حاجة بدو ال component
+
+363
+00:27:48,300 --> 00:27:52,460
+بتاعة a along y ايش قيمتها؟
+
+364
+00:27:55,270 --> 00:27:59,090
+-4 ممتاز إذا ال component بتاعة A في اتجاه ال by
+
+365
+00:27:59,090 --> 00:28:04,670
+direction هي مينوس أربع ال magnitude لفكتور تلاتة
+
+366
+00:28:04,670 --> 00:28:12,410
+A مينوس B حد يحاول يحللنا إياها و بعدين إيش
+
+367
+00:28:12,410 --> 00:28:17,090
+بنسويه؟ ايوة طب يلا حد يدفع حل هاي في الامر مو
+
+368
+00:28:17,090 --> 00:28:22,050
+حلالة هنكون واحدة ضد دورها بس هنا صبورة و حل هنا
+
+369
+00:28:22,050 --> 00:28:23,590
+لأ حل هنا عشان الكاميرا مايتطلع
+
+370
+00:28:27,460 --> 00:28:31,040
+أذا زي ما اتفقنا نسمي هذا ال vector دي ماشي موجود
+
+371
+00:28:31,040 --> 00:28:36,460
+في السؤال طبعا اذا خلّيني اقول تلاتة a vector I
+
+372
+00:28:36,460 --> 00:28:41,340
+want سلاتة تلاتين
+
+373
+00:28:41,340 --> 00:28:45,700
+X hat minus اتناش Y hat
+
+374
+00:28:47,660 --> 00:28:54,800
+ثمانة عشر ثمانية ستكون تلاتة plus plus minus plus
+
+375
+00:28:54,800 --> 00:28:58,740
+plus minus plus plus plus plus plus plus plus plus
+
+376
+00:28:58,740 --> 00:28:58,860
+plus plus plus plus plus plus plus plus plus plus
+
+377
+00:28:58,860 --> 00:28:59,320
+plus plus plus plus plus plus plus plus plus plus
+
+378
+00:28:59,320 --> 00:29:01,500
+plus plus plus plus plus plus plus plus plus plus
+
+379
+00:29:01,500 --> 00:29:01,540
+plus plus plus plus plus plus plus plus plus plus
+
+380
+00:29:01,540 --> 00:29:07,320
+plus plus plus plus plus plus plus plus plus
+
+381
+00:29:07,320 --> 00:29:07,940
+plus plus plus plus plus plus plus plus plus plus
+
+382
+00:29:07,940 --> 00:29:07,940
+plus plus plus plus plus plus plus plus plus plus
+
+383
+00:29:07,940 --> 00:29:08,380
+plus plus plus plus plus plus plus plus plus plus
+
+384
+00:29:08,380 --> 00:29:08,400
+plus plus plus plus plus plus plus plus plus plus
+
+385
+00:29:08,400 --> 00:29:08,400
+plus plus plus plus plus plus plus plus plus plus
+
+386
+00:29:08,400 --> 00:29:08,400
+plus plus plus plus plus plus plus plus plus plus
+
+387
+00:29:08,400 --> 00:29:08,400
+plus plus plus plus plus plus plus plus plus plus
+
+388
+00:29:08,400 --> 00:29:08,400
+plus plus plus plus plus plus plus plus plus plus
+
+389
+00:29:08,400 --> 00:29:08,400
+plus plus plus plus plus plus plus plus plus plus
+
+390
+00:29:08,400 --> 00:29:08,680
+plus plus plus plus plus plus plus plus plus plus
+
+391
+00:29:08,680 --> 00:29:08,680
+plus plus plus plus plus plus plus plus plus plus
+
+392
+00:29:08,680 --> 00:29:08,680
+plus plus plus plus plus plus plus plus plus plus
+
+393
+00:29:08,680 --> 00:29:08,680
+plus plus plus plus plus plus plus plus plus plus
+
+394
+00:29:08,680 --> 00:29:09,040
+plus plus plus plus plus plus plus plus plus plus
+
+395
+00:29:09,040 --> 00:29:15,260
+plus
+
+396
+00:29:15,260 --> 00:29:15,320
+plus plus plus
+
+397
+00:29:28,320 --> 00:29:32,640
+طيب ال unit vector along A plus 2B مين بده ال unit
+
+398
+00:29:32,640 --> 00:29:34,880
+vector هال اتة ايش بدنا نسوي نعمله عشان نجيب ال
+
+399
+00:29:34,880 --> 00:29:39,640
+unit vector ايوة هد ال A زي اتنين B اول بده احسبها
+
+400
+00:29:39,640 --> 00:29:43,000
+و بعدين احسب المجنيد بتاعتها و أقسم ال vector على
+
+401
+00:29:43,000 --> 00:29:44,860
+المجنيد عشان مين بده يعمل هيك
+
+402
+00:29:57,830 --> 00:30:01,690
+هو الحاجة، خلّيني أسميه، إيش هالقيتها هدا؟ في
+
+403
+00:30:01,690 --> 00:30:09,170
+عندنا C، C، C، خلّيني أسميه C، C، V، V، V
+
+404
+00:30:16,610 --> 00:30:22,330
+اربع اكسات بسحط
+
+405
+00:30:22,330 --> 00:30:25,390
+فوق بي دكتور بسحط فوق بي دكتور بسحط فوق بي دكتور
+
+406
+00:30:25,390 --> 00:30:28,630
+بسحط فوق بي دكتور بسحط فوق بي دكتور بسحط فوق بي
+
+407
+00:30:28,630 --> 00:30:29,410
+دكتور بسحط فوق بي دكتور بسحط فوق بي دكتور بسحط فوق
+
+408
+00:30:29,410 --> 00:30:29,970
+بي دكتور بسحط فوق بي دكتور بسحط فوق بي دكتور بسحط
+
+409
+00:30:29,970 --> 00:30:29,970
+فوق بي دكتور بسحط فوق بي دكتور بسحط فوق بي دكتور
+
+410
+00:30:29,970 --> 00:30:33,430
+بسحط فوق بي دكتور بسحط فوق بي دكتور بسحط فوق بي
+
+411
+00:30:33,430 --> 00:30:45,410
+دكتور بسحط فوق بي دكتور بL هي عشرة في تجاه ال X مع
+
+412
+00:30:45,410 --> 00:30:50,610
+الأربعة بيصير أربعة و أتاشر أربعة
+
+413
+00:30:50,610 --> 00:30:56,070
+و أتاشر X hat عند ماينوس أربعة في تجاه ال Y وزاق
+
+414
+00:30:56,070 --> 00:30:59,370
+التانين يعني ماينوس تانين عند ماينوس أربعة وزاق
+
+415
+00:30:59,370 --> 00:31:02,030
+التانين هتكون ماينوس تانين بسيط السؤال هتكون
+
+416
+00:31:02,030 --> 00:31:07,130
+ماينوس تانين في تجاه ال Y hat بتبقى أعلى حاجة اي X
+
+417
+00:31:07,130 --> 00:31:09,530
+hat او X hat
+
+418
+00:31:15,440 --> 00:31:25,460
+الـ y component ستة ستة زاد ستة تمام
+
+419
+00:31:25,460 --> 00:31:29,260
+بينا جيب c magnitude ده يساوي جزر التربية بـ 14
+
+420
+00:31:29,260 --> 00:31:40,220
+تربية زائد minus 2 تربية زائد ستة تربية تربية
+
+421
+00:31:40,220 --> 00:31:43,580
+بعدها ال magnitude و بعدين اذا ال unit vector صميه
+
+422
+00:31:43,580 --> 00:31:51,890
+c hatC hat هي ساوية C vector على ال magnitude ل C
+
+423
+00:31:51,890 --> 00:31:59,890
+14 except
+
+424
+00:31:59,890 --> 00:32:06,110
+ناقص
+
+425
+00:32:06,110 --> 00:32:07,990
+2 ay hat
+
+426
+00:32:22,340 --> 00:32:26,120
+طبعا بيطلع هاي مجرد ان واحد يستخدم calculator عشان
+
+427
+00:32:26,120 --> 00:32:40,740
+اجيب الارقام النهائية واضح
+
+428
+00:32:40,740 --> 00:32:42,440
+لحدنا ايش اللي احنا بنعمله؟
+
+429
+00:32:49,290 --> 00:32:53,070
+هذا الحكي اللي احنا عملناه بالأرقام الموجودة هنا
+
+430
+00:32:53,070 --> 00:32:56,510
+ال سؤال
+
+431
+00:32:56,510 --> 00:33:01,410
+التاني برضه عشان نفهم ال vector الاسس عندي a river
+
+432
+00:33:01,410 --> 00:33:08,310
+flows south east at 10 km per hour يعني النهر عمله
+
+433
+00:33:08,310 --> 00:33:13,190
+بتدفق المي فيه في اتجاه اللي هو جنوب الشرق بمقدار
+
+434
+00:33:13,190 --> 00:33:18,890
+عشرة كيلومترand a boat boat flows upon it with its
+
+435
+00:33:18,890 --> 00:33:21,810
+bows pointed in the direction of the travel، يعني
+
+436
+00:33:21,810 --> 00:33:26,050
+في boat قاعد بسافر في البحر، في النهر، النهر بتدفق
+
+437
+00:33:26,050 --> 00:33:31,950
+عشر كيلومتر في الساعة و في يدي اللي هو قارب عامل
+
+438
+00:33:31,950 --> 00:33:37,220
+برضه بسافر، يا رحمكم اللهفى ال river A man walks
+
+439
+00:33:37,220 --> 00:33:41,920
+upon the deck يعني فى عندي رجال قاعد مسافر على
+
+440
+00:33:41,920 --> 00:33:45,920
+اللى هو السفينة و بتحرك على القارب فى ناس كتير
+
+441
+00:33:45,920 --> 00:33:48,900
+بتحبش تظلها قاعدة بتظلها تتحرك فهو قاعد على ال
+
+442
+00:33:48,900 --> 00:33:52,780
+deck على سطح المكتب ال .. ال .. السطح القارب و
+
+443
+00:33:52,780 --> 00:33:56,770
+بتحرك بسرعة اتنين كيلومتر الساعةin the direction
+
+444
+00:33:56,770 --> 00:33:59,930
+to the right and perpendicular to the direction of
+
+445
+00:33:59,930 --> 00:34:03,210
+the boat's movement يعني هو بالنسباله بتحرك اتجاه
+
+446
+00:34:03,210 --> 00:34:05,830
+اليمين بس عشان اوضحنا ايش اتجاه اليمين انه عمودي
+
+447
+00:34:05,830 --> 00:34:09,790
+على اتجاه اللي هي حركة ال boat find the velocity
+
+448
+00:34:09,790 --> 00:34:11,730
+of the man with respect to the iris طبعا عندنا
+
+449
+00:34:11,730 --> 00:34:16,110
+الرسمة هاي الرسمة هاي احنا ال south east القارب
+
+450
+00:34:16,110 --> 00:34:20,850
+بتحرك في ال south east اللي هي 45 درجة مبادئ هي ال
+
+451
+00:34:20,850 --> 00:34:24,650
+south وال east هاي معنا south east جنوب الشرق شرق
+
+452
+00:34:24,650 --> 00:34:33,070
+الجنوبمغرب الشمال الاخرى، اذا هاي البواط، UP اللي
+
+453
+00:34:33,070 --> 00:34:36,110
+هي البروس بتاعة البواط اللي هي اتجاهها اتجاه اللي
+
+454
+00:34:36,110 --> 00:34:41,570
+هو جنوب الشرق، والرجال مالوا عمودي عليه، هاي حركة
+
+455
+00:34:41,570 --> 00:34:46,470
+الماءال man بتحرك بساوية 90 درجة عمودي على اتجاه
+
+456
+00:34:46,470 --> 00:34:48,970
+ال boat و بتحرك على ال .. اللي هو ده تخيلنا هو
+
+457
+00:34:48,970 --> 00:34:53,330
+السطح تبع القارب، القارب بتجه هيك، ال .. ال .. ال
+
+458
+00:34:53,330 --> 00:34:56,210
+man ماله بتجه في اتجاه .. او بتحرك في اتجاه عمودي
+
+459
+00:34:56,210 --> 00:35:03,090
+على حركة القارب طيب اللي طاقوا مننا انه نعرف إيش
+
+460
+00:35:03,090 --> 00:35:06,210
+هي حركة أو flows بتاعة ال man with respect to the
+
+461
+00:35:06,210 --> 00:35:13,030
+earthطبعا بدنا حركة ال man بالنسبة لل earth أول
+
+462
+00:35:13,030 --> 00:35:16,310
+حاجة بجيب ال components بتاعة ال U P بتاعة ال boat
+
+463
+00:35:16,310 --> 00:35:18,770
+و ال components بتاعة ال U man و إذا جمعتوا
+
+464
+00:35:18,770 --> 00:35:21,430
+تتمتموا مع بعض بدرجيب اللي هي velocity with
+
+465
+00:35:21,430 --> 00:35:24,370
+respect to the earth فلنشوفها مع بعض أول ال
+
+466
+00:35:24,370 --> 00:35:26,630
+velocity بتاعة ال boat احنا هو قالنا انها في اتجاه
+
+467
+00:35:26,630 --> 00:35:30,890
+اللي هي حركة القارب اللي هي يعني عشرة قلنا 45 درجة
+
+468
+00:35:30,890 --> 00:35:35,330
+من بين ال east و ال south كما تشايفين هنا طبعا ال
+
+469
+00:35:35,330 --> 00:35:39,610
+coordinate هي X و هي Yعشان اميز ال coordinates هذا
+
+470
+00:35:39,610 --> 00:35:42,930
+ال south, east, west, north عشان انا بحط
+
+471
+00:35:42,930 --> 00:35:47,950
+coordinates ببتسمي XY فانا سميت ال east هو ال X و
+
+472
+00:35:47,950 --> 00:35:51,910
+اتجاه اللي هو ال north هو ال Y فإذا انحرقت القارب
+
+473
+00:35:51,910 --> 00:35:56,050
+مش هيكون عندي ال velocity اللي العشرة كيلومتر
+
+474
+00:35:56,050 --> 00:36:01,190
+بالساعة مضروبة في 95% منها في اتجاه plus x hat
+
+475
+00:36:02,670 --> 00:36:05,650
+صحيح؟ وفي عند ال component التانية اللى هى ال
+
+476
+00:36:05,650 --> 00:36:09,910
+velocity مضروبة في ال sign 45 باتجاه سالب ال y hat
+
+477
+00:36:09,910 --> 00:36:14,910
+اذا هذه هى ال velocity بتاعة القارب بس عشان اوضح
+
+478
+00:36:14,910 --> 00:36:18,550
+ال components تعونها اذا لو انا ضربت جبت ال cosine
+
+479
+00:36:18,550 --> 00:36:21,170
+تعرف ال cosine الواحد او الجزر التانى اللى عبارة
+
+480
+00:36:21,170 --> 00:36:26,910
+عن تقريبا point 707 ف10 هتكون 7.07واحدة في اتجاه
+
+481
+00:36:26,910 --> 00:36:29,630
+ال X واحدة في اتجاه ال Y طب تيجي ل .. نيجي للرجال
+
+482
+00:36:29,630 --> 00:36:32,670
+هو اتنين كيلومتر بالساعة هجيب برضه ال components
+
+483
+00:36:32,670 --> 00:36:36,210
+بتاعه ايش ال components بتاعه؟ طبعا بالنسبة للقارب
+
+484
+00:36:36,210 --> 00:36:39,390
+هو احنا هادي relative to the boat لكن هو بدوياها
+
+485
+00:36:39,390 --> 00:36:43,150
+بالنسبة للأرض بالنسبة للقارب هو أعلى عمودي على
+
+486
+00:36:43,150 --> 00:36:46,230
+الفلوس بتاع ال .. القاع ال boat إذا انهي اتجاه ال
+
+487
+00:36:46,230 --> 00:36:49,750
+man اللي برضه خمسة واربعين درجة بالنسبة لمين ل ال
+
+488
+00:36:49,750 --> 00:36:53,430
+west و ال southلو أخدت ال component صحيح هيكون فيه
+
+489
+00:36:53,430 --> 00:36:56,530
+عندي component في السالب X و component فيه السالب
+
+490
+00:36:56,530 --> 00:37:02,170
+Y هيكون عندي human اللي هي 2 km بالساعة في mean
+
+491
+00:37:02,170 --> 00:37:06,870
+cos 45 في اتجاه سالب X و عندي component تاني اللي
+
+492
+00:37:06,870 --> 00:37:13,370
+هي human sin 45 في اتجاه السالب Yهيعرفنا ال UB ال
+
+493
+00:37:13,370 --> 00:37:16,350
+component استعونها و UMAN ال component استعونها as
+
+494
+00:37:16,350 --> 00:37:20,910
+vectors اتجمع بصير تبعهم عشان اجيب ال relative UB
+
+495
+00:37:20,910 --> 00:37:27,310
+زائد UR هي بتعطيني ال relative اللي هي UAB اللي هي
+
+496
+00:37:27,310 --> 00:37:31,710
+ال value بتاعة ال man بالنسبة لل R اللي هي UMAN
+
+497
+00:37:31,710 --> 00:37:37,000
+زائد UBمجموعهم هيعطيني relative velocity وبالتالي
+
+498
+00:37:37,000 --> 00:37:40,080
+بقدر اجيبها هو بدو ايه ال velocity يعني اللي بدوه
+
+499
+00:37:40,080 --> 00:37:42,880
+انا نجيب ال magnitude والاتجاه انا بقدر اجيب ال
+
+500
+00:37:42,880 --> 00:37:46,480
+magnitude اتجاه هذا الشكل اللي بنسميه rectangular
+
+501
+00:37:46,480 --> 00:37:50,360
+form يعني ال component في اتجاه ال X hatو ال
+
+502
+00:37:50,360 --> 00:37:54,380
+component y hat هذا بتعطيني معلومات كافية عن ال
+
+503
+00:37:54,380 --> 00:37:58,180
+vector و زى ما انتوا شايفين اللي هو x موجبة هى هذا
+
+504
+00:37:58,180 --> 00:38:01,020
+هو ال vector component بتاعته هتكون اللي واحدة في
+
+505
+00:38:01,020 --> 00:38:04,920
+تجاه المصطفى x والتانى في تجاه السالب y ده هو ال
+
+506
+00:38:04,920 --> 00:38:08,650
+relative بالنسبة لل groundممكن كمان انا اعبر عنه
+
+507
+00:38:08,650 --> 00:38:11,170
+يعني هي واضح اليه ان ال component اتجاه ال X اللي
+
+508
+00:38:11,170 --> 00:38:16,250
+هي مقدارها 5.65 Xها ويقف ال Y direction سالب Y هي
+
+509
+00:38:16,250 --> 00:38:20,550
+8.485 اتجاه سالب Y كمان ممكن اعبر عنه بال
+
+510
+00:38:20,550 --> 00:38:24,510
+magnitude والزاوية اخدته اكيد انا ليش قبلها بس بحت
+
+511
+00:38:24,510 --> 00:38:28,170
+أستير انه عشان اجيبه بهذه الطريقة ايش بقدر اقول
+
+512
+00:38:28,170 --> 00:38:33,890
+انه ال magnitude تبعتالـ U هي عبارة عن جزر التربيع
+
+513
+00:38:33,890 --> 00:38:47,310
+لـ 5.657 تربيع زائد لـ 8.485 تربيع لكن هذه لا تكفي
+
+514
+00:38:47,310 --> 00:38:50,370
+يعني، لا تكفي ان اقول ان لأن هذا vector ليس
+
+515
+00:38:50,370 --> 00:38:54,530
+مجموعته، هذا مجموعته لازم اعطي الزاوية وبالتالي
+
+516
+00:38:54,530 --> 00:38:58,570
+انا اعطي ال vector بالكامل، الزاوية بتاعته هتكون
+
+517
+00:38:59,550 --> 00:39:06,390
+Ten theta بس هسميها هي ten inverse ال Y component
+
+518
+00:39:06,390 --> 00:39:11,410
+هي UABY UABY
+
+519
+00:39:11,410 --> 00:39:17,130
+component على ال UAB X component ال Y على ال X
+
+520
+00:39:17,130 --> 00:39:22,410
+طبعا هذه برضه لإنها vector لإن لو أنا حللتها هتكون
+
+521
+00:39:22,410 --> 00:39:26,530
+عشرة point تنين في cosine الزاوية هاي في تجاه ال X
+
+522
+00:39:26,530 --> 00:39:31,620
+hatزائد ال magnitude في sign الزاوية هاي اتجاه ال
+
+523
+00:39:31,620 --> 00:39:34,500
+y hat هذه على فكرة ال magnitude بس لهذا المطلوب
+
+524
+00:39:34,500 --> 00:39:42,160
+هذا كله فتكرر، هذا هيكون مع الزاوية ستة هذه
+
+525
+00:39:42,160 --> 00:39:50,400
+نقدر نتفككها على طول ب10.2 cosine minus 56.3 x hat
+
+526
+00:39:50,400 --> 00:39:58,510
+زائد sin minus 56.3 y hatفهيك بعقدر عنها برضه في
+
+527
+00:39:58,510 --> 00:40:02,390
+ال vector يا بعقولها .. يا بعقيها اللي هي في ال
+
+528
+00:40:02,390 --> 00:40:04,830
+Cartesian او في ال rectangular form اللي هي
+
+529
+00:40:04,830 --> 00:40:07,850
+المقدار اتجاه ال X ال component اتجاه ال X و ال
+
+530
+00:40:07,850 --> 00:40:11,090
+component اتجاه ال Y او اني بجيب ال magnitude و
+
+531
+00:40:11,090 --> 00:40:16,750
+الزاوية وبالتالي بقدر عارف، واضح؟ احنا في عندنا
+
+532
+00:40:16,750 --> 00:40:21,710
+اتهاء انه لازم ننهي الوقت و هيك احنا بنوقف، هيكون
+
+533
+00:40:21,710 --> 00:40:25,680
+معنا بعض الأمثلة اللي قادمنكمل يعنى فى ال vector
+
+534
+00:40:25,680 --> 00:40:29,380
+analysis نكمل فى chapter واحد وان شاء الله يعنى
+
+535
+00:40:29,380 --> 00:40:32,480
+انا هحاول كمان هو طبعا اللي قلتلكوا الكتاب قسمه
+
+536
+00:40:32,480 --> 00:40:35,200
+جزءين جزء اول براجع ال vector و بعدين بروح ل ال
+
+537
+00:40:35,200 --> 00:40:39,020
+fields هحاول برضه أربطلكم إياها في بعض ان شاء الله
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xHy5zWBD8Gs.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xHy5zWBD8Gs.srt
new file mode 100644
index 0000000000000000000000000000000000000000..bfebf698c66c51b2260ee9f43db4afdfc1a12d60
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xHy5zWBD8Gs.srt
@@ -0,0 +1,2185 @@
+1
+00:00:21,060 --> 00:00:23,720
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,720 --> 00:00:27,480
+وبركاته إحنا بعد ما شفنا الـ vector كيف إحنا 
+
+3
+00:00:27,480 --> 00:00:30,620
+نتعامل مع الـ differential links فيه spherical و
+
+4
+00:00:30,620 --> 00:00:32,880
+cylindrical و partition coordinate و differential
+
+5
+00:00:32,880 --> 00:00:35,760
+surface الـ cartesian و الـ cylindrical و الـ
+
+6
+00:00:35,760 --> 00:00:38,640
+spherical coordinates و كيف حساب الـ volume برضه في
+
+7
+00:00:38,640 --> 00:00:40,900
+الـ three coordinates الـ cartesian و الـ cylindrical
+
+8
+00:00:40,900 --> 00:00:45,880
+و الـ spherical اليوم هنشوف كيف نتعامل مع الـ
+
+9
+00:00:45,880 --> 00:00:50,300
+contour integral و الـ surface integral و كمان حتى
+
+10
+00:00:50,300 --> 00:00:58,560
+هنتعامل مع الـ del و الـ vector الـ
+
+11
+00:00:58,560 --> 00:01:05,890
+cross product و الـ dot product و الـ del تربيع هنبدأ أولا
+
+12
+00:01:05,890 --> 00:01:11,410
+في الـ line أو الـ surface سنبدأ بالـ line ثم الـ
+
+13
+00:01:11,410 --> 00:01:14,410
+surface ثم الـ volume integral فنبدأ بالـ line
+
+14
+00:01:14,410 --> 00:01:17,430
+integral line integral برضه بقدر أقول عنه الـ curve
+
+15
+00:01:17,430 --> 00:01:22,190
+أو الـ contour integral line integral غالبا معناها
+
+16
+00:01:22,190 --> 00:01:25,250
+أن بقول integral حوالين line الـ هي بتقولي أن أنا
+
+17
+00:01:25,250 --> 00:01:30,450
+بعمل integral حوالين الـ لـ vector dot dl الـDL 
+
+18
+00:01:30,450 --> 00:01:33,090
+ما عرفنش يا الـDL الـDL اللي هي الـ differential
+
+19
+00:01:33,090 --> 00:01:35,730
+displacement سواء في الـ kartesian أو في الـ
+
+20
+00:01:35,730 --> 00:01:37,550
+cylindrical أو في الـ spherical الـ A اللي هو الـ
+
+21
+00:01:37,550 --> 00:01:39,830
+vector اللي إحنا بمساعدة اللي هو الـ
+
+22
+00:01:39,830 --> 00:01:42,270
+electromagnetic الـ vector هذا هيكون دائما field
+
+23
+00:01:42,270 --> 00:01:45,990
+بالنسبة لنا يعني أن هي في المستقبل هستبدلها دي إيه
+
+24
+00:01:45,990 --> 00:01:49,330
+الـ E أو H E اللي هي الـ electric field أو H اللي هي
+
+25
+00:01:49,330 --> 00:01:52,010
+الـ magnetic field فبس هي اللي هيكون فرق بين
+
+26
+00:01:52,010 --> 00:01:55,360
+الجزء الأول والثالث لما أنا بحكي بشكل عام الـ A هو
+
+27
+00:01:55,360 --> 00:02:00,380
+vector, I vector, vector field و DL هو الـ contour
+
+28
+00:02:00,380 --> 00:02:05,840
+أو الـ line أو الـ curve integral over a line للـ
+
+29
+00:02:05,840 --> 00:02:10,400
+field dot DL لو
+
+30
+00:02:10,400 --> 00:02:15,180
+أنا بحكي عن اللي هو integral حوالي الـ contour يعني
+
+31
+00:02:15,180 --> 00:02:20,060
+مثلا زي هذا الـ line اللي حوالي هذا اللي هو الـ
+
+32
+00:02:20,060 --> 00:02:22,860
+line اللي موجود بالأسود يعني زي هيك الجسم وعمله
+
+33
+00:02:22,860 --> 00:02:28,090
+more منه field هيكون الـ integral مثلا من النقطة A
+
+34
+00:02:28,090 --> 00:02:31,930
+لنقطة B اللي هو الـ path أو الـ line integral هنا
+
+35
+00:02:31,930 --> 00:02:35,710
+في هذه الحالة أنا باخد path من نقطة A لنقطة B
+
+36
+00:02:35,710 --> 00:02:41,050
+هيكون A dot DL أيش بتساوي؟ إحنا قلنا A dot B هي A
+
+37
+00:02:41,050 --> 00:02:44,670
+المجموعة و B المجموعة فاكساينزروا بينهم نفس الحالة
+
+38
+00:02:44,670 --> 00:02:47,830
+دولة و vectors و dot product بينهم A dot DL
+
+39
+00:02:47,830 --> 00:02:49,350
+هتعطينا مجموعة A
+
+40
+00:03:07,430 --> 00:03:12,350
+هذا هو الـ Line Integral
+
+41
+00:03:19,780 --> 00:03:24,880
+الـ Line Integral هو أني باخد باص باص على Line هي
+
+42
+00:03:24,880 --> 00:03:27,640
+هذا Line اللي هو زي ما قلنا محيط دائرة ممكن أو
+
+43
+00:03:27,640 --> 00:03:33,240
+محيط سفير أو أي curve و أنا باخد عنها الـ Integral
+
+44
+00:03:33,240 --> 00:03:38,360
+ما بين نقطتين من A لـ B و الـ A دل DL يعني هيكون
+
+45
+00:03:38,360 --> 00:03:41,680
+اللي هي الـ component أو الـ projection تبع الـ field
+
+46
+00:03:41,680 --> 00:03:47,670
+A تجاه اللي هو الـ Line يعني A Cos θ DL طب إحنا كمان
+
+47
+00:03:47,670 --> 00:03:50,630
+بتبقى على طول الـ line integral و في حاجة اسمها
+
+48
+00:03:50,630 --> 00:03:54,830
+closed contour integral الدوارة اللي بنصها دي
+
+49
+00:03:54,830 --> 00:03:58,810
+بستعمل فيها عشان تقولنا أن هي closed path إحنا هنا
+
+50
+00:03:58,810 --> 00:04:03,510
+في الـ path من نقطة لنقطة ما احتاجناش الدوارة على الـ
+
+51
+00:04:03,510 --> 00:04:07,560
+integral قلنا هذه النقطة لنقطة من A لـ B بالـ
+
+52
+00:04:07,560 --> 00:04:11,180
+Integral A to DL هذا Contour أو Line Integral ما
+
+53
+00:04:11,180 --> 00:04:15,120
+بين نقطتي من A لـ B لما أحط الدوارة على الـ Integral
+
+54
+00:04:15,120 --> 00:04:18,540
+هذا معناه أن closed path يعني مثلا في هذه الرسمة
+
+55
+00:04:18,540 --> 00:04:22,800
+معناه أني بروح من A و برجع لـ A هي closed path مصار
+
+56
+00:04:22,800 --> 00:04:27,950
+مغلق بنفس النقطة و برجع لهالذن هذا هو الـ clause
+
+57
+00:04:27,950 --> 00:04:31,410
+integral لـ a dot dl كمان مرة a هو vector قد يكون
+
+58
+00:04:31,410 --> 00:04:35,450
+الـ electric field دي اللي تعلمنا كيف إحنا نطلعه
+
+59
+00:04:35,450 --> 00:04:37,550
+أسواق الـ Cartesian أو الـ spherical أو الـ
+
+60
+00:04:37,550 --> 00:04:42,890
+cylindrical coordinate هلت
+
+61
+00:04:42,890 --> 00:04:45,590
+لو أنا بحكي على الـ surface integral لذن هك اتعرفنا
+
+62
+00:04:45,590 --> 00:04:49,230
+إحنا الـ line integral أو الـ clause plus integral
+
+63
+00:04:49,230 --> 00:04:56,730
+الـ line integral هو الـ vector dot dl closed box لما
+
+64
+00:04:56,730 --> 00:05:03,610
+بحط الدوارة هذا يعني الـ line integral أو الـ curve
+
+65
+00:05:03,610 --> 00:05:07,310
+integral أو الـ contour integral التلاتة بنص
+
+66
+00:05:07,310 --> 00:05:12,110
+المعناه ليش لمين لأ الـ surface integral الـ surface
+
+67
+00:05:12,110 --> 00:05:15,210
+integral is a kind of vector a continuous region
+
+68
+00:05:15,210 --> 00:05:19,390
+اللي تحوي الـ surface we define الـ surface integral
+
+69
+00:05:19,390 --> 00:05:26,470
+أنه عبارة عن integral of S هذه المعناه لـ projection
+
+70
+00:05:26,470 --> 00:05:31,030
+لـ A على S لـ A كسانسية الـ DS كيف بحددها أن دائما
+
+71
+00:05:31,030 --> 00:05:36,090
+الـ DS هنا شبه عرف الـ Vector الـ Vector هو المجموعة
+
+72
+00:05:36,090 --> 00:05:41,090
+الـ DS في أنها متمارضة هو الـ unit vector العمودي على
+
+73
+00:05:41,090 --> 00:05:43,610
+الـ surface يعني إذا الـ surface تبعه هو الطاولة
+
+74
+00:05:43,610 --> 00:05:47,410
+هيكون الـ unit vector عمودي عليها إذا هي الطاولة
+
+75
+00:05:47,410 --> 00:05:51,390
+بتحتوي جسم أو object يعني volume دائما إنهات
+
+76
+00:05:51,390 --> 00:05:55,010
+بيكون برا الـ object ما حطوش لجهة لبرا يعني الـ
+
+77
+00:05:55,010 --> 00:05:59,090
+surface حوالي طبعا بيكون إنهات لبرا تجاه الـ R
+
+78
+00:05:59,090 --> 00:06:05,990
+hat طالع من الـ surface طبعا إذا هذه عبارة عن مين A
+
+79
+00:06:05,990 --> 00:06:12,490
+dot S هي عبارة عن A dot أنها باسم water إنهات تنية
+
+80
+00:06:12,490 --> 00:06:15,470
+المجلة تبقى a المجلة تبقى أن هي تنية واحدة في خان
+
+81
+00:06:15,470 --> 00:06:23,910
+الزاوية الاباني هذا هو الـ surface انتجرة مثل
+
+82
+00:06:23,910 --> 00:06:27,410
+هذه الرسمة، هذه الرسمة عندنا surface وفيه field
+
+83
+00:06:27,410 --> 00:06:31,190
+طالع منه هذا الـ field مارق هذا الـ field هذا الـ
+
+84
+00:06:31,190 --> 00:06:33,790
+surface هذا الـ control اللي حوالي الـ surface و الـ
+
+85
+00:06:33,790 --> 00:06:37,610
+field مارق هذا الشكل عندنا أن هو عمودي على الـ
+
+86
+00:06:37,610 --> 00:06:41,780
+surface وهي الـ field دي اس دوت إنارد هيتزوّر بيهم
+
+87
+00:06:41,780 --> 00:06:45,700
+الـ data هيكون الـ projection تبع الـ field تجاه
+
+88
+00:06:45,700 --> 00:06:53,680
+إنارد طبعا
+
+89
+00:06:53,680 --> 00:06:56,420
+الـ DS إحنا دائما بنقول أن جزء من الـ surface أننا
+
+90
+00:06:56,420 --> 00:07:00,260
+اتعلمناه في المحاضرات السابقة إذا هذا surface زي
+
+91
+00:07:00,260 --> 00:07:04,020
+surface الطاولة وإن الـ field بخترقه عادي من ناحية
+
+92
+00:07:04,020 --> 00:07:10,000
+لفوق فالـ field و العمود اللي هو normal الشكل فالـ
+
+93
+00:07:10,000 --> 00:07:15,520
+field A dot n hat تدي أسلوية element صغير من الـ
+
+94
+00:07:15,520 --> 00:07:20,780
+surface واضح؟
+
+95
+00:07:20,780 --> 00:07:25,640
+for a closed surface ده نفسنا متعلمين إن الدائرة
+
+96
+00:07:25,640 --> 00:07:33,790
+إذا إن الـ surface انتجرة هو a.ds لو أنا حطيت closed
+
+97
+00:07:33,790 --> 00:07:37,570
+معناه أن closed service نتيجة يعني بؤحتي كل الـ
+
+98
+00:07:37,570 --> 00:07:39,850
+service على closed
+
+99
+00:07:48,800 --> 00:07:52,060
+طبعا هذا هو بالنسبة له الـ service integral نجي للـ
+
+100
+00:07:52,060 --> 00:07:54,820
+volume integral volume ماله إحنا قلنا DV ماله
+
+101
+00:07:54,820 --> 00:07:58,140
+scalar يعني ما فيش فيها dot الـ product ولا cross
+
+102
+00:07:58,140 --> 00:08:02,340
+product DV scalar هذا الـ dot هنلاحظها فقط في الـ
+
+103
+00:08:02,340 --> 00:08:07,800
+line integral و في الـ surface integral لكن
+
+104
+00:08:07,800 --> 00:08:10,700
+الـ volume integral DV إحنا اتفقدها من محاضرة
+
+105
+00:08:10,700 --> 00:08:14,640
+الماضية أن هي scalar فزم حيكون اندي مثلا الـ volume
+
+106
+00:08:14,640 --> 00:08:18,770
+integral هو غضب integral على الـ volume مثلا scalar
+
+107
+00:08:18,770 --> 00:08:27,290
+ρو V في DD هذا متنصب لـ scalar field زي الوفعي و
+
+108
+00:08:27,290 --> 00:08:33,750
+سنحكي عن الفيلز الـ volume integral of a scalar ρو
+
+109
+00:08:33,750 --> 00:08:37,650
+V على الـ volume V هي هذا الـ integral أو V رو V
+
+110
+00:08:37,650 --> 00:08:43,570
+مثلا على طول هذه الفقطة اللي بحكي عنها أن هي
+
+111
+00:08:43,570 --> 00:08:48,130
+الانتيجرة لو ثبت الانتيجرة و الـ volume لو كنتي برقص
+
+112
+00:08:48,130 --> 00:08:53,770
+مضيق دي مثلا روحي دي خدمية هذا الـ line هذا الـ
+
+113
+00:08:53,770 --> 00:09:02,830
+surface هذا الـ ball ناخد
+
+114
+00:09:02,830 --> 00:09:10,490
+أمثلة المثل أمامنا ball نائق تالي دول عندي field F
+
+115
+00:09:10,490 --> 00:09:15,290
+vector field اللي له three components في الـ X و Y
+
+116
+00:09:15,290 --> 00:09:15,770
+و Z
+
+117
+00:09:22,100 --> 00:09:25,280
+بنحسب الـ circulation إحنا إيش الـ circulation معناه
+
+118
+00:09:25,280 --> 00:09:31,640
+line integral curve contour line circulation of f
+
+119
+00:09:31,640 --> 00:09:36,900
+around closed path بده مصار مغلق اللي هو موضح
+
+120
+00:09:36,900 --> 00:09:41,150
+اللياة في الرسم اللي هو بده من نقطة واحدة أو يعني
+
+121
+00:09:41,150 --> 00:09:44,170
+هذه واحدة هي الطول هذا يعني من نقطة high إلى الـ x
+
+122
+00:09:44,170 --> 00:09:47,530
+-axis على الـ bus واحد الـ bus الثاني الـ bus الثانية الـ
+
+123
+00:09:47,530 --> 00:09:50,430
+bus أربعة ورجع نقطة نفس النقطة إذا هو a
+
+124
+00:09:50,430 --> 00:09:54,170
+closed bus طبعا كيف أول حاجة بدنا نعملها ده الـ
+
+125
+00:09:54,170 --> 00:09:56,610
+integer طبعا هو مطلوب بالنيه closed bus يعني
+
+126
+00:09:56,610 --> 00:10:03,430
+هستخدم نيه اللي هي عيب closed bus closed bus للـ
+
+127
+00:10:03,430 --> 00:10:10,010
+field up dot dl عيب في حد بيحب يطلع عليه يحل على
+
+128
+00:10:10,010 --> 00:10:17,830
+الصدورة و أنا أساعده؟ عامحه؟ بسيط، ممتاز، اطلعي
+
+129
+00:10:17,830 --> 00:10:22,430
+لنا، مش مشكلة، أنا هساعدكم ده، أنا محدش لحالي، مش
+
+130
+00:10:22,430 --> 00:10:28,370
+مشكلة إذا إحنا بنا الـ line integral، اللي هو الـ
+
+131
+00:10:28,370 --> 00:10:31,430
+closed line integral، الـ closed integral، الـ
+
+132
+00:10:31,430 --> 00:10:32,750
+closed، لمن؟ لأ
+
+133
+00:10:39,610 --> 00:10:53,710
+انتقل على الـ bus الأول انتظر انتظر
+
+134
+00:10:53,710 --> 00:10:57,750
+انتظر انتظر انتظر انتظر انتظر
+
+135
+00:11:10,090 --> 00:11:15,090
+عشان أعمل close boss لازم أجمع الـ integral كله بدأ
+
+136
+00:11:15,090 --> 00:11:17,210
+الـ integral على أول ثم الـ integral على الثاني ثم
+
+137
+00:11:17,210 --> 00:11:19,550
+الـ integral على ثالثه ثم الـ integral على الرابعة
+
+138
+00:11:19,550 --> 00:11:24,590
+كل boss بقدرس إيش قيمة F وإيش قيمة DF نبدأ بالـ
+
+139
+00:11:24,590 --> 00:11:27,790
+boss الأول يعني نعمل الـ integral على واحد
+
+140
+00:11:36,630 --> 00:11:39,510
+متذكرين إحنا تفعل المحاضر الماضي أنا بتطلع بشوف في
+
+141
+00:11:39,510 --> 00:11:47,450
+هذا الـ bus مين بتغير فيه؟ قداش قيمة Y هنا؟ كتش
+
+142
+00:11:47,450 --> 00:11:50,710
+قيمة
+
+143
+00:11:50,710 --> 00:11:56,310
+Y هنا؟ 0 طب و Z قداش قيمتها؟ مين متغير هنا؟ مين
+
+144
+00:11:56,310 --> 00:12:02,010
+بتغير I؟ الـ X بتغير من واحد لصفر الـ X عارف تتغير
+
+145
+00:12:02,010 --> 00:12:06,070
+من واحد لصفر لذا هنا المتغير واحد مين D L يعني لو
+
+146
+00:12:06,070 --> 00:12:10,810
+إحنا كتبنا الـ D L بشكل عام فيه الـ D L؟ D Alpha الـ
+
+147
+00:12:10,810 --> 00:12:19,510
+Cartesian تساوي DX X hat زائد DY Y hat زائد DZ Z
+
+148
+00:12:19,510 --> 00:12:23,850
+hat زي الـ z أصلا صفر تتغيره شون و الـ y تتغيره شون
+
+149
+00:12:23,850 --> 00:12:27,370
+هيبقى لعيننا dx except إذا الـ dl هنا إحنا عارفينها
+
+150
+00:12:27,370 --> 00:12:33,850
+الـ dl إيه هو الـ partialings dl إيش بيساوي dx
+
+151
+00:12:33,850 --> 00:12:39,630
+except هاي الـ bus الأولاني أبقى F لو طلعنا F ليه
+
+152
+00:12:39,630 --> 00:12:44,110
+هيكملها؟ إحنا عاملين بنقول أن الـ z صفر و الـ y صفر
+
+153
+00:12:44,110 --> 00:12:47,510
+إذا مين ضمن الـ F؟ إذا أنا على الـ bus الأولاني F و
+
+154
+00:12:47,510 --> 00:12:53,340
+تكملنا من الـ F على جانب السلسفة الأولى F بالبعص
+
+155
+00:12:53,340 --> 00:12:58,360
+الأولاني بيكون X تربيع X hat لأننا لدينا X تربيع X 
+
+156
+00:12:58,360 --> 00:13:01,340
+hat بيكون على جانبي نفسي لأننا لدينا Y في هذا
+
+157
+00:13:01,340 --> 00:13:07,340
+البعص بتسوء Zero و Y بتسوء Zero و Y بتسوء Zero و Z
+
+158
+00:13:07,340 --> 00:13:12,120
+بتسوء Zero فإيش طبيعي هتكون Zero و Y Zero معين؟ إذا
+
+159
+00:13:12,120 --> 00:13:17,180
+نأخذوا الـ DL إيش هتكون X تربيع Antigual على واحد
+
+160
+00:13:17,180 --> 00:13:25,090
+واحدة Zero واحدة Zero من يمين X تربيع في DX من واحد
+
+161
+00:13:25,090 --> 00:13:33,750
+لسا ساوية من واحد لسا ساوية من واحد لسا ساوية من
+
+162
+00:13:33,750 --> 00:13:35,490
+واحد لسا ساوية من واحد لسا ساوية من واحد لسا ساوية
+
+163
+00:13:35,490 --> 00:13:35,810
+من واحد لسا ساوية من واحد لسا ساوية من واحد لسا
+
+164
+00:13:35,810 --> 00:13:36,490
+ساوية من واحد لسا ساوية من واحد لسا ساوية من واحد
+
+165
+00:13:36,490 --> 00:13:36,590
+لسا ساوية من واحد لسا ساوية من واحد لسا ساوية من
+
+166
+00:13:36,590 --> 00:13:38,150
+واحد لسا ساوية من واحد لسا ساوية من واحد لسا ساوية
+
+167
+00:13:38,150 --> 00:13:45,050
+من واحد لسا ساوية من واحد لسا ساوية من واحد لسا
+
+168
+00:13:45,050 --> 00:13:53,390
+ساوية من واحد لسا ساوية من واحد حد بده يجرب إسرارة
+
+169
+00:13:53,390 --> 00:13:58,190
+الـ integration
+
+170
+00:13:58,190 --> 00:14:11,110
+الثاني طبعا عليها خليها تكون DL أو Y دي وي
+
+171
+00:14:11,110 --> 00:14:15,950
+وي هت على هذا الـ axis X صفر و Z صفر المتعير فقط
+
+172
+00:14:15,950 --> 00:14:18,230
+اللي هو Y بروح من Zero لواحد
+
+173
+00:14:21,320 --> 00:14:27,800
+فانتجر على الباص الثاني الـ F.DL هنقول إيش قيمة F
+
+174
+00:14:27,800 --> 00:14:33,140
+F إيش اللي أنا سفر الـ X سفر و الـ Z سفر يعني الترم
+
+175
+00:14:33,140 --> 00:14:35,140
+الأول بروحها السفر و الترم الثاني بروحها السمين
+
+176
+00:14:35,140 --> 00:14:39,620
+بظهر لنا minus minus
+
+177
+00:14:39,620 --> 00:14:47,040
+Y تربيع Z hat ممتازة و DL إيش بها تساوي اكتب لنا 
+
+178
+00:14:47,040 --> 00:14:47,580
+DL
+
+179
+00:14:51,630 --> 00:14:56,570
+D Y Y hat إيش الـ dot product لهم على طول معايا
+
+180
+00:14:56,570 --> 00:
+
+201
+00:16:42,450 --> 00:16:48,190
+DZDXDZ DX DX
+
+202
+00:16:48,190 --> 00:16:56,330
+DX DX DX DX DX DX DX DX DX DX
+
+203
+00:16:56,330 --> 00:16:57,530
+DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX
+
+204
+00:16:57,530 --> 00:16:57,910
+DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX
+
+205
+00:16:57,910 --> 00:16:59,070
+DX DX
+
+206
+00:17:23,380 --> 00:17:28,120
+بعدين الـ dy مش إلها y hat هتروحها للسفر هتتقبل دي
+
+207
+00:17:28,120 --> 00:17:30,000
+minus d z
+
+208
+00:17:32,750 --> 00:17:35,630
+هذه dot ال product تبعها second dot مع X هتكون
+
+209
+00:17:35,630 --> 00:17:40,610
+zero dot مع Z هتكون zero لكن هيكون في عندي X dot X
+
+210
+00:17:40,610 --> 00:17:43,910
+هيكون في عندي X تبعي عندي X و في عندي Z dot Z
+
+211
+00:17:43,910 --> 00:17:47,570
+هيكون minus و هي زي نقطة 6000 إذا نعمل ال
+
+212
+00:17:47,570 --> 00:17:52,850
+integration على ال path تبعنا اللي هو F dot PL
+
+213
+00:17:52,850 --> 00:17:57,130
+بسبب ما أعمله في حاجة مهمة أنا بدأت الاحظها أنه على
+
+214
+00:17:57,130 --> 00:18:01,530
+طول هذا المثال هيكون X و Z متساويين هو ده استغل
+
+215
+00:18:01,530 --> 00:18:05,290
+هذه الحاجة أقول أن X بتساوي Z يعني معناه DX 
+ 
+216
+00:18:05,290 --> 00:18:09,130
+بتساوي DZ هو ده استغل هذا الشيء هنا يعني أنا أقول 
+
+217
+00:18:09,130 --> 00:18:14,410
+بس بمين DX بده DZ فخلّنا نحط أن X على طول هذا
+
+218
+00:18:14,410 --> 00:18:22,910
+المثال بتساوي Z إذا DX بتساوي DZ إذا DX بتساوي DZ
+
+219
+00:18:22,910 --> 00:18:28,750
+فهيكون ال Integral هيكون
+
+220
+00:18:28,750 --> 00:18:37,110
+التكامل يكون X تربيع DX X hat DX X hat ما فيش X hat
+
+221
+00:18:37,110 --> 00:18:40,190
+لأن احنا ضبطنا بيها بتاسع سكيلة مش ممكن يال X hat
+
+222
+00:18:40,190 --> 00:18:42,890
+ضبط بيها مش ممكن يال X hat ضبط بيها مش ممكن يال X
+
+223
+00:18:42,890 --> 00:18:43,630
+hat ضبط بيها مش ممكن يال X hat ضبط بيها مش ممكن
+
+224
+00:18:43,630 --> 00:18:43,710
+يال X hat ضبط بيها مش ممكن يال X hat ضبط بيها مش
+
+225
+00:18:43,710 --> 00:18:43,750
+ممكن يال X hat ضبط بيها مش ممكن يال X hat ضبط بيها
+
+226
+00:18:43,750 --> 00:18:44,170
+مش ممكن يال X hat ضبط بيها مش ممكن يال X hat ضبط
+
+227
+00:18:44,170 --> 00:18:45,050
+بيها مش ممكن يال X hat ضبط بيها مش ممكن يال X hat
+
+228
+00:18:45,050 --> 00:18:51,970
+ضبط بيها مش ممكن يال X hat ضبط بيها مش ممكن يال X
+
+229
+00:18:51,970 --> 00:18:58,290
+hat ضبط بيها مش ممكن
+
+230
+00:18:58,290 --> 00:19:04,020
+يال X ل X تربيع ناقص واحد DX يوم بتروح ال DX في
+
+231
+00:19:04,020 --> 00:19:11,820
+هذه الحالة ال DX بتروح من واحد صح من واحد من صفر ل
+
+232
+00:19:11,820 --> 00:19:20,480
+واحد من صفر ل واحد من صفر ل واحد الكم هتساوي X
+
+233
+00:19:20,480 --> 00:19:25,700
+كعب على ثلاثة كمية من
+
+234
+00:19:25,700 --> 00:19:26,860
+صفر ل واحد
+
+235
+00:19:29,490 --> 00:19:33,810
+-XE من 0 إلى 1 هيكون ثلث من ثلث من ثلث من ثلث من
+
+236
+00:19:33,810 --> 00:19:37,210
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+237
+00:19:37,210 --> 00:19:38,410
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+238
+00:19:38,410 --> 00:19:43,030
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+239
+00:19:43,030 --> 00:19:44,750
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+240
+00:19:44,750 --> 00:19:49,230
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+241
+00:19:49,230 --> 00:19:49,610
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+242
+00:19:49,610 --> 00:19:55,030
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+243
+00:19:55,030 --> 00:19:56,430
+ثلث
+
+244
+00:20:19,680 --> 00:20:24,740
+مين اللي سابته هنا مين سابت على هذا ال surface X
+
+245
+00:20:24,740 --> 00:20:26,460
+X X X X X X X X X X X X 
+
+246
+00:20:26,460 --> 00:20:32,400
+X X X X X X X X X X
+
+247
+00:20:33,530 --> 00:20:38,090
+خلّيني أقولها، إذا نسينا معاكسين DL DL في هذا البعض
+
+248
+00:20:38,090 --> 00:20:45,210
+هي عبارة عن DX X hat دي Y Y hat زائد DZ Z hat
+
+249
+00:20:45,210 --> 00:20:51,070
+وعندنا F، إيش قيمة X فيها تقطع ال contour؟ هيكون
+
+250
+00:20:51,070 --> 00:20:56,570
+واحد، فخلّيني أضع F F بتاعة ثانوية X hat
+
+251
+00:21:01,790 --> 00:21:11,130
+-z y hat-y تلبية z hat بدنا ندبت ال product بينهم
+
+252
+00:21:11,130 --> 00:21:16,470
+F dot dl F
+
+253
+00:21:16,470 --> 00:21:22,530
+dot dl لأن ال x hat هتكون ستبقى x hat و y zero و x
+
+254
+00:21:22,530 --> 00:21:25,890
+hat و z hat zero لكن عندي component y hat y hat
+
+255
+00:21:25,890 --> 00:21:35,930
+هتكون -z dy عندي minus y تربيع dy minus y تربيع dz
+
+256
+00:21:35,930 --> 00:21:39,510
+نفس الحاجة هلاحظ أن ال y و ال z على هذا الكمتون
+
+257
+00:21:39,510 --> 00:21:43,450
+معناه متساوي و ال y بتساوي ال z إذا دي y بتساوي دي 
+
+258
+00:21:43,450 --> 00:21:48,490
+z y تساوي ال z إذا دي y بتساوي دي z وهي إيش هتساوي
+
+259
+00:21:48,490 --> 00:21:59,980
+minus y dy minus y تربيع dy يعني هتكون التكامل من
+
+260
+00:21:59,980 --> 00:22:04,720
+أولى وين ال Y بتروح من أولى وين ال Y هتروح ال Y
+
+261
+00:22:04,720 --> 00:22:09,200
+هنا لقداش كمية ال Y عند هدفت النقطة كمية كمية هنا
+
+262
+00:22:09,200 --> 00:22:18,260
+واحد ل صفر إذا من واحد لصفر ل minus Y dy minus Y
+
+263
+00:22:18,260 --> 00:22:26,180
+تربيع dy هسّه minus Y تربيع على اثنين من واحد لصفر
+
+264
+00:22:26,180 --> 00:22:29,300
+minus Y تربيع
+
+265
+00:22:34,190 --> 00:22:38,390
+الحالة الأولى ستكون plus نص والحالة الثانية plus
+
+266
+00:22:38,390 --> 00:22:43,190
+طول وهي كذا نكون حصلنا على الأربع باص اسم عليها
+
+267
+00:22:43,190 --> 00:22:44,290
+اللي أجمعهم مع بعض
+
+268
+00:22:47,900 --> 00:22:51,160
+في أي صعوبة لحد هنا؟ يعني احنا كل ما بنعمله لما 
+
+269
+00:22:51,160 --> 00:22:53,800
+ننجح من ال boss integral أو ال control integral
+
+270
+00:22:53,800 --> 00:22:57,060
+بروحه أنا محددة اللي هو mean dl ال differential
+
+271
+00:22:57,060 --> 00:23:00,820
+links في هذه الحالة أبسط حالة هي mean ال Cartesian
+
+272
+00:23:00,820 --> 00:23:03,640
+اللي احنا متعودين عليه في ال cylindrical نفس الشيء
+
+273
+00:23:03,640 --> 00:23:07,860
+هنحدد ال control اللي بعمل عليه أو ال باق ال dl ال
+
+274
+00:23:07,860 --> 00:23:10,440
+vector بيكون موجود عندي و بعمل ال integration
+
+275
+00:23:24,790 --> 00:23:27,590
+نفس الفكرة لو كان عندي إيه اللي هو cylindrical
+
+276
+00:23:27,590 --> 00:23:29,630
+coordinate نحله مع بعض ولا نمشي
+
+277
+00:23:34,800 --> 00:23:38,380
+على أرضنا أنتم شايفين في عندنا contour بس هدف مين
+
+278
+00:23:38,380 --> 00:23:41,180
+في ال cylindrical coordinates بيعطينا قيمة رو
+
+279
+00:23:41,180 --> 00:23:46,660
+بتروح من 0 ل 2 فاي بتروح من 0 ل 60 و Z طبعا صفر
+
+280
+00:23:46,660 --> 00:23:50,740
+لأن احنا في ال XY plane ومطلوب منها أننا نحسب ال
+
+281
+00:23:50,740 --> 00:23:52,960
+circulation لما نقول ال circulation مش معناه
+
+282
+00:23:52,960 --> 00:23:57,340
+closed path يعني نبدأ من الصفر و نرجع ل صفر طب هنا
+
+283
+00:23:57,340 --> 00:24:02,980
+أحد بيقول لي إيش ال DL هنا؟ DL DX ممتاز هنا أو ال D
+
+284
+00:24:02,980 --> 00:24:05,220
+rho في الحلقة اللي ميلها بس ال D rho بتساوي بال
+
+285
+00:24:05,220 --> 00:24:09,140
+تمام DX هي في ال cylindrical coordinate هي D rho
+
+286
+00:24:09,140 --> 00:24:14,100
+rho hat عندها الفعيش بتساوي Zero فزي ما عملنا Phi
+
+287
+00:24:14,100 --> 00:24:16,900
+بتساوي Zero بنعوض عن Phi بتساوي Zero في هذا البعض
+
+288
+00:24:16,900 --> 00:24:23,680
+لل A وعندي اللي هو DL عبارة عن D rho rho hat واضح؟
+
+289
+00:24:24,190 --> 00:24:27,470
+لازم أكون عارفة قيمة الـ5 وإلا مش هقدر أحلها، إذا
+
+290
+00:24:27,470 --> 00:24:30,810
+ال integration هنا هيكون على d rho من 0 ل2، بس
+
+291
+00:24:30,810 --> 00:24:36,320
+عشان هي d rho بتساوي dx، مش معناه إن 5 تساوي 0 لأن هي
+
+292
+00:24:36,320 --> 00:24:40,120
+الـPhi ما بين الـRow و الـX لما تنطق على الـX
+
+293
+00:24:40,120 --> 00:24:44,000
+الـPhi بتكون Zero لما تروح لأ الـY بتكون Phi على
+
+294
+00:24:44,000 --> 00:24:47,520
+اثنين فهي الحلقة بس ما فيها وجه يعني ما فيها جزء منه
+
+295
+00:24:47,520 --> 00:24:52,240
+اللي هي ما بين الـ0 و الـ60 فهي الـX Axis وهي اللي
+
+296
+00:24:52,240 --> 00:24:57,940
+هو ال element تبعنا ما بين الـ0 و الـ60 طبعا؟ طيب
+
+297
+00:24:57,940 --> 00:25:03,840
+فعلى هذا الباص إيش هتكون DRaw DR الـ DL من فاسفة
+
+298
+00:25:03,840 --> 00:25:08,540
+الـ DL مفروض دي رو رو هات، بس إيش هيكون عندي؟ الفا
+
+299
+00:25:08,540 --> 00:25:15,200
+ساعتها ستين، لكن هنا إيش هتكون؟ رو دي فاي فاي هات،
+
+300
+00:25:15,200 --> 00:25:18,680
+يعني بتقولنا لو أخدنا ال element الـ DL، إيش هيكون
+
+301
+00:25:18,680 --> 00:25:24,880
+المقابل للتغيير في D؟ فاي أنتم مش داحسين أه؟
+
+302
+00:25:39,940 --> 00:25:44,200
+طبعا روحنا بالكون سالتة اللي هي قبلتها اثنين هم
+
+303
+00:25:44,200 --> 00:25:47,080
+عوض عنها إذا نفس ال procedure اللي طبقناها في
+
+304
+00:25:47,080 --> 00:25:50,440
+partition coordinate اللي طبقها حتى لو كنا في
+
+305
+00:25:50,440 --> 00:25:53,660
+cylindrical coordinate أو في spherical coordinate
+
+306
+00:25:53,660 --> 00:25:58,940
+في أي سؤال تتغلبوا أن كل حد اللي قاعد تجيبه ال DL
+
+307
+00:25:58,940 --> 00:25:59,540
+أو ال
+
+308
+00:26:03,180 --> 00:26:09,040
+هي جلاء الدل ال operator الدل ال operator الدل هي 
+
+309
+00:26:09,040 --> 00:26:12,260
+ال delta مشقلة يعني أنت بتاعت دايما الدلتك اتشكلها
+
+310
+00:26:12,260 --> 00:26:15,600
+رمض
+
+311
+00:26:15,600 --> 00:26:25,740
+دلتا تحطيه في وياضياتك هم تبتدلوا صح؟ دل
+
+312
+00:26:25,740 --> 00:26:30,900
+ال دل
+
+313
+00:26:30,900 --> 00:26:35,170
+هو المشقلة تبع الدلتا عشان تتذكروا هذا بس ابدلوا
+
+314
+00:26:35,170 --> 00:26:38,210
+بهذا الشكل في ال Cartesian coordinate هو عبارة عن
+
+315
+00:26:38,210 --> 00:26:41,210
+differential operator يعني احنا بس أخذنا مثلا
+
+316
+00:26:41,210 --> 00:26:45,270
+تفاضهم بنقول d by dx ال differential يعني ما قلناش
+
+317
+00:26:45,270 --> 00:26:48,530
+أخذناها ك vector أو d by dy يعني بتاخد ال
+
+318
+00:26:48,530 --> 00:26:53,010
+differential عيني ال function x, 
+
+319
+00:26:53,350 --> 00:26:58,570
+y, z عشان أقول بقى أخد بس أحدنا يا d by dx يا d by
+
+320
+00:26:58,570 --> 00:27:02,610
+dy ده ال function هذا لأن ال function في x, y, z أو
+
+321
+00:27:02,610 --> 00:27:07,670
+بأخد اللي هو D by DZ لهذا ال Cartesian ال del 
+
+322
+00:27:07,670 --> 00:27:13,270
+operator هو vector مش scalar و بيساوي ال Cartesian
+
+323
+00:27:13,270 --> 00:27:19,930
+coordinate D by DX X hat زي D by DY U hat زي D by
+
+324
+00:27:19,930 --> 00:27:25,150
+DZ Z hat هذا 
+
+325
+00:27:25,150 --> 00:27:29,170
+ال del operator ممكن يجيب لي gradient أو scalar،
+
+326
+00:27:29,170 --> 00:27:33,480
+vector V لو كان عندي ال vector V بيقول ال gradient
+
+327
+00:27:33,480 --> 00:27:39,720
+لما بقول del أكثر del أكثر لو كان Scalar أو مثلا لو
+
+328
+00:27:39,720 --> 00:27:43,080
+كان عندي V بقول ال gradient del أكثر del أكثر del
+
+329
+00:27:43,080 --> 00:27:44,600
+أكثر del أكثر del أكثر del أكثر del أكثر del أكثر del
+
+330
+00:27:44,600 --> 00:27:47,500
+أكثر del أكثر del أكثر del أكثر del أكثر del أكثر del
+
+331
+00:27:47,500 --> 00:27:48,220
+أكثر del أكثر del أكثر del أكثر del أكثر del أكثر del
+
+332
+00:27:48,220 --> 00:27:52,120
+أكثر del أكثر del أكثر del أكثر del أكثر del أكثر del
+
+333
+00:27:52,120 --> 00:27:59,910
+أكثر del أكثر del أكثر del أكثر كما يكون ال operation تبع
+
+334
+00:27:59,910 --> 00:28:05,150
+تلك الارتكالة نسميه gradient of a field ال
+
+335
+00:28:05,150 --> 00:28:09,010
+diversion ل vector field لو كان vector field هيكون
+
+336
+00:28:09,010 --> 00:28:15,970
+تأثر في ال operator ممكن يكون ضد ال product لأنه
+
+337
+00:28:15,970 --> 00:28:19,210
+vector field يعني لو كان ال operation ضد ال
+
+338
+00:28:19,210 --> 00:28:23,110
+product نسميه divergence هذه العملية اسمها
+
+339
+00:28:23,110 --> 00:28:28,270
+divergence ال divergence ل vector A لو كان cross
+
+340
+00:28:28,270 --> 00:28:33,170
+product أو curl product نحن
+
+341
+00:28:33,170 --> 00:28:36,250
+نحفظها
+
+342
+00:28:36,250 --> 00:28:40,850
+يوم الصبح يعني أنا أقول اللي هي gradient لل field
+
+343
+00:28:40,850 --> 00:28:43,290
+معناه أنا بحكي لما أقول gradient لل field بحكي عن
+
+344
+00:28:43,290 --> 00:28:46,870
+scalar field بحكي ب divergence لل field الناس بتعرف 
+
+345
+00:28:46,870 --> 00:28:49,870
+أنّي بحكي عن vector field curl لل field بحكي عن
+
+346
+00:28:49,870 --> 00:28:57,240
+vector field ال class of a scalar D هيكون هي دل
+
+347
+00:28:57,240 --> 00:29:10,920
+التربيع ل Laplacian ل scaler field هو دل التربيع ل Laplacian
+
+348
+00:29:10,920 --> 00:29:16,020
+ل Laplacian فيه لليوم بيقولوها دل التربيع لأن هو دل
+
+349
+00:29:16,020 --> 00:29:21,900
+التربيع ل Laplacian احنا
+
+350
+00:29:21,900 --> 00:29:28,120
+شفنا الدل تلاتة ال XYZ دلت ال xy دلت ال partition 
+
+351
+00:29:28,120 --> 00:29:34,520
+coordinates دي وي دي اكس اكسها زي دي وي ويها زي دي 
+
+352
+00:29:34,520 --> 00:29:38,600
+وي دي زي اكسها طب ال cylindrical coordinates ده
+
+353
+00:29:38,600 --> 00:29:42,420
+كتبها دلت ال row و الفاية فالمعنى أن ال d by dx ده
+
+354
+00:29:42,420 --> 00:29:46,390
+كتبها دلت ال row و الفاية و الـ D by DZ تكون مضادة
+
+355
+00:29:46,390 --> 00:29:50,270
+رو و فاى و الـ DZ طبعا بتظل زي ما هي احنا قلنا في 
+
+356
+00:29:50,270 --> 00:29:51,770
+الـ cylindrical coordinate و ال Cartesian
+
+357
+00:29:51,770 --> 00:29:54,890
+coordinate زي ما هو مضادله مشترك اللي بتغير بدل ال 
+
+358
+00:29:54,890 --> 00:29:58,830
+X و Y بيصيرين D رو و فاى فقمنا ببدأ لبنى ال D by
+
+359
+00:29:58,830 --> 00:30:03,090
+DX عشان أجيب ال D by DX مش بتستخدم ال chain rule 
+
+360
+00:30:03,090 --> 00:30:11,870
+يعني D by DX هداجة من أين؟ D by D رو D رو by DX
+
+361
+00:30:13,120 --> 00:30:20,340
+زائد D by D Pi D Pi by D X احنا عارفين هذه
+
+362
+00:30:20,340 --> 00:30:24,360
+العلاقات شفناهم في محاضرات السابقة أن رو بساوية جت
+
+363
+00:30:24,360 --> 00:30:26,480
+تربيع على X تربيع على Y تربيع على Y تربيع على Y
+
+364
+00:30:26,480 --> 00:30:28,900
+تربيع على Y تربيع على Y تربيع على Y تربيع على X
+
+365
+00:30:28,900 --> 00:30:29,240
+تربيع على Y تربيع على Y تربيع على Y تربيع على Y
+
+366
+00:30:29,240 --> 00:30:29,300
+تربيع على Y تربيع على Y تربيع على Y تربيع على Y
+
+367
+00:30:29,300 --> 00:30:30,660
+تربيع على Y تربيع على Y تربيع على Y تربيع على Y
+
+368
+00:30:30,660 --> 00:30:36,660
+تربيع على Y تربيع على Y تربيع على Y تربيع على Y
+
+369
+00:30:36,660 --> 00:30:42,380
+تربيع على Y تربيع Raw تساوي جذر تربيع ل X تربيع زي Y
+
+370
+00:30:42,380 --> 00:30:52,500
+تربيع V Raw by V X شو تساوي 2X نص 2X على جذر X
+
+371
+00:30:52,500 --> 00:30:57,520
+تربيع ل Y تربيع مش هتبعش قبل غلط مش هدي يعني معناه
+
+372
+00:30:57,520 --> 00:31:00,140
+أنا مش عارف أن أنتم عارفين و أنا مش عارفين سكين و
+
+373
+00:31:00,140 --> 00:31:00,540
+عارفون
+
+374
+00:31:03,840 --> 00:31:09,980
+مش هيك يعني نص اللي هي الان أو اشتغال
+
+375
+00:31:09,980 --> 00:31:17,100
+تجارب الجزر
+
+401
+00:33:29,250 --> 00:33:33,750
+y تربيع زي z تربيع ثم θ هي جذر تربيع لx تربيع زي y
+
+402
+00:33:33,750 --> 00:33:38,400
+تربيع زي z ثم فهي y على x إذا استخدمنا الـ chain
+
+403
+00:33:38,400 --> 00:33:42,000
+rule فبطلع معنا المقادير اللي أمامنا و بقدر أجيب
+
+404
+00:33:42,000 --> 00:33:48,260
+الموضّل ال operator هي بقرا روح Rها d by dr زائد θ
+
+405
+00:33:48,260 --> 00:33:54,320
+hat 1 على R d by d θ زائد φ hat 1 على R sin θ d by
+
+406
+00:33:54,320 --> 00:33:55,760
+d r واضح؟
+
+407
+00:34:01,600 --> 00:34:04,400
+gradient of scalar احنا قلنا لما يكون ال
+
+408
+00:34:04,400 --> 00:34:07,880
+operation للدل على scalar هيسميه gradient ال
+
+409
+00:34:07,880 --> 00:34:12,160
+gradient لل scalar فيه ده اسوأ أكثر في ولا في ولا
+
+410
+00:34:12,160 --> 00:34:15,540
+أكثر مهم لما أقول gradient بكون بحكي على scalar
+
+411
+00:34:17,870 --> 00:34:22,090
+issue يعني represent both the magnitude and
+
+412
+00:34:22,090 --> 00:34:26,230
+direction of a maximum space rate of increase of v
+
+413
+00:34:26,230 --> 00:34:30,870
+يعني ال gradient بتعطيني مقدار ال gradient of a
+
+414
+00:34:30,870 --> 00:34:36,310
+scalar field بتعطيني مقدار و اتجاه ال maximum rate
+
+415
+00:34:36,310 --> 00:34:41,230
+of change خلّيني أشوف إيش هذا بالرسمة أنا عندي هاي
+
+416
+00:34:41,230 --> 00:34:44,710
+ال control مثلاً هذا ال control الأولاني وهذا ال
+
+417
+00:34:44,710 --> 00:34:48,110
+control الثاني اللي يمثل اتجاه ال field وهذا ال
+
+418
+00:34:48,110 --> 00:34:52,830
+control الثالث هذا الاتجاه اللي هو ال gradient عند
+
+419
+00:34:52,830 --> 00:34:57,270
+هذه النقطة مثلاً يمثل اتجاه ال maximum change في ال
+
+420
+00:34:57,270 --> 00:35:04,950
+field يعني مثلاً V2 هي V1 V2 هي V1 زي WV V3 هي V2
+
+421
+00:35:04,950 --> 00:35:10,690
+زي WV ال gradient هو عبارة عن اتجاهه غالباً يكون
+
+422
+00:35:10,690 --> 00:35:17,760
+norm علىبس مثلي اتجاه ال maximum increase ال
+
+423
+00:35:17,760 --> 00:35:22,420
+maximum increase ل ال scalar field V يعطينا
+
+424
+00:35:22,420 --> 00:35:26,400
+المقدار والاتجاه إذا ال gradient بيكون دائماً عمودي
+
+425
+00:35:26,400 --> 00:35:30,180
+على اتجاه ال bus او ال field اللي هو V3 احنا
+
+426
+00:35:30,180 --> 00:35:34,480
+هيتجاه ال V3 اللي هو ال control الأزرق فال
+
+427
+00:35:34,480 --> 00:35:37,920
+gradient تبع ال V هيكون عمودي عليه
+
+428
+00:35:43,870 --> 00:35:47,370
+لذا لو أنا بدي أجيب ال maximum او بدي أفسرّه بطريقة
+
+429
+00:35:47,370 --> 00:35:52,910
+mathematical هقول إنّه DV لو أنا بدي أروح من مقطة V
+
+430
+00:35:52,910 --> 00:35:59,310
+مثلاً V2 ل V3 او من V1 ل V2 من V1 ل V2 زي ما أنتم
+
+431
+00:35:59,310 --> 00:36:02,810
+شايفينها على ال control هذا هقول إنّه DV إيش التغير
+
+432
+00:36:02,810 --> 00:36:07,390
+في DV هتكون DV by DX X DX عادي هذا ال partial
+
+433
+00:36:07,390 --> 00:36:11,530
+differentiation DV هي function of X,Y,Z في الـ
+
+434
+00:36:11,530 --> 00:36:16,410
+space هيكون DV اللي هو التغير في ال field عبارة عن
+
+435
+00:36:16,410 --> 00:36:20,570
+DV بي DX DX هحطّوا هذا ال partial لإنّ V هي function
+
+436
+00:36:20,570 --> 00:36:27,630
+of X,Y,Z زي ال DV بي DY DY زي ال DV بي DZ DZ هاي
+
+437
+00:36:27,630 --> 00:36:31,350
+DV اللي هي إيش بالله تساوي هذا ال product product
+
+438
+00:36:31,350 --> 00:36:36,810
+مع مين DV بي DX doted لو أنا حطّيتها X hat
+
+439
+00:37:04,630 --> 00:37:08,070
+DVYDZDVYDZDVYDZDVYDZDVYDZالـ line element dx أو
+
+440
+00:37:08,070 --> 00:37:11,510
+تعيير فيه اللي هو ال line dx x hat زي dy y hat زي
+
+441
+00:37:11,510 --> 00:37:15,450
+dz z hat لو
+
+442
+00:37:15,450 --> 00:37:20,330
+أخذنا هذا سميته g vector اللي هو dv by dx x hat زي
+
+443
+00:37:20,330 --> 00:37:26,290
+dv by dy y hat زي dv by dz سميته g فهيكون عندي ال
+
+444
+00:37:26,290 --> 00:37:30,530
+dv هي عبارة عن g dot dl ليه اسمها تساوي g cosine
+
+445
+00:37:30,530 --> 00:37:36,300
+θ يعني معناه dv by dl أيش بتساوي جي كوساين ثيتا
+
+446
+00:37:36,300 --> 00:37:39,520
+وهي
+
+447
+00:37:39,520 --> 00:37:45,100
+ال DL زي ما نشاهده في الرسمة ال DL هي ال
+
+448
+00:37:45,100 --> 00:37:48,400
+differential base ما بين ال P1 و P2
+
+449
+00:38:00,100 --> 00:38:03,780
+DL بتوضّح ليش الـ differential التغير اللي حصل في
+
+450
+00:38:03,780 --> 00:38:10,260
+اتجاه ال field بين
+
+451
+00:38:10,260 --> 00:38:14,080
+النقطتين D1 وD2 و θ هي ال angle between G ال
+
+452
+00:38:14,080 --> 00:38:18,820
+vector هذا field و بين ال DL لو أنا بدأت آخذ ال
+
+453
+00:38:18,820 --> 00:38:23,140
+maximum يعني dv by dl بتساوي g cos θ هذي بتكون وقتيش
+
+454
+00:38:23,140 --> 00:38:28,060
+ال maximum بتاعتها لما تكون θ بتساوي zero dv by dl
+
+455
+00:38:28,060 --> 00:38:31,220
+بتكون maximum value لما θ تكون zero يعني ال V
+
+456
+00:38:31,220 --> 00:38:34,860
+التغير يكون في اتجاه الباص بالتمام إثناء في اتجاه
+
+457
+00:38:34,860 --> 00:38:39,500
+الباقي مع بعض إذا θ بتساوي zero معناه إنّه dv by dl
+
+458
+00:38:39,500 --> 00:38:44,800
+ال maximum value هي dv by dl بتساوي g إذا g اللي
+
+459
+00:38:44,800 --> 00:38:51,860
+يمين g نرجع ل g اللي عبارة عندل دي by دي اكس
+
+460
+00:38:51,860 --> 00:38:57,500
+xها دي by دي واي وايها دي by دي زي زيها لمين؟
+
+461
+00:38:57,500 --> 00:39:06,700
+للأسكال عارفين لمين الـ G هي عبارة عن حمل
+
+462
+00:39:06,700 --> 00:39:09,100
+سلطان نشيّة تجاه الماكسيما
+
+463
+00:39:13,070 --> 00:39:17,510
+إذا بيكون هذه ال maximum عندما θ تبتّ سواء zero في
+
+464
+00:39:17,510 --> 00:39:20,990
+هذه الحالة احنا بنقول إنّ G هي بتمثلني اللي هو ال
+
+465
+00:39:20,990 --> 00:39:25,630
+gradient تمثلني ال maximum direction او maximum
+
+466
+00:39:25,630 --> 00:39:28,870
+rate of change ل V واضح ليش هي ال maximum change
+
+467
+00:39:28,870 --> 00:39:34,530
+فأمروا عقولكم إياها ولا بضحك احنا قلناها ال field
+
+468
+00:39:34,530 --> 00:39:44,070
+كان عندنا مقطة V1 وكانت مقطة V2 وكانت مقطة
+
+469
+00:39:44,070 --> 00:39:44,630
+V2 وكانت مقطة V2 وكانت مقطة V2 وكانت مقطة V2 وكانت
+
+470
+00:39:44,630 --> 00:39:44,670
+وكانت مقطة V2 وكانت مقطة V2 وكانت مقطة V2 وكانت
+
+471
+00:39:44,670 --> 00:39:48,290
+مقطة V2 وكانت مقطة V2 وكانت
+
+472
+00:39:48,290 --> 00:39:50,430
+مقطة V2 وكانت مقطة V
+
+473
+00:40:01,510 --> 00:40:05,730
+Dv by dx x hat Dv by dy y hat Dv by dz z hat doted
+
+474
+00:40:05,730 --> 00:40:12,150
+مع dx x hat dy y hat dz z hat واضح؟ لو قلنا هذا
+
+475
+00:40:12,150 --> 00:40:15,270
+كله بتسمّي G اللي هي من الـ G بتاعتنا ال vector هذا
+
+476
+00:40:15,270 --> 00:40:21,330
+vector G هو ال gradient لل V صح؟ ربطه؟ هي عبارة عن
+
+477
+00:40:21,330 --> 00:40:24,630
+D by dx x hat زي ال D by dy y hat زي ال D by dz
+
+478
+00:40:24,630 --> 00:40:28,570
+أكثر على مين على D بعد ال gradient V لو سمّيتها G
+
+479
+00:40:28,570 --> 00:40:36,360
+dotted اللي هي DL ماذا ستكون دي ال دي ال دي ال دي
+
+480
+00:40:36,360 --> 00:40:43,000
+ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال
+
+481
+00:40:43,000 --> 00:40:46,460
+دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي
+
+482
+00:40:46,460 --> 00:40:47,160
+ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي
+
+483
+00:40:47,160 --> 00:40:47,820
+دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي
+
+484
+00:40:47,820 --> 00:40:49,880
+دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي
+
+485
+00:40:49,880 --> 00:40:51,400
+ال دي
+
+486
+00:41:04,480 --> 00:41:07,740
+عشان هيك احنا بنقول ال gradient هو بيعطيني maximum
+
+487
+00:41:07,740 --> 00:41:11,380
+rate of change ل V مقداراً و اتجاهاً
+
+488
+00:41:16,940 --> 00:41:22,180
+هذا المعنى ال grade V اللي هي ال G تبعنا هي عبارة
+
+489
+00:41:22,180 --> 00:41:28,640
+عن D by DX X hat DV by DY Y hat DV by Z Z hat في
+
+490
+00:41:28,640 --> 00:41:31,220
+الـ Cartesian Coordinate في الـ cylindrical
+
+491
+00:41:31,220 --> 00:41:34,380
+coordinate هتكون dv by d rho rho hat 1 على rho d
+
+492
+00:41:34,380 --> 00:41:39,000
+by d phi phi hat ل V زي dv by d z z hat في ال
+
+493
+00:41:39,000 --> 00:41:43,980
+spherical coordinate هتكون dv by dr r hat زي 1 على
+
+494
+00:41:43,980 --> 00:41:48,780
+r dv by d theta theta hat زي 1 على r theta dv by d
+
+495
+00:41:48,780 --> 00:41:53,050
+phi phi hat كلهم احنا بنقدر نشتقّهم من بعض زي ما
+
+496
+00:41:53,050 --> 00:41:58,050
+احنا عملنا بالنسبة للانتقال من ال Cartesian ل ال
+
+497
+00:41:58,050 --> 00:42:02,430
+spherical من ال Cartesian ل ال cylindrical نقدر
+
+498
+00:42:02,430 --> 00:42:05,170
+برضه نروح من ال cylindrical ل ال spherical المنتهى
+
+499
+00:42:05,170 --> 00:42:12,450
+بالوساطة بعض ال identities اللي سهل إنّي اسمّيتها
+
+500
+00:42:12,450 --> 00:42:18,640
+عندي دلالـ D زي الـ U طبعاً لما أقول Gradient او
+
+501
+00:42:18,640 --> 00:42:21,940
+دلّق طبعاً أنا بحكي على scalar كثير Gradient ده D زي
+
+502
+00:42:21,940 --> 00:42:25,980
+الـ U هو عبارة عن Gradient الـ D زي الـ Gradient
+
+503
+00:42:25,980 --> 00:42:34,820
+يعني إيش لو كان عندي D إنّه بساوي some quantity X
+
+504
+00:42:34,820 --> 00:42:41,880
+مثلاً و الـ U بساوي مثلاً Y فهيكون D زي الـ U بساوي
+
+505
+00:42:41,880 --> 00:42:49,270
+X زي الـ Y لو أخذ الدل تبعهم أو أخذ الدل تبع الـ D و
+
+506
+00:42:49,270 --> 00:42:52,710
+ال دل تبع الـ U يعني لو أخذت أمثلة بسيطة زي ذلك
+
+507
+00:42:52,710 --> 00:42:57,010
+لازم تتساوي من التلاشي يعني هل هيكون الدل تبعها
+
+508
+00:42:57,010 --> 00:43:04,330
+إيش هيكون الدل لـ D ذا الـ U هتساوي D by DX والـ D by
+
+509
+00:43:04,330 --> 00:43:11,270
+DY هيكون ثانية إيشها ذا الـ Y فهي D by DX لـ D ذا
+
+510
+00:43:11,270 --> 00:43:17,100
+الـ U إيشها ذا الـ D by DY لأ ال V زي ال U ويها فعندي
+
+511
+00:43:17,100 --> 00:43:21,400
+الاعتمادية على X و Y يبقى يدي Z حتّ 5.1 لك لو أنا
+
+512
+00:43:21,400 --> 00:43:26,380
+اشتّت عملت دلّ لل V شفتني برضه Xها لأنّ V بقى يدي X
+
+513
+00:43:26,380 --> 00:43:31,980
+و Yها و دلّ لل U هتكون Yها فالمجموع هم هيكون Xها زي
+
+514
+00:43:31,980 --> 00:43:36,700
+Yها فإذا كنت حاولت السهل اسبحت إنّ دلّ ال V زي ال U
+
+515
+00:43:36,700 --> 00:43:37,380
+تساوي
+
+516
+00:43:40,150 --> 00:43:43,410
+معنى أول لو جمعت ال functions كانت functions أكبر
+
+517
+00:43:43,410 --> 00:43:47,830
+من هيك مثلاً X تربيعي أو Y تربيعي و عملت جمعتهم مع
+
+518
+00:43:47,830 --> 00:43:51,490
+بعض أو حتّلهم الدلّ أو إنّ أنا عملت الدلّ لكل واحد
+
+519
+00:43:51,490 --> 00:43:55,850
+لحال و جمعته لازم يقين نفس النتاج هنا عند الدلّ ال
+
+520
+00:43:55,850 --> 00:44:03,350
+U و V بالتمام زي تفاضل دي باي بي اكس لمثل  واحد
+
+521
+00:44:03,350 --> 00:44:08,480
+أو أكثَر ثاني أول في تفاضل الثاني زائد الثاني في تفاضل
+
+522
+00:44:08,480 --> 00:44:12,880
+الأول نفس الحاجة بس الفرقية إنّ هاد صار Vector يعني
+
+523
+00:44:12,880 --> 00:44:16,340
+ببطّل ال D by DX البسيط بس ببطّل ال D by DX x hat
+
+524
+00:44:16,340 --> 00:44:19,680
+مثلاً في ال Cartesian D by DY Y hat D by BZ Z hat
+
+525
+00:44:19,680 --> 00:44:23,220
+هيكون عند الأول في تفاضل الثاني أو ال gradient
+
+526
+00:44:23,220 --> 00:44:27,160
+الثاني في هاي الحالة صار ببطّل زائد الثاني في
+
+527
+00:44:27,160 --> 00:44:32,660
+gradient الأول نفس الحاجة في gradient V على U ماشي
+
+528
+00:44:32,660 --> 00:44:36,400
+احنا نقول D by DX مثلاً أو واحد على اثنان عشرة قام
+
+529
+00:44:36,400 --> 00:44:43,240
+تربيعية BYDX F1 على F2 هنا مثلاً بنقول مربع المقام
+
+530
+00:44:43,240 --> 00:44:49,540
+F2 تربيع تفاضل الأول في الثاني ليديني F1 مثلاً
+
+531
+00:44:49,540 --> 00:44:57,100
+BYDX في F2 ناقص الأول تفاضل الثاني صح؟ نعم نعم نعم
+
+532
+00:44:57,100 --> 00:45:00,140
+نفس الفكرة للـ gradient بس هنا أثرنا لـ gradient
+
+533
+00:45:00,140 --> 00:45:05,670
+vector Gradient V على U هيكون U تربيع تفاضل الأولي
+
+534
+00:45:05,670 --> 00:45:11,670
+Gradient الأول في U minus ما هو V Gradient V نفس
+
+535
+00:45:11,670 --> 00:45:15,810
+الحاجة Gradient V لقوة N هتكون N V لقوة N minus
+
+536
+00:45:15,810 --> 00:45:21,110
+واحد Gradient V واضح قد التشابه بينه وبين اللي هو
+
+537
+00:45:21,110 --> 00:45:27,210
+ال scalar differentiation طبعاً ال N هو انتجر مجرد
+
+538
+00:45:27,210 --> 00:45:27,690
+انتجر
+
+539
+00:45:30,530 --> 00:45:33,510
+أشهر سنتاتنيتشنا أن الـ magnitude of a gradient in
+
+540
+00:45:33,510 --> 00:45:36,210
+the scalar field هو بساوي maximum rate of change
+
+541
+00:45:36,210 --> 00:45:39,950
+in V per unit distance. A grad V points in the
+
+542
+00:45:39,950 --> 00:45:42,330
+direction of the maximum rate of change تعطينا
+
+543
+00:45:42,330 --> 00:45:45,010
+برضه الاتجاه يعني تعطينا المقدار ال magnitude
+
+544
+00:45:45,010 --> 00:45:48,250
+والاتجاه نحكي نهاية الجملة واحدة نحكي تالتة جملة
+
+545
+00:45:48,250 --> 00:45:51,830
+المجنتيوت بيعطينا ال maximum rate of change اتجاهه
+
+546
+00:45:51,830 --> 00:45:55,070
+بيعطينا اتجاه ال maximum rate of change ال grade V
+
+547
+00:45:55,070 --> 00:45:57,770
+at any point is perpendicular to constant V ال
+
+548
+00:45:57,770 --> 00:46:01,070
+constant V surface احنا قلنا دائماً ال gradient
+
+549
+00:46:01,070 --> 00:46:04,130
+بيكون عمودي على ال surface بيعطينا ال maximum rate
+
+550
+00:46:04,130 --> 00:46:04,730
+of change
+
+551
+00:46:10,000 --> 00:46:13,940
+الـ projection تبع ال gradient ل V في أي اتجاه لل
+
+552
+00:46:13,940 --> 00:46:19,420
+unit vector هو del V dot A hat and is called the
+
+553
+00:46:19,420 --> 00:46:23,740
+directional derivative of V along X أو X hat أو A
+
+554
+00:46:23,740 --> 00:46:27,440
+hat يعني أنا بدي ال derivative بتاعة أي field في
+
+555
+00:46:27,440 --> 00:46:31,160
+اتجاه معيّن إيش بعمله dot product ال component بتاعة
+
+556
+00:46:31,160 --> 00:46:36,010
+ال differential او ال directionalدريفتيف لأنّها
+
+557
+00:46:36,010 --> 00:46:38,790
+directional لأنّها vector ال gradient لل field أنا
+
+558
+00:46:38,790 --> 00:46:41,190
+بديّه في تجاه معيّن فعمله dot product زي أي vector
+
+559
+00:46:41,190 --> 00:46:44,510
+مثلاً بدي أنا ال component بتاعة ال vector field A
+
+560
+00:46:44,510 --> 00:46:48,650
+فتجاه X فعمله A dot X hat فهي نفس الحاجة إذا أنا
+
+561
+00:46:48,650 --> 00:46:52,070
+بدي مثلاً ال directional derivative ل V في تجاه
+
+562
+00:46:52,070 --> 00:46:57,990
+معيّن إيش بعمل؟ بأخذ ال product ال dot product لل
+
+563
+00:46:57,990 --> 00:47:00,590
+gradient لهذا ال field مع ال direction اللي أنا
+
+564
+00:47:00,590 --> 00:47:04,390
+بدي ال component بتاعتها هذه بتعطينا ال rate of
+
+565
+00:47:04,390 --> 00:47:08,910
+change ل V في direction of A for example احنا شفنا
+
+566
+00:47:08,910 --> 00:47:12,890
+ال derivative كلّها واضحتنا إنّ DV by DL هي عبارة عن
+
+567
+00:47:12,890 --> 00:47:16,870
+ال derivative بتاعة ال field في اتجاه اللي هو بين
+
+568
+00:47:16,870 --> 00:47:23,310
+نقطة B1 و بنقطة B8 إذا كان عندي A طبعاً vector لل V
+
+569
+00:47:23,310 --> 00:47:29,590
+هي A vector هذا بنسمّيه scalar set to B V V هي
+
+570
+00:47:29,590 --> 00:47:34,120
+scalar potential of A يعني بشكل عربي احنا هنشوفها إن
+
+571
+00:47:34,120 --> 00:47:37,600
+شاء الله لما نأخذ ال fields لو كان عندي field مثلاً
+
+572
+00:47:37,600 --> 00:47:43,960
+زي E و قلت إنّه بساوي del phi فبنقول هذا ال field
+
+573
+00:47:43,960 --> 00:47:47,580
+هذا ال field هو ال scalar potential لل vector
+
+574
+00:47:47,580 --> 00:47:52,660
+field E يعني تذكروا أشياء إنّ كل اللي هنعمله احنا
+
+575
+00:47:52,660 --> 00:47:55,480
+عمالين نأخذه على شكل ال mathematics في الشبكة
+
+576
+00:47:55,480 --> 0
+
+601
+00:49:56,860 --> 00:50:01,740
+أنا لو بدي أجيب unit vector في اتجاه ال control
+
+602
+00:50:01,740 --> 00:50:05,860
+تبعي أو ال field تبعي بتعرفوا كيف تجيبوها؟ من اللى 
+
+603
+00:50:05,860 --> 00:50:11,240
+اتعلمناه اليوم طب بدي unit vector عمودي عليه من
+
+604
+00:50:11,240 --> 00:50:14,840
+اللي اتعلمناه اليوم بدي unit vector عمودي على ال
+
+605
+00:50:14,840 --> 00:50:19,680
+field يعني أنا عندي ال field دي
+
+606
+00:50:19,680 --> 00:50:29,320
+هي ال field و بدي ال unit vector عمودي عليه من
+
+607
+00:50:29,320 --> 00:50:36,330
+اللي اتعلمناه اليوم آخر حاجة ماذا نسميه Gradient؟
+
+608
+00:50:36,330 --> 00:50:41,050
+أنه عمودي على Grad V بس هذا مش unit vector عشان
+
+609
+00:50:41,050 --> 00:50:44,030
+أجيب unit vector مش بس أنا بجيب Grad V و أسمع ال
+
+610
+00:50:44,030 --> 00:50:51,570
+magnitude تبعه فبعطيني unit vector في
+
+611
+00:50:51,570 --> 00:50:58,670
+اتجاهه  بدأ أجيب product أو يعني vector اللي عمودي
+
+612
+00:50:58,670 --> 00:51:03,280
+علي هذا ال vector ال minus vector اللي عمودي و أنا
+
+613
+00:51:03,280 --> 00:51:08,980
+أخذته أكيد بالفضل لله احنا
+
+614
+00:51:08,980 --> 00:51:13,660
+لما هيك ما أخذناها بالخلاص بلاص يعني هذا كله جزء
+
+615
+00:51:13,660 --> 00:51:18,000
+الأول من ال electromagnet هي ايه السرعة اللى
+
+616
+00:51:18,000 --> 00:51:20,340
+حددناها؟ اه خلاص احنا هتا 
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xHy5zWBD8Gs_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xHy5zWBD8Gs_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..a2a0146094d05cab4220df3afc11c140c82cb62d
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xHy5zWBD8Gs_postprocess.srt
@@ -0,0 +1,2464 @@
+1
+00:00:21,060 --> 00:00:23,720
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,720 --> 00:00:27,480
+وبركاته احنا بعد ما شوفنا ال vector كيف احنا
+
+3
+00:00:27,480 --> 00:00:30,620
+نتعامل مع ال differential links فيه spherical و
+
+4
+00:00:30,620 --> 00:00:32,880
+cylindrical و partition coordinate و differential
+
+5
+00:00:32,880 --> 00:00:35,760
+surfaceالـ cartesian و ال cylindrical و ال
+
+6
+00:00:35,760 --> 00:00:38,640
+spherical coordinates و كيف حساب ال volume برضه في
+
+7
+00:00:38,640 --> 00:00:40,900
+ال three coordinates ال cartesian و ال cylindrical
+
+8
+00:00:40,900 --> 00:00:45,880
+و ال spherical اليوم هنشوف كيف نتعامل مع ال
+
+9
+00:00:45,880 --> 00:00:50,300
+contour integral و ال surface integral و كمان حتى
+
+10
+00:00:50,300 --> 00:00:58,560
+هنتعامل مع الدلول و ال vector ال
+
+11
+00:00:58,560 --> 00:01:05,890
+cross product و ال product و الدل تربيهفنبدأ أولا
+
+12
+00:01:05,890 --> 00:01:11,410
+في ال line أو ال surface سنبدأ بال line ثم ال
+
+13
+00:01:11,410 --> 00:01:14,410
+surface ثم ال volume integral فنبدأ بال line
+
+14
+00:01:14,410 --> 00:01:17,430
+integral line integral برضه بقدر اقول عنه ال curve
+
+15
+00:01:17,430 --> 00:01:22,190
+او ال contour integral line integral غالبا معناها
+
+16
+00:01:22,190 --> 00:01:25,250
+ان بقول integral حوالين line ال هى بتقولي ان انا
+
+17
+00:01:25,250 --> 00:01:30,450
+بعمل integral حوالين ال ل vector dot dlالـDL
+
+18
+00:01:30,450 --> 00:01:33,090
+ماعرفنش يا الـDL الـDL اللى هى ال differential
+
+19
+00:01:33,090 --> 00:01:35,730
+displacement سواء فى ال kartesian او فى ال
+
+20
+00:01:35,730 --> 00:01:37,550
+cylindrical او فى ال spherical ال A اللى هو ال
+
+21
+00:01:37,550 --> 00:01:39,830
+vector اللى احنا بمساعدنا اللى هو ال
+
+22
+00:01:39,830 --> 00:01:42,270
+electromagnetic ال vector هذا هيكون دائما field
+
+23
+00:01:42,270 --> 00:01:45,990
+بالنسبالنا يعنى انها فى المستقبل هستبدلها دى ايه
+
+24
+00:01:45,990 --> 00:01:49,330
+ال E او H E اللى هى ال electric field او H اللى هى
+
+25
+00:01:49,330 --> 00:01:52,010
+ال magnetic field فبس هى اللى هيكون فرقية بين
+
+26
+00:01:52,010 --> 00:01:55,360
+الجزء الاول والثالث لما أنا بحكي بشكل عامالـ A هو
+
+27
+00:01:55,360 --> 00:02:00,380
+vector, I vector, vector field وDL هو الـ contour
+
+28
+00:02:00,380 --> 00:02:05,840
+أو الـ line أو الـ curve integral over a line للـ
+
+29
+00:02:05,840 --> 00:02:10,400
+field dot DL لو
+
+30
+00:02:10,400 --> 00:02:15,180
+أنا بحكي عن اللي هو integral حوالي ال contour يعني
+
+31
+00:02:15,180 --> 00:02:20,060
+مثلا زي هذا ال line اللي حوالين هذا اللي هو ال
+
+32
+00:02:20,060 --> 00:02:22,860
+line اللي موجود بالأسود يعني زي هيك الجسم وعمله
+
+33
+00:02:22,860 --> 00:02:28,090
+more منه fieldهيكون الـ integral مثلا من النقطة A
+
+34
+00:02:28,090 --> 00:02:31,930
+لنقطة B اللي هو الـ path أو ال line integral هنا
+
+35
+00:02:31,930 --> 00:02:35,710
+في هذه الحالة أنا باخد path من نقطة A لنقطة B
+
+36
+00:02:35,710 --> 00:02:41,050
+هيكون A dot DL أيش بتساوي؟ احنا قولنا A dot B هي A
+
+37
+00:02:41,050 --> 00:02:44,670
+المجموعة و B المجموعة فاكساينزروا بينهم نفس الحالة
+
+38
+00:02:44,670 --> 00:02:47,830
+دولة و vectors و dot product بينهم A dot DL
+
+39
+00:02:47,830 --> 00:02:49,350
+هتعطينا مجموعة A
+
+40
+00:03:07,430 --> 00:03:12,350
+هذا هو الـ Line Integral
+
+41
+00:03:19,780 --> 00:03:24,880
+الـ Line Integral هو اني باخد باص باص على Line هي
+
+42
+00:03:24,880 --> 00:03:27,640
+هذا Line اللى هو زى ما قولنا محيط دائرة ممكن او
+
+43
+00:03:27,640 --> 00:03:33,240
+محيط سفير او اى curve و انا باخد عنها ال Integral
+
+44
+00:03:33,240 --> 00:03:38,360
+ما بين نقطتين من A ل B و ال A دل DL يعنى هيكون
+
+45
+00:03:38,360 --> 00:03:41,680
+اللى هي ال component او ال projection تبع ال field
+
+46
+00:03:41,680 --> 00:03:47,670
+A تتجاه اللى هو ال Line يعني A Cosθ DLطب احنا كمان
+
+47
+00:03:47,670 --> 00:03:50,630
+بتبقى على طول ال line integral و في حاجة اسمها
+
+48
+00:03:50,630 --> 00:03:54,830
+closed contour integral الدوارة اللى بنصها دى
+
+49
+00:03:54,830 --> 00:03:58,810
+بستعمل فيها عشان تقولنا انها closed path احنا هنا
+
+50
+00:03:58,810 --> 00:04:03,510
+فى ال path من نقطة لنقطة ماحتناش الدوارة على ال
+
+51
+00:04:03,510 --> 00:04:07,560
+integralقلنا هذه النقطة لنقطة من A ل B بال
+
+52
+00:04:07,560 --> 00:04:11,180
+Integral A to DL هذا Contour أو Line Integral ما
+
+53
+00:04:11,180 --> 00:04:15,120
+بين نقطتي من A ل B لما أحط الدوارة على ال Integral
+
+54
+00:04:15,120 --> 00:04:18,540
+هذا معناه ان closed path يعني مثلا في هذه الرسمة
+
+55
+00:04:18,540 --> 00:04:22,800
+معناه اني بروح من A و برجع ل A هي closed path مصار
+
+56
+00:04:22,800 --> 00:04:27,950
+مغلق بالنفس النقطة و برجع لهالذن هذا هو ال clause
+
+57
+00:04:27,950 --> 00:04:31,410
+integral ل a dot dl كمان مرة a هو vector قد يكون
+
+58
+00:04:31,410 --> 00:04:35,450
+ال electric field دي ال اللي تعلمنا كيف احنا نطوله
+
+59
+00:04:35,450 --> 00:04:37,550
+أسواق ال Cartesian أو ال spherical أو ال
+
+60
+00:04:37,550 --> 00:04:42,890
+cylindrical coordinate هلت
+
+61
+00:04:42,890 --> 00:04:45,590
+لو أنا بحكي على ال surface integral لذن هك اتعرفنا
+
+62
+00:04:45,590 --> 00:04:49,230
+احنا ال line integral او ال clause plus integral
+
+63
+00:04:49,230 --> 00:04:56,730
+ال line integral هو ال vector dot dlclosed box لما
+
+64
+00:04:56,730 --> 00:05:03,610
+بحط الدوارة هذا يعني ال line integral او ال curve
+
+65
+00:05:03,610 --> 00:05:07,310
+integral او ال contour integral التلاتة بالنص
+
+66
+00:05:07,310 --> 00:05:12,110
+المعناه ليش لمين لأ ال surface integral ال surface
+
+67
+00:05:12,110 --> 00:05:15,210
+integral is a kind of vector a continuous region
+
+68
+00:05:15,210 --> 00:05:19,390
+اللي تحوي ال surface we define ال surface integral
+
+69
+00:05:19,390 --> 00:05:26,470
+انه عبارة عن integral of Sهذه المعناه لـprojection
+
+70
+00:05:26,470 --> 00:05:31,030
+لـA على S لـA كسانسية الـDS كيف بحددها أن دائما
+
+71
+00:05:31,030 --> 00:05:36,090
+الـDS هنا شبه عرف الـVector الـVector هو المجموعة
+
+72
+00:05:36,090 --> 00:05:41,090
+الـDS في أنها متمارضةهو ال unit vector العمودي على
+
+73
+00:05:41,090 --> 00:05:43,610
+ال surface يعني إذا ال surface تبع هو الطاولة
+
+74
+00:05:43,610 --> 00:05:47,410
+هيكون ال unit vector عمودي عليها إذا هي الطاولة
+
+75
+00:05:47,410 --> 00:05:51,390
+بتحتوي جسم أو object يعني volume دايما الانهات
+
+76
+00:05:51,390 --> 00:05:55,010
+بيكون برا ال object ماحطوش لجهة لبرا يعني ال
+
+77
+00:05:55,010 --> 00:05:59,090
+surface حوالين طبع بيكون الانهات لبرا تجاه ال R
+
+78
+00:05:59,090 --> 00:06:05,990
+hat طالع من ال surface طبعا إذا هذه عبارة عن مين A
+
+79
+00:06:05,990 --> 00:06:12,490
+dot S هي عبارة عن A dotانها باسم water الانها تنية
+
+80
+00:06:12,490 --> 00:06:15,470
+المجلة تبقى a المجلة تبقى انها تنية واحدة في خان
+
+81
+00:06:15,470 --> 00:06:23,910
+الزاوية الاباني هذا هو ال surface انتجرة مثل
+
+82
+00:06:23,910 --> 00:06:27,410
+هذه الرسمة، هذه الرسمة عندنا surface وفيه field
+
+83
+00:06:27,410 --> 00:06:31,190
+طالع منه هذا ال field مارق هذا ال field هذا ال
+
+84
+00:06:31,190 --> 00:06:33,790
+surface هذا ال control اللي حوالي ال surface و ال
+
+85
+00:06:33,790 --> 00:06:37,610
+field مارق هذا الشكل عندنا ان هو عمودي على ال
+
+86
+00:06:37,610 --> 00:06:41,780
+surfaceوهي ال field دي اس دوت انهارد هيتزوّر بيهم
+
+87
+00:06:41,780 --> 00:06:45,700
+ال data هيكون ال projection تبع ال field تجاه
+
+88
+00:06:45,700 --> 00:06:53,680
+الانهارد طبعا
+
+89
+00:06:53,680 --> 00:06:56,420
+ال DS احنا دائما بنقول انه جزء من ال surface اننا
+
+90
+00:06:56,420 --> 00:07:00,260
+اتعلمناه في المحاضرات السابقةأذا هذا surface زي
+
+91
+00:07:00,260 --> 00:07:04,020
+surface الطاولة وإن ال field بخترقه عادي من ناحية
+
+92
+00:07:04,020 --> 00:07:10,000
+لفوق فالfield و العمود اللي هو normal الشكل فال
+
+93
+00:07:10,000 --> 00:07:15,520
+field A dot and hat تدي أسلوية element صغير من ال
+
+94
+00:07:15,520 --> 00:07:20,780
+surface واضح؟
+
+95
+00:07:20,780 --> 00:07:25,640
+for a closed surface ده نفسنا متعلمين إن الدائرة
+
+96
+00:07:25,640 --> 00:07:33,790
+إذا إن ال surface انتجرةهو a.ds لو انا حطيت closed
+
+97
+00:07:33,790 --> 00:07:37,570
+معناه انه closed service نتيجة يعني بوحتي كل ال
+
+98
+00:07:37,570 --> 00:07:39,850
+service على closed
+
+99
+00:07:48,800 --> 00:07:52,060
+طبعا هذا هو بالنسباله ال service integral نجي لل
+
+100
+00:07:52,060 --> 00:07:54,820
+volume integral volume ماله احنا قلنا DV ماله
+
+101
+00:07:54,820 --> 00:07:58,140
+scalar يعني مافيش فيها dot ال product ولا cross
+
+102
+00:07:58,140 --> 00:08:02,340
+product DV scalar هذا ال dot هنلاحظها فقط في ال
+
+103
+00:08:02,340 --> 00:08:07,800
+line integral و في ال surface integral لكن
+
+104
+00:08:07,800 --> 00:08:10,700
+ال volume integral DV احنا اتفقدها من محاضرة
+
+105
+00:08:10,700 --> 00:08:14,640
+الماضية انها scalar فزم حيكون اندي مثلا ال volume
+
+106
+00:08:14,640 --> 00:08:18,770
+integral هو غضب integral على ال volumeمثلًا scalar
+
+107
+00:08:18,770 --> 00:08:27,290
+ρو V في DD هذا متنصب لـ scalar field زي الوفعي و
+
+108
+00:08:27,290 --> 00:08:33,750
+سنحكي عن الفيلز ال volume integral of a scalar ρو
+
+109
+00:08:33,750 --> 00:08:37,650
+V على ال volume V هي هذا الintegral او V رو V
+
+110
+00:08:37,650 --> 00:08:43,570
+مثلًا على طول هذه الفقطة اللي بحكي عنها انها
+
+111
+00:08:43,570 --> 00:08:48,130
+الانتيجرة لوثبت الانتيجرة وال volumeلو كنتي برقص
+
+112
+00:08:48,130 --> 00:08:53,770
+مضيق دي مثلا روحي دي خدمية هذا ال line هذا ال
+
+113
+00:08:53,770 --> 00:09:02,830
+surface هذا ال ball ناخد
+
+114
+00:09:02,830 --> 00:09:10,490
+أمثلة المثل أمامنا ball نائق تالي دول عندى field F
+
+115
+00:09:10,490 --> 00:09:15,290
+vector field اللي له three components في ال X و Y
+
+116
+00:09:15,290 --> 00:09:15,770
+و Z
+
+117
+00:09:22,100 --> 00:09:25,280
+بنحسب الـcirculation نحنا إيش الcirculation معناه
+
+118
+00:09:25,280 --> 00:09:31,640
+line integral curve contour line circulation of f
+
+119
+00:09:31,640 --> 00:09:36,900
+around closed path بده مصار مغلق اللي هو موضح
+
+120
+00:09:36,900 --> 00:09:41,150
+اللياة في الرسم اللي هو بده من نقطة واحدةأو يعني
+
+121
+00:09:41,150 --> 00:09:44,170
+هذه واحدة هي الطول هذا يعني من نقطة high إلى ال x
+
+122
+00:09:44,170 --> 00:09:47,530
+-axis على ال bus واحد ال bus تاني ال bus ثانية ال
+
+123
+00:09:47,530 --> 00:09:50,430
+bus أربعة ورجع نقطة نقطة نفس النقطة إذا هو a
+
+124
+00:09:50,430 --> 00:09:54,170
+closed bus طبعا كيف أول حاجة بدنا نعملها ده ال
+
+125
+00:09:54,170 --> 00:09:56,610
+integer طبعا هو مطلوب بالنيه closed bus يعني
+
+126
+00:09:56,610 --> 00:10:03,430
+هستخدم نيه اللي هي عيب closed bus closed bus لل
+
+127
+00:10:03,430 --> 00:10:10,010
+field up dot dl عيبفي حد بيحب يطلع عليه يحل على
+
+128
+00:10:10,010 --> 00:10:17,830
+الصدورة و أنا أساعده؟ عامحه؟ بسيط، ممتاز، اطلعي
+
+129
+00:10:17,830 --> 00:10:22,430
+لنا، مش مشكلة، أنا هساعدكم ده، أنا محدش لحالي، مش
+
+130
+00:10:22,430 --> 00:10:28,370
+مشكلة اذا احنا بنا ال line integral، اللي هو ال
+
+131
+00:10:28,370 --> 00:10:31,430
+closed line integral، ال closed integral، ال
+
+132
+00:10:31,430 --> 00:10:32,750
+closed، لمن؟ لأ
+
+133
+00:10:39,610 --> 00:10:53,710
+انتقل على ال bus الاول انتظر انتظر
+
+134
+00:10:53,710 --> 00:10:57,750
+انتظر انتظر انتظر انتظر انتظر
+
+135
+00:11:10,090 --> 00:11:15,090
+عشان أعمل close boss لازم أجمع ال integral كله بدأ
+
+136
+00:11:15,090 --> 00:11:17,210
+ال integral على أول ثم ال integral على التاني ثم
+
+137
+00:11:17,210 --> 00:11:19,550
+ال integral على تالته ثم ال integral على الرابعه
+
+138
+00:11:19,550 --> 00:11:24,590
+كل boss بقدرس إيش قيمة F وإيش قيمة DF نبدأ بال
+
+139
+00:11:24,590 --> 00:11:27,790
+boss الأول يعني نعمل ال integral على واحد
+
+140
+00:11:36,630 --> 00:11:39,510
+متذكرين احنا تفعل المحاضر الماضي انا بتطلع بشوف في
+
+141
+00:11:39,510 --> 00:11:47,450
+هذا ال bus مين بتغير فيه؟ قداش كيمة Y هنا؟ كتش
+
+142
+00:11:47,450 --> 00:11:50,710
+كيمة
+
+143
+00:11:50,710 --> 00:11:56,310
+Y هنا؟0 طب و Z قدش قيمتها؟ مين متغير هنا؟ مين
+
+144
+00:11:56,310 --> 00:12:02,010
+بتغير I؟ ال X بتغير من واحد لصفر ال X عارف تتغير
+
+145
+00:12:02,010 --> 00:12:06,070
+من واحد لصفر لذا هنا المتغير واحد مين D L يعني لو
+
+146
+00:12:06,070 --> 00:12:10,810
+احنا كتبنا ال D L بشكل عام فيه ال D L؟ D Alpha ال
+
+147
+00:12:10,810 --> 00:12:19,510
+Cartesian تساوي DX X hat زائد DY Y hat زائد DZ Z
+
+148
+00:12:19,510 --> 00:12:23,850
+hatزى الـ z أصلا صفر تتغيره شون و ال y تتغيره شون
+
+149
+00:12:23,850 --> 00:12:27,370
+هيبقى لعيننا dx except إذا ال dl هنا إحنا عارفينها
+
+150
+00:12:27,370 --> 00:12:33,850
+ال dl إيه هو ال partialings dl إيش بيساوي dx
+
+151
+00:12:33,850 --> 00:12:39,630
+except هاي ال bus الأولاني أبقى F لو طلعنا F ليه
+
+152
+00:12:39,630 --> 00:12:44,110
+هيكملها؟ إحنا عاملة بنقول إن ال z صفر و ال y صفر
+
+153
+00:12:44,110 --> 00:12:47,510
+إذا مين ضمن ال F؟ إذا أنا على ال bus الأولاني F و
+
+154
+00:12:47,510 --> 00:12:53,340
+تكملنا من ال Fعلى جانب السلسفة الأولى F بالبعص
+
+155
+00:12:53,340 --> 00:12:58,360
+الأولانى بيكون X تربيع X hat لأننا لدينا X تربيع X
+
+156
+00:12:58,360 --> 00:13:01,340
+hat بيكون على جانبي نفسى لأننا لدينا Y في هذا
+
+157
+00:13:01,340 --> 00:13:07,340
+البعص بتسوء Zero وY بتسوء Zero وY بتسوء Zero وZ
+
+158
+00:13:07,340 --> 00:13:12,120
+بتسوء Zero فإيش طبيعى هتكون Zero وY Zero معين؟ إذا
+
+159
+00:13:12,120 --> 00:13:17,180
+نأخدوا ال DL إيش هتكون X تربيع Antigual على واحد
+
+160
+00:13:17,180 --> 00:13:25,090
+واحدة Zero واحدة Zeroمن يمين X تربيع في DX من واحد
+
+161
+00:13:25,090 --> 00:13:33,750
+لسا ساوية من واحد لسا ساوية من واحد لسا ساوية من
+
+162
+00:13:33,750 --> 00:13:35,490
+واحد لسا ساوية من واحد لسا ساوية من واحد لسا ساوية
+
+163
+00:13:35,490 --> 00:13:35,810
+من واحد لسا ساوية من واحد لسا ساوية من واحد لسا
+
+164
+00:13:35,810 --> 00:13:36,490
+ساوية من واحد لسا ساوية من واحد لسا ساوية من واحد
+
+165
+00:13:36,490 --> 00:13:36,590
+لسا ساوية من واحد لسا ساوية من واحد لسا ساوية من
+
+166
+00:13:36,590 --> 00:13:38,150
+واحد لسا ساوية من واحد لسا ساوية من واحد لسا ساوية
+
+167
+00:13:38,150 --> 00:13:45,050
+من واحد لسا ساوية من واحد لسا ساوية من واحد لسا
+
+168
+00:13:45,050 --> 00:13:53,390
+ساوية من واحد لسا ساوية من واحدحد بده يجرب إسرارة
+
+169
+00:13:53,390 --> 00:13:58,190
+ال integration
+
+170
+00:13:58,190 --> 00:14:11,110
+التاني طبعا عليها خليها تكون DL أو Y دي وي
+
+171
+00:14:11,110 --> 00:14:15,950
+وي هت على هذا ال axis X صفر و Z صفر المتعير فقط
+
+172
+00:14:15,950 --> 00:14:18,230
+اللي هو Y بروح من Zero لواحد
+
+173
+00:14:21,320 --> 00:14:27,800
+فانتجر على الباص التاني الو F.DL هنقول ايش كيمة F
+
+174
+00:14:27,800 --> 00:14:33,140
+F ايش اللي انا سفر ال X سفر و ال Z سفر يعني الترم
+
+175
+00:14:33,140 --> 00:14:35,140
+الأول بروحها السفر و الترم الثاني بروحها السمين
+
+176
+00:14:35,140 --> 00:14:39,620
+بظهر لنا minus minus
+
+177
+00:14:39,620 --> 00:14:47,040
+Y تربيع Z hat ممتازة و DL ايش بها تساوي اكتب لنا
+
+178
+00:14:47,040 --> 00:14:47,580
+DL
+
+179
+00:14:51,630 --> 00:14:56,570
+D Y Y hat ايش ال dot product لهم على طول معايا
+
+180
+00:14:56,570 --> 00:14:59,430
+احكوا كلكم dot product ل F dot D F ماتحكيش في
+
+181
+00:14:59,430 --> 00:15:03,930
+أسرارك dot product ايش بيساوي ايش بيساوي احكوا في
+
+182
+00:15:03,930 --> 00:15:08,730
+حد جاوب صح zero dot product zero احنا Z hat dot Y
+
+183
+00:15:08,730 --> 00:15:14,850
+hat ده ايش بيساويx hat dot x hat واحد y hat dot y
+
+184
+00:15:14,850 --> 00:15:18,650
+hat واحد z hat dot z hat واحد اي dot product بين x
+
+185
+00:15:18,650 --> 00:15:22,310
+hat و y hat و y hat مع z hat كلهم هدولوا مع بعض
+
+186
+00:15:22,310 --> 00:15:25,590
+situation of the perpendicular of the x axis 90
+
+187
+00:15:25,590 --> 00:15:29,370
+درجة هيكون مجموعة الأول في التاني في الزهر اللي
+
+188
+00:15:29,370 --> 00:15:35,190
+بينهم جتر وزهر بينهم جتر و تسعين صفر اذا هدرقش ال
+
+189
+00:15:35,190 --> 00:15:39,550
+bus تبعه على الرأس اللي بيساوي صفر ممتاز فى حد جرب
+
+190
+00:15:39,550 --> 00:15:40,470
+ال bus التالت
+
+191
+00:15:43,020 --> 00:15:47,460
+هل حانت تجرب ال buff التالت؟
+
+192
+00:15:47,460 --> 00:15:55,180
+هل حانت تجربه؟ يللا نبدأ ال buff التالت بدنا ال
+
+193
+00:15:55,180 --> 00:15:58,520
+element ال element هنا ناله مين اللي ثابت في طول
+
+194
+00:15:58,520 --> 00:16:05,800
+هذا الطول؟ تمام ممتاز مين مضايق؟ او z اذا دي ال
+
+195
+00:16:05,800 --> 00:16:11,150
+ايش بيحن نساوي؟ ممتاز احنا دي اليقل بها تساوي dx x
+
+196
+00:16:11,150 --> 00:16:16,270
+hat زي dy y hat لأن ال y ثابت على هذا ال surface
+
+197
+00:16:16,270 --> 00:16:21,190
+من المفاعل ال y ثابت على قيمة واحد لكن ال x وزي ما
+
+198
+00:16:21,190 --> 00:16:25,570
+هم متغيرين طب قبل ايش هي تكون قيمتها ان ال y قدش
+
+199
+00:16:25,570 --> 00:16:29,930
+قيمتها فلل surface واحد طول واقع واحد فاحنا بس
+
+200
+00:16:29,930 --> 00:16:33,490
+اللي بيقولوا انه معروف ليه هو واحد بس هي طب تقف
+
+201
+00:16:42,450 --> 00:16:48,190
+DZDXDZ DX DX
+
+202
+00:16:48,190 --> 00:16:56,330
+DX DX DX DX DX DX DX DX DX DX
+
+203
+00:16:56,330 --> 00:16:57,530
+DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX
+
+204
+00:16:57,530 --> 00:16:57,910
+DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX DX
+
+205
+00:16:57,910 --> 00:16:59,070
+DX DX
+
+206
+00:17:23,380 --> 00:17:28,120
+بعدين الـ dy مش إلها y hat هتروحها السفر هتتقبل دي
+
+207
+00:17:28,120 --> 00:17:30,000
+minus d z
+
+208
+00:17:32,750 --> 00:17:35,630
+هذه dot ال product تبعها second dot مع X هتكون
+
+209
+00:17:35,630 --> 00:17:40,610
+zero dot مع Z هتكون zero لكن هيكون في عندي X dot X
+
+210
+00:17:40,610 --> 00:17:43,910
+هيكون في عندي X تبعي عندي X و في عندي Z dot Z
+
+211
+00:17:43,910 --> 00:17:47,570
+هيكون minus و هي زي نقطة 6000 اذا نعمل ال
+
+212
+00:17:47,570 --> 00:17:52,850
+integration على ال path تبعنا اللي هو F dot PL
+
+213
+00:17:52,850 --> 00:17:57,130
+بسبب ما اعمله في حاجة مهمة انا بدى الاحظها انه على
+
+214
+00:17:57,130 --> 00:18:01,530
+طول هذا المصال هيكون X و Z ممتساويينهو ده استغل
+
+215
+00:18:01,530 --> 00:18:05,290
+هذه الحاجة اقول ان X بتساوي Z يعني معناه DX اش
+
+216
+00:18:05,290 --> 00:18:09,130
+بتساوي DZ هو ده استغل هذا الاشي هنا يعني انا اقول
+
+217
+00:18:09,130 --> 00:18:14,410
+بس بمين DX بده DZ فخلنا نحط ان X على طول هذا
+
+218
+00:18:14,410 --> 00:18:22,910
+المصار بتساوي Z اذا DX بتساوي DZ اذا DX بتساوي DZ
+
+219
+00:18:22,910 --> 00:18:28,750
+فهيكون ال Integral هيكون
+
+220
+00:18:28,750 --> 00:18:37,110
+التكامليكون X تربية DX X hat DX X hat مافيش X hat
+
+221
+00:18:37,110 --> 00:18:40,190
+لان احنا ضبط بيحنا بتاسع سكيلة مش ممكن يال X hat
+
+222
+00:18:40,190 --> 00:18:42,890
+ضبط بيها مش ممكن يال X hat ضبط بيها مش ممكن يال X
+
+223
+00:18:42,890 --> 00:18:43,630
+hat ضبط بيها مش ممكن يال X hat ضبط بيها مش ممكن
+
+224
+00:18:43,630 --> 00:18:43,710
+يال X hat ضبط بيها مش ممكن يال X hat ضبط بيها مش
+
+225
+00:18:43,710 --> 00:18:43,750
+ممكن يال X hat ضبط بيها مش ممكن يال X hat ضبط بيها
+
+226
+00:18:43,750 --> 00:18:44,170
+مش ممكن يال X hat ضبط بيها مش ممكن يال X hat ضبط
+
+227
+00:18:44,170 --> 00:18:45,050
+بيها مش ممكن يال X hat ضبط بيها مش ممكن يال X hat
+
+228
+00:18:45,050 --> 00:18:51,970
+ضبط بيها مش ممكن يال X hat ضبط بيها مش ممكن يال X
+
+229
+00:18:51,970 --> 00:18:58,290
+hat ضبط بيها مش ممكن
+
+230
+00:18:58,290 --> 00:19:04,020
+يال Xل X تربية مانوس واحد DX يوم بتروح ال DX في
+
+231
+00:19:04,020 --> 00:19:11,820
+هالحالة ال DX بتروح من واحد صح من واحد من زيرو ل
+
+232
+00:19:11,820 --> 00:19:20,480
+واحد من زيرو ل واحد من زيرو ل واحد الكم هتزاوي X
+
+233
+00:19:20,480 --> 00:19:25,700
+كيوب على ثلاثة كمية من
+
+234
+00:19:25,700 --> 00:19:26,860
+زيرو ل واحد
+
+235
+00:19:29,490 --> 00:19:33,810
+-XE من 0 إلى 1 هيكون ثلث من ثلث من ثلث من ثلث من
+
+236
+00:19:33,810 --> 00:19:37,210
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+237
+00:19:37,210 --> 00:19:38,410
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+238
+00:19:38,410 --> 00:19:43,030
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+239
+00:19:43,030 --> 00:19:44,750
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+240
+00:19:44,750 --> 00:19:49,230
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+241
+00:19:49,230 --> 00:19:49,610
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+242
+00:19:49,610 --> 00:19:55,030
+ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من ثلث من
+
+243
+00:19:55,030 --> 00:19:56,430
+ثلث
+
+244
+00:20:19,680 --> 00:20:24,740
+مين اللي سابت هنا مين سابت على هذا ال surface اكس
+
+245
+00:20:24,740 --> 00:20:26,460
+اكس اكس اكس اكس اكس اكس اكس اكس اكس اكس اكس اكس
+
+246
+00:20:26,460 --> 00:20:32,400
+اكس اكس اكس اكس اكس اكس اكس اكس اكس
+
+247
+00:20:33,530 --> 00:20:38,090
+خلّيني أقولها، إذا نسينا معاكين DL DL في هذا البعض
+
+248
+00:20:38,090 --> 00:20:45,210
+هي عبارة عن DX X hat دي Y Y hat زائد DZ Z hat
+
+249
+00:20:45,210 --> 00:20:51,070
+وعندنا F، إيش كيمة X فيها تقطع ال contour؟ هيكون
+
+250
+00:20:51,070 --> 00:20:56,570
+واحد، فخلّيني أضع F F بتاعة ثانوية X hat
+
+251
+00:21:01,790 --> 00:21:11,130
+-z y hat-y تلبية z hat بدنا ندبت ال product بينهم
+
+252
+00:21:11,130 --> 00:21:16,470
+F dot dl F
+
+253
+00:21:16,470 --> 00:21:22,530
+dot dl لإن ال x hat هتكون ستبقى x hat و y zero و x
+
+254
+00:21:22,530 --> 00:21:25,890
+hat و z hat zero لكن عندي component y hat y hat
+
+255
+00:21:25,890 --> 00:21:35,930
+هتكون-z dyعندي minus y تربية dy minus y تربية dz
+
+256
+00:21:35,930 --> 00:21:39,510
+نفس الحاجة هلاحظ ان ال y و ال z على هذا الكمتون
+
+257
+00:21:39,510 --> 00:21:43,450
+معناه متساوى و ال y بتساوي ال z إذا دي y بتساوي دي
+
+258
+00:21:43,450 --> 00:21:48,490
+z y تساوي ال z إذا دي y بتساوي دي z وهي إيش هتساوي
+
+259
+00:21:48,490 --> 00:21:59,980
+minus y dy minus y تربية dy يعني هتكون التكاملمن
+
+260
+00:21:59,980 --> 00:22:04,720
+اولى وين ال Y بتروح من اولى وين ال Y هتروح ال Y
+
+261
+00:22:04,720 --> 00:22:09,200
+هنا لقداش كمية ال Y عند هدفت النقطة كمية كمية هنا
+
+262
+00:22:09,200 --> 00:22:18,260
+واحد لزيرو اذا من واحد لزيرو ل minus Y dy minus Y
+
+263
+00:22:18,260 --> 00:22:26,180
+تربيع dy هسة minus Y تربيع على اثنين من واحد لستر
+
+264
+00:22:26,180 --> 00:22:29,300
+minus Y تربيع
+
+265
+00:22:34,190 --> 00:22:38,390
+الحالة الأولى ستكون plus نص والحالة الثانية plus
+
+266
+00:22:38,390 --> 00:22:43,190
+طول وهي كذا نكون حصلنا على الأربع باص اسم عليها
+
+267
+00:22:43,190 --> 00:22:44,290
+اللي أجمعهم مع بعض
+
+268
+00:22:47,900 --> 00:22:51,160
+في اي صعوبة لحد هنا؟ يعني احنا كل ما بنعمله لما
+
+269
+00:22:51,160 --> 00:22:53,800
+نجنا من ال boss integral او ال control integral
+
+270
+00:22:53,800 --> 00:22:57,060
+بروحه انا محددة اللي هو mean dl ال differential
+
+271
+00:22:57,060 --> 00:23:00,820
+links في هالحالة ابسط حالة هي mean ال Cartesian
+
+272
+00:23:00,820 --> 00:23:03,640
+اللي احنا متعودين عليه في ال cylindrical نفس الاشي
+
+273
+00:23:03,640 --> 00:23:07,860
+هنحدد ال control اللي بعمل عليه او ال باق ال dl ال
+
+274
+00:23:07,860 --> 00:23:10,440
+vector بكون موجود عندى و بعمل ال integration
+
+275
+00:23:24,790 --> 00:23:27,590
+نفس الفكرة لو كان عندي إيه اللي هو cylindrical
+
+276
+00:23:27,590 --> 00:23:29,630
+coordinate نحله مع بعض ولا نمشي
+
+277
+00:23:34,800 --> 00:23:38,380
+على أرضنا انت شايفين في عندنا contour بس هدف مين
+
+278
+00:23:38,380 --> 00:23:41,180
+في ال cylindrical coordinates بيعطينا قيمة رو
+
+279
+00:23:41,180 --> 00:23:46,660
+بتروح من 0 ل 2 فاي بتروح من 0 ل 60 و زي طبعا زيرو
+
+280
+00:23:46,660 --> 00:23:50,740
+لإن احنا في ال XY plane ومطلوب منها اننا نحسب ال
+
+281
+00:23:50,740 --> 00:23:52,960
+circulation لما نقول ال circulation مش معناه
+
+282
+00:23:52,960 --> 00:23:57,340
+closed path يعني نبدأ من السفر و نرجع لزيرو طب هنا
+
+283
+00:23:57,340 --> 00:24:02,980
+أحد بيقوللي إيش ال DL هنا؟DL DX ممتاز هنا او ال D
+
+284
+00:24:02,980 --> 00:24:05,220
+rho في الحلقة اللي ميلها بس ال D rho بتساوي بال
+
+285
+00:24:05,220 --> 00:24:09,140
+تمام DX هي في ال cylindrical coordinate هي D rho
+
+286
+00:24:09,140 --> 00:24:14,100
+rho hat عندها الفعيش بتساوي Zero فزي ما عملنا Phi
+
+287
+00:24:14,100 --> 00:24:16,900
+بتساوي Zero بنعوض عن Phi بتساوي Zero في هذا البعض
+
+288
+00:24:16,900 --> 00:24:23,680
+لل A وعندي اللي هو DL عبارة عن D rho rho hat واضح؟
+
+289
+00:24:24,190 --> 00:24:27,470
+لازم أكون عارفة قيمة الـ5 وإلا مش هقدر أحلها، إذا
+
+290
+00:24:27,470 --> 00:24:30,810
+ال integration هنا هيكون على d rho من 0 ل2، بس
+
+291
+00:24:30,810 --> 00:24:36,320
+عشان هي d rho بتسوى dx، مش معناه إن 5 تسوى 0لأن هي
+
+292
+00:24:36,320 --> 00:24:40,120
+الـPhi ما بين الـRow و الـX لما تنطق على الـX
+
+293
+00:24:40,120 --> 00:24:44,000
+الـPhi بتكون Zero لما تروح لأ الـY بتكون Phi على
+
+294
+00:24:44,000 --> 00:24:47,520
+اتنين فهي الحلقة بس مافينا وجه يعني مافينا جزء منه
+
+295
+00:24:47,520 --> 00:24:52,240
+اللي هي ما بين الـ0 و الـ60 فهي الـX Axis وهي اللي
+
+296
+00:24:52,240 --> 00:24:57,940
+هو ال element تبعنا ما بين الـ0 و الـ60 طبعا؟ طيب
+
+297
+00:24:57,940 --> 00:25:03,840
+فعلى هذا الباص إيش هتكون DRaw DRالـ DL من فاسفة
+
+298
+00:25:03,840 --> 00:25:08,540
+الـ DL مفروض دي رو رو هات، بس إيش هيكون عندي؟ الفا
+
+299
+00:25:08,540 --> 00:25:15,200
+ساعتها ستين، لكن هنا إيش هتكون؟ رو دي فاي فاي هات،
+
+300
+00:25:15,200 --> 00:25:18,680
+يعني بتقولنا لو أخدنا ال element الـ DL، إيش هيكون
+
+301
+00:25:18,680 --> 00:25:24,880
+المقابل للتغيير في D؟ فاي إنتوا مش داحسين أه؟
+
+302
+00:25:39,940 --> 00:25:44,200
+طبعا روحنا بالكون سالتة اللى هى قبلتها اتنين هم
+
+303
+00:25:44,200 --> 00:25:47,080
+عوض عنها اذا نفس ال procedure اللى طبقناها فى
+
+304
+00:25:47,080 --> 00:25:50,440
+partition coordinate اللى طبقها حتى لو كنا فى
+
+305
+00:25:50,440 --> 00:25:53,660
+cylindrical coordinate او في spherical coordinate
+
+306
+00:25:53,660 --> 00:25:58,940
+فى اي سؤال تتغلبوا ان كل حد اللى قاعد تجيبه ال DL
+
+307
+00:25:58,940 --> 00:25:59,540
+او ال
+
+308
+00:26:03,180 --> 00:26:09,040
+هي جلاء الدل ال operator الدل ال operator الدل هي
+
+309
+00:26:09,040 --> 00:26:12,260
+ال delta مشقلة يعني انت بتاعت دايما الدلتك اتشكلها
+
+310
+00:26:12,260 --> 00:26:15,600
+رمض
+
+311
+00:26:15,600 --> 00:26:25,740
+دلتا تحطيه في وياضياتك هم تبتدلوا صح؟ دل
+
+312
+00:26:25,740 --> 00:26:30,900
+الدل
+
+313
+00:26:30,900 --> 00:26:35,170
+هو المشقلة تبع الدلتعشان تتذكروا هذا بس ابدلوا
+
+314
+00:26:35,170 --> 00:26:38,210
+بهذا الشكل في ال Cartesian coordinate هو عبارة عن
+
+315
+00:26:38,210 --> 00:26:41,210
+differential operator يعني احنا بس أخدنا مثلا
+
+316
+00:26:41,210 --> 00:26:45,270
+تفاضهم بنقول d by dx ال differential يعني ماقلناش
+
+317
+00:26:45,270 --> 00:26:48,530
+أخدناها ك vector او d by dy يعني بتاخد ال
+
+318
+00:26:48,530 --> 00:26:53,010
+differential عيني ال function x,
+
+319
+00:26:53,350 --> 00:26:58,570
+y, z عشان أقول بقى أخد بس أحدنا يا d by dx يا d by
+
+320
+00:26:58,570 --> 00:27:02,610
+dy ده ال function هذا لإن ال function في x, y, zأو
+
+321
+00:27:02,610 --> 00:27:07,670
+باخد اللي هو D by DZ لهذا الـ Cartesian الـ del
+
+322
+00:27:07,670 --> 00:27:13,270
+operator هو vector مش scalar و بساوي ال Cartesian
+
+323
+00:27:13,270 --> 00:27:19,930
+coordinate D by DX X hat زي D by DY U hat زي D by
+
+324
+00:27:19,930 --> 00:27:25,150
+DZ Z hat هذا
+
+325
+00:27:25,150 --> 00:27:29,170
+ال del operator ممكن يجيب لي gradient أو scalar،
+
+326
+00:27:29,170 --> 00:27:33,480
+vectorV لو كان عندي ال vector V بيقول ال gradient
+
+327
+00:27:33,480 --> 00:27:39,720
+لما بقول دل أكتر دل أكتر لو كان Scalar او مثلا لو
+
+328
+00:27:39,720 --> 00:27:43,080
+كان عندي V بقول ال gradient دل أكتر دل أكتر دل
+
+329
+00:27:43,080 --> 00:27:44,600
+أكتر دل أكتر دل أكتر دل أكتر دل أكتر دل أكتر دل
+
+330
+00:27:44,600 --> 00:27:47,500
+أكتر دل أكتر دل أكتر دل أكتر دل أكتر دل أكتر دل
+
+331
+00:27:47,500 --> 00:27:48,220
+أكتر دل أكتر دل أكتر دل أكتر دل أكتر دل أكتر دل
+
+332
+00:27:48,220 --> 00:27:52,120
+أكتر دل أكتر دل أكتر دل أكتر دل أكتر دل أكتر دل
+
+333
+00:27:52,120 --> 00:27:59,910
+أكتر دل أكتر دل أكتر دل أكبما يكون الoperation تبع
+
+334
+00:27:59,910 --> 00:28:05,150
+تلك الارتكالة نسميه gradient of a field ال
+
+335
+00:28:05,150 --> 00:28:09,010
+diversion ل vector field لو كان vector field هيكون
+
+336
+00:28:09,010 --> 00:28:15,970
+تأثر في ال operator ممكن يكون ضد ال product لأنه
+
+337
+00:28:15,970 --> 00:28:19,210
+vector field يعني لو كان ال operation ضد ال
+
+338
+00:28:19,210 --> 00:28:23,110
+product بسميه divergence هذه العملية اسمها
+
+339
+00:28:23,110 --> 00:28:28,270
+divergence ال divergence ل vector Aلو كان cross
+
+340
+00:28:28,270 --> 00:28:33,170
+product او curl product نحن
+
+341
+00:28:33,170 --> 00:28:36,250
+نحفظها
+
+342
+00:28:36,250 --> 00:28:40,850
+يوم الصبحة يعني انا بقول اللي هي gradient لل field
+
+343
+00:28:40,850 --> 00:28:43,290
+معناه انا بحكي لما اقول gradient لل field بحكي ع
+
+344
+00:28:43,290 --> 00:28:46,870
+scalar field بحكي ب divergence ل field الناس بتعرف
+
+345
+00:28:46,870 --> 00:28:49,870
+اني بحكي ع vector field curl ال field بحكي ع
+
+346
+00:28:49,870 --> 00:28:57,240
+vector field ال class of a scalar Dهيكون هي دل
+
+347
+00:28:57,240 --> 00:29:10,920
+التربيه لبلاسين لسكيلر تير هو دل التربيه لبلاسين
+
+348
+00:29:10,920 --> 00:29:16,020
+لبلاسين فيه لليوم بيقولوها دل التربيه لإن هو دل
+
+349
+00:29:16,020 --> 00:29:21,900
+التربيه لبلاسين احنا
+
+350
+00:29:21,900 --> 00:29:28,120
+شفنا الدل تلالة ال XYZدلت الxy دلت الpartition
+
+351
+00:29:28,120 --> 00:29:34,520
+coordinates دي وي دي اكس اكسها زي دي وي ويها زي دي
+
+352
+00:29:34,520 --> 00:29:38,600
+وي دي زي اكسها طب ال cylindrical coordinates ده
+
+353
+00:29:38,600 --> 00:29:42,420
+كتبها دلت ال row و الفاية فالمعنى ان ال d by dx ده
+
+354
+00:29:42,420 --> 00:29:46,390
+كتبها دلت ال row و الفايةو الـ D by DZ تكون مضادة
+
+355
+00:29:46,390 --> 00:29:50,270
+رو و فاى و الـ DZ طبعا بتظل زى ما هي احنا قلنا فى
+
+356
+00:29:50,270 --> 00:29:51,770
+الـ cylindrical coordinate و ال Cartesian
+
+357
+00:29:51,770 --> 00:29:54,890
+coordinate زى ما هو مضاله مشترك اللى بتغير بدل ال
+
+358
+00:29:54,890 --> 00:29:58,830
+X و Y بيصيرين D رو و فاى فقمنا ببدأ لبنى ال D by
+
+359
+00:29:58,830 --> 00:30:03,090
+DX عشان أجيب ال D by DX مش بتستخدم ال chain rule
+
+360
+00:30:03,090 --> 00:30:11,870
+يعنى D by DX هدأجة من اين؟ D by D رو D رو by DX
+
+361
+00:30:13,120 --> 00:30:20,340
+زائر D by D Pi D Pi by D X احنا عارفين هاي
+
+362
+00:30:20,340 --> 00:30:24,360
+العلاقات شفناهم في محاضرات السابقة ان رو بساوية جت
+
+363
+00:30:24,360 --> 00:30:26,480
+تربيه على X تربيه على Y تربيه على Y تربيه على Y
+
+364
+00:30:26,480 --> 00:30:28,900
+تربيه على Y تربيه على Y تربيه على Y تربيه على X
+
+365
+00:30:28,900 --> 00:30:29,240
+تربيه على Y تربيه على Y تربيه على Y تربيه على Y
+
+366
+00:30:29,240 --> 00:30:29,300
+تربيه على Y تربيه على Y تربيه على Y تربيه على Y
+
+367
+00:30:29,300 --> 00:30:30,660
+تربيه على Y تربيه على Y تربيه على Y تربيه على Y
+
+368
+00:30:30,660 --> 00:30:36,660
+تربيه على Y تربيه على Y تربيه على Y تربيه على Y
+
+369
+00:30:36,660 --> 00:30:42,380
+تربيه على Y ترRaw سوى جزر تربيه ل X تربيه زي Y
+
+370
+00:30:42,380 --> 00:30:52,500
+تربيه V Raw by V X شو تسوى 2X نص 2X على جزر X
+
+371
+00:30:52,500 --> 00:30:57,520
+تربيه ل Y تربيه مش هتبعش قبل غلط مش هدي يعني معناه
+
+372
+00:30:57,520 --> 00:31:00,140
+انا مش عارف ان انتوا عارفين و انا مش عارفين سكين و
+
+373
+00:31:00,140 --> 00:31:00,540
+عارفون
+
+374
+00:31:03,840 --> 00:31:09,980
+مش هيك يعني نص اللي هي الان او اشتغال
+
+375
+00:31:09,980 --> 00:31:17,100
+تجارب الجزر و تجارب اتنين اكس على اتنين الجثت اكس
+
+376
+00:31:17,100 --> 00:31:20,760
+على جثت اكس ترمية زي ال Y ترمية هذا في رو بقى في
+
+377
+00:31:20,760 --> 00:31:25,100
+اكس لو بطلعنا احنا على ال five احنا ال five زاوية
+
+378
+00:31:25,100 --> 00:31:29,980
+و بقولنا ثالثة بقى همين ليه Y و X صح وهذا ال roll
+
+379
+00:31:29,980 --> 00:31:32,940
+هي جثة ترمية ل X ترمية زي Y ترمية اللي هي ال roll
+
+380
+00:31:33,640 --> 00:31:39,260
+حنا طلعنا عنا X على روه داني بالهاتف من X على روه
+
+381
+00:31:39,260 --> 00:31:45,960
+جيبتها من الزاوية اذا هي عبارة عن cosine of I طبعا
+
+382
+00:31:45,960 --> 00:31:52,900
+فنسيت ال V0 by VX بدأ أرجع لل VX طبعا خلصنا بتضابط
+
+383
+00:31:52,900 --> 00:31:57,440
+VMD by V0 فإذا لو عوضت عن V by VX هذا ال term
+
+384
+00:31:57,440 --> 00:32:02,670
+عبارة عن مين؟ Cosine of I واضح كيف أجت؟نفس الحاجة
+
+385
+00:32:02,670 --> 00:32:05,630
+لهذه الجزئية دي five by دي اكس عاملكم اياها ولا
+
+386
+00:32:05,630 --> 00:32:11,890
+صارت واضحة اعملها خلاص تحط اذا ان هذا هو كيف احصل
+
+387
+00:32:11,890 --> 00:32:18,590
+على ال دي five by دي اكس عشان
+
+388
+00:32:18,590 --> 00:32:22,970
+اقل من اللي هو ال Cartesian للسيليندركال تاني نفس
+
+389
+00:32:22,970 --> 00:32:26,210
+الحاجة لل دي by دي واي نفس الخطوات اللي عملناها
+
+390
+00:32:26,210 --> 00:32:30,190
+باخد ال chain rule يعني هي تساوي دي دي واي دي رو
+
+391
+00:32:32,200 --> 00:32:40,940
+وهذه الجزئية بيجيب هدول الترمات و تطلع معايا علاقة
+
+392
+00:32:40,940 --> 00:32:45,780
+D by Dy بالنسبة للترمات ووصل D by Zero to D by Z
+
+393
+00:32:45,780 --> 00:32:52,100
+طبعا D by DZ يشملها D by DZ ويظهرها زي ما هي اذا
+
+394
+00:32:52,100 --> 00:32:57,560
+ندل ال operator مش هيكون بس ال cylindrical
+
+395
+00:32:57,560 --> 00:33:03,230
+coordinateدي باي دي رورو هات واحد على رورو دي باى
+
+396
+00:33:03,230 --> 00:33:06,950
+دي باى باى هات دي باى بيهات دي باى بيهات دي باى
+
+397
+00:33:06,950 --> 00:33:14,830
+بيهات دي باى بيهات دي باى بيهات
+
+398
+00:33:16,310 --> 00:33:19,270
+نفس الحاجة بقدر اعملها عشان احصل على اد ال
+
+399
+00:33:19,270 --> 00:33:23,210
+operator في ال spherical coordinate ان احنا علاقة
+
+400
+00:33:23,210 --> 00:33:29,250
+من r وθ وف وxyz معارضة انها جزر تربيع لx تربيع زي
+
+401
+00:33:29,250 --> 00:33:33,750
+y تربيع زي z تربيع ثم θ هي جزر تربيع لx تربيع زي y
+
+402
+00:33:33,750 --> 00:33:38,400
+تربيع زي z ثم فهي y على xإذا استخدمنا الـ chain
+
+403
+00:33:38,400 --> 00:33:42,000
+rule فبطلع معنا المقادير اللي أمامنا و بقدر أجيب
+
+404
+00:33:42,000 --> 00:33:48,260
+الموضّل ال operator هي بقرا روح Rها d by dr زائد θ
+
+405
+00:33:48,260 --> 00:33:54,320
+hat 1 على R d by d θ زائد φ hat 1 على R sin θ d by
+
+406
+00:33:54,320 --> 00:33:55,760
+dr واضح؟
+
+407
+00:34:01,600 --> 00:34:04,400
+gradient of scalar احنا قولنا لما يكون ال
+
+408
+00:34:04,400 --> 00:34:07,880
+operation للدل على scalar هيسميه gradient ال
+
+409
+00:34:07,880 --> 00:34:12,160
+gradient لل scalar فيه ده اسوأ اكتر في ولا في ولا
+
+410
+00:34:12,160 --> 00:34:15,540
+اكتر مهم لما اقول gradient بكون بحكي على scalar
+
+411
+00:34:17,870 --> 00:34:22,090
+issue يعني represent both the magnitude and
+
+412
+00:34:22,090 --> 00:34:26,230
+direction of a maximum space rate of increase of v
+
+413
+00:34:26,230 --> 00:34:30,870
+يعني ال gradient بتعطيني مقدار ال gradient of a
+
+414
+00:34:30,870 --> 00:34:36,310
+scalar field بتعطيني مقدار و اتجاه ال maximum rate
+
+415
+00:34:36,310 --> 00:34:41,230
+of change خلّيني أشوف إيش هذا بالرسمة أنا عندي هاي
+
+416
+00:34:41,230 --> 00:34:44,710
+ال control مثلاهذا ال control الأولاني وهذا ال
+
+417
+00:34:44,710 --> 00:34:48,110
+control التاني اللي يمثل اتجاه ال field وهذا ال
+
+418
+00:34:48,110 --> 00:34:52,830
+control التالف هذا الاتجاه اللي هو ال gradient عند
+
+419
+00:34:52,830 --> 00:34:57,270
+هذه النقطة مثلا يمثل اتجاه ال maximum change في ال
+
+420
+00:34:57,270 --> 00:35:04,950
+field يعني مثلا V2 هي V1 V2 هي V1 زي WV V3 هي V2
+
+421
+00:35:04,950 --> 00:35:10,690
+زي WV ال gradient هو عبارة عن اتجاهه غالبا يكون
+
+422
+00:35:10,690 --> 00:35:17,760
+norm علىبس مثلي اتجاه ال maximum increase ال
+
+423
+00:35:17,760 --> 00:35:22,420
+maximum increase ل ال scalar field V يعطينا
+
+424
+00:35:22,420 --> 00:35:26,400
+المقدار والاتجاه اذا ال gradient بيكون دايما عمودي
+
+425
+00:35:26,400 --> 00:35:30,180
+على اتجاه ال bus او ال field اللي هو V3 احنا
+
+426
+00:35:30,180 --> 00:35:34,480
+هيتجاه ال V3 اللي هو ال control الأزرق فال
+
+427
+00:35:34,480 --> 00:35:37,920
+gradient تبع ال V هيكون عمودي عليه
+
+428
+00:35:43,870 --> 00:35:47,370
+لذن لو انا بدى اجيب ال maximum او بدى افسره بطريقة
+
+429
+00:35:47,370 --> 00:35:52,910
+mathematical هقول انه DV لو انا بدى اروح من مقطة V
+
+430
+00:35:52,910 --> 00:35:59,310
+مثلا V2 ل V3 او من V1 ل V2 من V1 ل V2 زى ما انتوا
+
+431
+00:35:59,310 --> 00:36:02,810
+شايفينها على ال control هذا هقول انه DV ايش التغير
+
+432
+00:36:02,810 --> 00:36:07,390
+في DV هتكون DV by DX X DX عادي هذا ال partial
+
+433
+00:36:07,390 --> 00:36:11,530
+differentiationDV هي function of X,Y,Z في الـ
+
+434
+00:36:11,530 --> 00:36:16,410
+space هيكون DV اللي هو التغير في ال field عبارة عن
+
+435
+00:36:16,410 --> 00:36:20,570
+DV بي DX DX هحطوا هذا ال partial لإن V هي function
+
+436
+00:36:20,570 --> 00:36:27,630
+of X,Y,Z زي ال DV بي DY DY زي ال DV بي DZ DZ هاي
+
+437
+00:36:27,630 --> 00:36:31,350
+DV اللي هي إيش باله تساوي هذا ال product product
+
+438
+00:36:31,350 --> 00:36:36,810
+مع مين DV بي DX doted لو أنا حطيتها X hat
+
+439
+00:37:04,630 --> 00:37:08,070
+DVYDZDVYDZDVYDZDVYDZDVYDZالـ line element dx أو
+
+440
+00:37:08,070 --> 00:37:11,510
+تعيير فيه اللي هو ال line dx x hat زي dy y hat زي
+
+441
+00:37:11,510 --> 00:37:15,450
+z hat لو
+
+442
+00:37:15,450 --> 00:37:20,330
+أخدنا هذا سميته g vector اللي هو dv by dx x hat زي
+
+443
+00:37:20,330 --> 00:37:26,290
+dv by dy y hat زي dv by z سميته g فهيكون عندي ال
+
+444
+00:37:26,290 --> 00:37:30,530
+dv هي عبارة عن g dot dl ليه اسمها تساوي g cosine
+
+445
+00:37:30,530 --> 00:37:36,300
+thetaيعني معناه dv by dl أيش بتساوي جي كساين ساتر
+
+446
+00:37:36,300 --> 00:37:39,520
+وهي
+
+447
+00:37:39,520 --> 00:37:45,100
+ال DL زى ما نشاهده في الرسمة ال DL هي ال
+
+448
+00:37:45,100 --> 00:37:48,400
+differential base ما بين ال P1 و P2
+
+449
+00:38:00,100 --> 00:38:03,780
+DL بتوضح ليش الـ differential التغير اللي حصل في
+
+450
+00:38:03,780 --> 00:38:10,260
+اتجاه ال field بين
+
+451
+00:38:10,260 --> 00:38:14,080
+ال نقطتين D1 وD2 و θ هي ال angle between G ال
+
+452
+00:38:14,080 --> 00:38:18,820
+vector هذا field و بين ال DLلو انا بدأ اخد ال
+
+453
+00:38:18,820 --> 00:38:23,140
+maximum يعني dv by dl بسوة g cos θ هذي بتكون وقتش
+
+454
+00:38:23,140 --> 00:38:28,060
+ال maximum بتاعتها لما تكون θ بتسوى zero dv by dl
+
+455
+00:38:28,060 --> 00:38:31,220
+بتكون maximum value لما θ تكون zero يعني ال V
+
+456
+00:38:31,220 --> 00:38:34,860
+التغير يكون في اتجاه الباص بالتمام اتنا في اتجاه
+
+457
+00:38:34,860 --> 00:38:39,500
+البقى مع بعض اذا θ بتسوى zero معناه انه dv by dl
+
+458
+00:38:39,500 --> 00:38:44,800
+ال maximum value هي dv by dl بتسوى g اذا g اللي
+
+459
+00:38:44,800 --> 00:38:51,860
+يمين جي نرجع لجي اللي عبارة عندل دي by دي اكس
+
+460
+00:38:51,860 --> 00:38:57,500
+اكسها دي by دي واي وايها دي by دي زي زيها لمين؟
+
+461
+00:38:57,500 --> 00:39:06,700
+للأسكال عارفين لمين الـG هي عبارة عن حملي
+
+462
+00:39:06,700 --> 00:39:09,100
+سلطن نشيه تجاه الماكسما
+
+463
+00:39:13,070 --> 00:39:17,510
+إذا بيكون هذه ال maximum عندما θ تبت سواء zero في
+
+464
+00:39:17,510 --> 00:39:20,990
+هذه الحالة احنا بنقول ان G هي بتمثلني اللي هو ال
+
+465
+00:39:20,990 --> 00:39:25,630
+gradient تمثلني ال maximum direction او maximum
+
+466
+00:39:25,630 --> 00:39:28,870
+rate of change ل V واضح ليش هي ال maximum change
+
+467
+00:39:28,870 --> 00:39:34,530
+فأمروا عقلكم إياها ولا بضحكأحنا قلناها ال field
+
+468
+00:39:34,530 --> 00:39:44,070
+كان عندنا مقطة V1 وكانت مقطة V2 وكانت مقطة
+
+469
+00:39:44,070 --> 00:39:44,630
+V2 وكانت مقطة V2 وكانت مقطة V2 وكانت مقطة V2 وكانت
+
+470
+00:39:44,630 --> 00:39:44,670
+وكانت مقطة V2 وكانت مقطة V2 وكانت مقطة V2 وكانت
+
+471
+00:39:44,670 --> 00:39:48,290
+مقطة V2 وكانت مقطة V2 وكانت
+
+472
+00:39:48,290 --> 00:39:50,430
+مقطة V2 وكانت مقطة V
+
+473
+00:40:01,510 --> 00:40:05,730
+Dv by dx x hat Dv by dy y hat Dv by dz z hat doted
+
+474
+00:40:05,730 --> 00:40:12,150
+مع dx x hat dy y hat dz z hat واضح؟ لو قلنا هذا
+
+475
+00:40:12,150 --> 00:40:15,270
+كله بتسمي G اللي هي من الـ G بتاعتنا ال vector هذا
+
+476
+00:40:15,270 --> 00:40:21,330
+vector G هو ال gradient لل V صح؟ ربطه؟ هي عبارة عن
+
+477
+00:40:21,330 --> 00:40:24,630
+D by dx x hat زي ال D by dy y hat زي ال D by dz
+
+478
+00:40:24,630 --> 00:40:28,570
+أكتر على مين على D بعد ال gradient V لو سميتها G
+
+479
+00:40:28,570 --> 00:40:36,360
+dotted اللي هي DLماذا ستكون دي ال دي ال دي ال دي
+
+480
+00:40:36,360 --> 00:40:43,000
+ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال
+
+481
+00:40:43,000 --> 00:40:46,460
+دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي
+
+482
+00:40:46,460 --> 00:40:47,160
+ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال
+
+483
+00:40:47,160 --> 00:40:47,820
+دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي
+
+484
+00:40:47,820 --> 00:40:49,880
+دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي ال دي
+
+485
+00:40:49,880 --> 00:40:51,400
+ال دي
+
+486
+00:41:04,480 --> 00:41:07,740
+عشان هيك احنا بيقول ال gradient هو بيعطيني maximum
+
+487
+00:41:07,740 --> 00:41:11,380
+rate of change ل V نقدارا و اتجاها
+
+488
+00:41:16,940 --> 00:41:22,180
+هذا المعنى ال grade V اللي هي ال G تبعنا هي عبارة
+
+489
+00:41:22,180 --> 00:41:28,640
+عن D by DX X hat DV by DY Y hat DV by Z Z hatفي
+
+490
+00:41:28,640 --> 00:41:31,220
+الـ Cartesian Coordinate في الـ cylindrical
+
+491
+00:41:31,220 --> 00:41:34,380
+coordinate هتكون dv by d rho rho hat 1 على rho d
+
+492
+00:41:34,380 --> 00:41:39,000
+by d phi phi hat ل V زي dv by d z z hat في ال
+
+493
+00:41:39,000 --> 00:41:43,980
+spherical coordinate هتكون dv by dr r hat زي 1 على
+
+494
+00:41:43,980 --> 00:41:48,780
+r dv by d theta theta hat زي 1 على r theta dv by d
+
+495
+00:41:48,780 --> 00:41:53,050
+phi phi hatكلهم احنا بنقدر نشتقهم من بعض زي ما
+
+496
+00:41:53,050 --> 00:41:58,050
+احنا عملنا بالنسبة للانتقال من ال Cartesian ل ال
+
+497
+00:41:58,050 --> 00:42:02,430
+spherical من ال Cartesian ل ال cylindrical نقدر
+
+498
+00:42:02,430 --> 00:42:05,170
+برضه نروح من ال cylindrical ل ال spherical المنتهى
+
+499
+00:42:05,170 --> 00:42:12,450
+بالوساطة بعض ال identities اللي سهل اني اسمتها
+
+500
+00:42:12,450 --> 00:42:18,640
+عندي دلالـ D زي الـ U طبعا لما أقول Gradient او
+
+501
+00:42:18,640 --> 00:42:21,940
+دلق طبعا انا بحكي على scalar كتير Gradient ده D زي
+
+502
+00:42:21,940 --> 00:42:25,980
+الـ U هو عبارة عن Gradient الـ D زي الـ Gradient
+
+503
+00:42:25,980 --> 00:42:34,820
+يعني اش لو كان عندي D انه بساوي some quantity X
+
+504
+00:42:34,820 --> 00:42:41,880
+مثلا و الـ U بساوي مثلا Y فهيكون D زي الـ U بساوي
+
+505
+00:42:41,880 --> 00:42:49,270
+X زي الـ Yلو أخد الدل تبعهم أو أخد الدل تبع الـD و
+
+506
+00:42:49,270 --> 00:42:52,710
+الدل تبع الـU يعني لو أخدت أنميصات بسيطة زي ذلك
+
+507
+00:42:52,710 --> 00:42:57,010
+لازم تتساوى من التلاشق يعني هل هيكون الدل تبعها
+
+508
+00:42:57,010 --> 00:43:04,330
+إيش هيكون الدل لـD ذا الـU هتساوى D by DX والـD by
+
+509
+00:43:04,330 --> 00:43:11,270
+DY هيكون تانية إيشها ذا الـY فهي D by DX لـD ذا
+
+510
+00:43:11,270 --> 00:43:17,100
+الـU إيشها ذا الـD by DYلأ ال V زي ال U ويها فعندى
+
+511
+00:43:17,100 --> 00:43:21,400
+الاعتمادية على X وY يبقى يدي Z حت 5.1 لك لو انا
+
+512
+00:43:21,400 --> 00:43:26,380
+اشتت عملت دل لل V شفتني برضه Xها لان V بقى يدي X
+
+513
+00:43:26,380 --> 00:43:31,980
+وYها ودل لل U هتكون Yها فالمجموع هم هيكون Xها زي
+
+514
+00:43:31,980 --> 00:43:36,700
+Yها فإذا كنت حاولت السهل اسبحت ان دل ال V زي ال U
+
+515
+00:43:36,700 --> 00:43:37,380
+تساوي
+
+516
+00:43:40,150 --> 00:43:43,410
+معنى اول لو جمعت ال functions كانت functions اكبر
+
+517
+00:43:43,410 --> 00:43:47,830
+من هك مثلا X تربيعي او Y تربيعي و عملت جمعتهم مع
+
+518
+00:43:47,830 --> 00:43:51,490
+بعض او حتلهم الدل او ان انا عملت الدل لكل واحد
+
+519
+00:43:51,490 --> 00:43:55,850
+لحال و جمعته لازم يقين نفس النتاج هنا عند الدل ال
+
+520
+00:43:55,850 --> 00:44:03,350
+U و V بالتمام زي تفاضل دي باي بي اكس لمثل اك واحد
+
+521
+00:44:03,350 --> 00:44:08,480
+او اك ثانى اول في تفاضل التانىزائد التاني في تفاضل
+
+522
+00:44:08,480 --> 00:44:12,880
+الأول نفس الحاجة بس الفرقية ان هاد صار Vector يعني
+
+523
+00:44:12,880 --> 00:44:16,340
+ببطل ال D by DX البسيط بس ببطل ال D by DX اكساد
+
+524
+00:44:16,340 --> 00:44:19,680
+مثلا في ال Cartesian D by DY Y hat D by BZ Z hat
+
+525
+00:44:19,680 --> 00:44:23,220
+هيكون عند الأول في تفاضل التاني او ال gradient
+
+526
+00:44:23,220 --> 00:44:27,160
+التاني في هاي الحالة صار ببطل زائد التاني في
+
+527
+00:44:27,160 --> 00:44:32,660
+gradient الأول نفس الحاجة في gradient V على U ماشي
+
+528
+00:44:32,660 --> 00:44:36,400
+احنا نقول D by DX مثلا او واحد على اتناشرفقام
+
+529
+00:44:36,400 --> 00:44:43,240
+تربيه BYDX F1 على F2 هنا مثلًا بنقول مربع المقام
+
+530
+00:44:43,240 --> 00:44:49,540
+F2 تربيه تفاضل الأول في التاني ليديني F1 مثلًا
+
+531
+00:44:49,540 --> 00:44:57,100
+BYDX في F2 ناقص الأول تفاضل التاني صح؟ نعم نعم نعم
+
+532
+00:44:57,100 --> 00:45:00,140
+نفس الفكرة للـgradient بس هنا أثرنا لـgradient
+
+533
+00:45:00,140 --> 00:45:05,670
+vector Gradient V على U هيكون U تربيهتفاضل الأولي
+
+534
+00:45:05,670 --> 00:45:11,670
+Gradient الأول في U minus ما هو V Gradient V نفس
+
+535
+00:45:11,670 --> 00:45:15,810
+الحاجة Gradient V لقوة N هتكون N V لقوة N minus
+
+536
+00:45:15,810 --> 00:45:21,110
+واحد Gradient V واضح قد التشابه بينه وبين اللي هو
+
+537
+00:45:21,110 --> 00:45:27,210
+ال scalar differentiation طبعا ال N هو انتجار مجرد
+
+538
+00:45:27,210 --> 00:45:27,690
+انتجار
+
+539
+00:45:30,530 --> 00:45:33,510
+أشهر سنتاتنيتشنا أن الـ magnitude of a gradient in
+
+540
+00:45:33,510 --> 00:45:36,210
+the scalar field هو بساوة maximum rate of change
+
+541
+00:45:36,210 --> 00:45:39,950
+in V per unit distance. A grad V points in the
+
+542
+00:45:39,950 --> 00:45:42,330
+direction of the maximum rate of change تعطينا
+
+543
+00:45:42,330 --> 00:45:45,010
+برضه الاتجاه يعني تعطينا المقدار ال magnitude
+
+544
+00:45:45,010 --> 00:45:48,250
+والاتجاهنحكي نهاية الجملة واحدة نحكي تالتة جملة
+
+545
+00:45:48,250 --> 00:45:51,830
+المجنتيوت بيعطينا ال maximum rate of change اتجاهه
+
+546
+00:45:51,830 --> 00:45:55,070
+بيعطينا اتجاه ال maximum rate of change ال grade V
+
+547
+00:45:55,070 --> 00:45:57,770
+at any point is perpendicular to constant V ال
+
+548
+00:45:57,770 --> 00:46:01,070
+constant V surface احنا قولنا دايما ال gradient
+
+549
+00:46:01,070 --> 00:46:04,130
+بيكون عمودي على ال surface بيعطينا ال maximum rate
+
+550
+00:46:04,130 --> 00:46:04,730
+of change
+
+551
+00:46:10,000 --> 00:46:13,940
+الـ projection تبع ال gradient ل V في أي اتجاه لل
+
+552
+00:46:13,940 --> 00:46:19,420
+unit vector هو del V dot A hat and is called the
+
+553
+00:46:19,420 --> 00:46:23,740
+directional derivative of V along X أو X hat أو A
+
+554
+00:46:23,740 --> 00:46:27,440
+hat يعني انا بدي ال derivative بتاعة اي field في
+
+555
+00:46:27,440 --> 00:46:31,160
+اتجاه معين اش بعمله dot product ال component بتاعة
+
+556
+00:46:31,160 --> 00:46:36,010
+ال differential او ال directionalدريفتيف لانها
+
+557
+00:46:36,010 --> 00:46:38,790
+directional لانها vector ال gradient لل field انا
+
+558
+00:46:38,790 --> 00:46:41,190
+بديه في تجاه معين فعمله dot product زي اي vector
+
+559
+00:46:41,190 --> 00:46:44,510
+مثلا بدي انا ال component بتاعة ال vector field A
+
+560
+00:46:44,510 --> 00:46:48,650
+فتجاه X فعمله A dot X hat فهي نفس الحاجة اذا انا
+
+561
+00:46:48,650 --> 00:46:52,070
+بدي مثلا ال directional derivative ل V في تجاه
+
+562
+00:46:52,070 --> 00:46:57,990
+معين ايش بعمل؟ باخد ال product ال dot product لل
+
+563
+00:46:57,990 --> 00:47:00,590
+gradient لهذا ال field مع ال direction اللي انا
+
+564
+00:47:00,590 --> 00:47:04,390
+بدي ال component بتاعتهاهذه بتعطينا ال rate of
+
+565
+00:47:04,390 --> 00:47:08,910
+change ل V في direction of A for example احنا شفنا
+
+566
+00:47:08,910 --> 00:47:12,890
+ال derivative كلها واضحتنا ان DV by DL هي عبارة عن
+
+567
+00:47:12,890 --> 00:47:16,870
+ال derivative بتاعة ال field في اتجاه اللي هو بين
+
+568
+00:47:16,870 --> 00:47:23,310
+نقطة B1 و بنقطة B8 اذا كان عندي A طبعا vector لل V
+
+569
+00:47:23,310 --> 00:47:29,590
+هي A vector هذا بنسميها scalar set to B V V هي
+
+570
+00:47:29,590 --> 00:47:34,120
+scalar potential of A يعنيبشكل عربي احنا هشوفها ان
+
+571
+00:47:34,120 --> 00:47:37,600
+شاء الله لما ناخد ال fields لو كان عندى field مثلا
+
+572
+00:47:37,600 --> 00:47:43,960
+زى E و قلت انه بساوي del phi فبنقول هذا ال field
+
+573
+00:47:43,960 --> 00:47:47,580
+هذا ال field هو ال scalar potential لل vector
+
+574
+00:47:47,580 --> 00:47:52,660
+field E يعني تذكروا أشياء ان كل اللي هنعملوه احنا
+
+575
+00:47:52,660 --> 00:47:55,480
+عمالا ناخده ع شكل ال mathematics في الشباكة
+
+576
+00:47:55,480 --> 00:47:58,820
+القادمة هيصير بال تمام fields فلما أشوف انا عندى
+
+577
+00:47:58,820 --> 00:48:02,720
+هذه المعادلة A فهي vector طبعا لازم يكون vectorزي
+
+578
+00:48:02,720 --> 00:48:06,300
+طبعا في المثال بيقولنا G يساوي دلمة ثلاثة فيلد
+
+579
+00:48:06,300 --> 00:48:12,120
+تانية سنبيئة هنقول إن هذا ال field هو scalar field
+
+580
+00:48:12,120 --> 00:48:19,320
+ل vector field G لو
+
+581
+00:48:19,320 --> 00:48:24,960
+كان عندي أي دلمة field يساوي field تاني يقول إن
+
+582
+00:48:24,960 --> 00:48:28,640
+هذا ال scalar field ل vector field E
+
+583
+00:48:32,960 --> 00:48:35,520
+أحنا هنشوفهم إن شاء الله لما نبدأ نحكي باسمها
+
+584
+00:48:35,520 --> 00:48:40,140
+dollar field فبشكل عام A عندنا أي vector field V
+
+585
+00:48:40,140 --> 00:48:45,600
+أي scalar field تشوف
+
+586
+00:48:45,600 --> 00:48:51,640
+أمثلة معنوية؟ طب أكتبوا السؤال الأول A على الأقل
+
+587
+00:48:51,640 --> 00:48:54,420
+وتجيبوا ال .. ويعني إن شاء الله ازبط ال mood اللي
+
+588
+00:48:54,420 --> 00:48:59,940
+عليكم ترفيه كل ال exercise اللي حكينا عنه V بساوي
+
+589
+00:48:59,940 --> 00:49:07,910
+E to the minus ZSin 2XCos hyperbolic Y و إيش بدنا
+
+590
+00:49:07,910 --> 00:49:11,510
+نجيب ال gradient هدى هتكون مالها في ال Cartesian
+
+591
+00:49:11,510 --> 00:49:15,310
+coordinate ال U هتكون وين؟ في ال cylindrical
+
+592
+00:49:15,310 --> 00:49:21,610
+coordinate اللى هو تربيع Z Cos 2 Phi و W بالساوية
+
+593
+00:49:21,610 --> 00:49:26,030
+عشرة R Sin تربيع ستة Cos Phi إلى خاطر تعملوا تلتة
+
+594
+00:49:26,030 --> 00:49:28,050
+الواحدة في ال Cartesian والواحدة في ال cylindrical
+
+595
+00:49:28,050 --> 00:49:31,290
+والواحدة في ال spherical exercise جيبوا الدل تبعهم
+
+596
+00:49:31,290 --> 00:49:33,410
+ال gradient تبعهم يلما للتلتة
+
+597
+00:49:36,440 --> 00:49:38,700
+طبعا و ان شاء الله يمكنك ترفعه على ال model ان شاء
+
+598
+00:49:38,700 --> 00:49:42,320
+الله تكون حلت مشكلة ال model اليوم و تقدر ترفع كل
+
+599
+00:49:42,320 --> 00:49:51,340
+ال exercises في
+
+600
+00:49:51,340 --> 00:49:56,860
+اي سفسار لحد دلوقت طب
+
+601
+00:49:56,860 --> 00:50:01,740
+انا لو بدي اجيب unit vector في اتجاه ال control
+
+602
+00:50:01,740 --> 00:50:05,860
+تبعي او ال field تبعي بتعرفوا كيف تجيبوها؟من اللى
+
+603
+00:50:05,860 --> 00:50:11,240
+اتعلمناه اليوم طب بدي unit vector عمودي عليه من
+
+604
+00:50:11,240 --> 00:50:14,840
+اللى اتعلمناه اليوم بدي unit vector عمودي على ال
+
+605
+00:50:14,840 --> 00:50:19,680
+field يعني انا عندى ال field دى
+
+606
+00:50:19,680 --> 00:50:29,320
+هى ال field و بدي ال unit vector عمودي عليه من
+
+607
+00:50:29,320 --> 00:50:36,330
+اللى اتعلمناه اليوم اخر حاجةماذا نسميه Gradient؟
+
+608
+00:50:36,330 --> 00:50:41,050
+انه عمودي علي Grad V بس هذا مش unit vector عشان
+
+609
+00:50:41,050 --> 00:50:44,030
+اجيب unit vector مش بس انا بجيب Grad V و اسمع ال
+
+610
+00:50:44,030 --> 00:50:51,570
+magnitude تبعه فبعطيني unit vector في
+
+611
+00:50:51,570 --> 00:50:58,670
+اتجاهه بدأ اجيب product او يعني vector اللي عمودي
+
+612
+00:50:58,670 --> 00:51:03,280
+علي هذاال vector ال minus vector اللي عمودي و انا
+
+613
+00:51:03,280 --> 00:51:08,980
+اخدته اكيد بالفضل الله احنا
+
+614
+00:51:08,980 --> 00:51:13,660
+لما هيك ما اخدناها بالخلاص بلاص يعني هذا كله جزء
+
+615
+00:51:13,660 --> 00:51:18,000
+الاول من ال electromagnet هى ايه السرعال اللى
+
+616
+00:51:18,000 --> 00:51:20,340
+حدناها؟ اه خلاص احنا هتا
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xQVL9n3FDqg.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xQVL9n3FDqg.srt
new file mode 100644
index 0000000000000000000000000000000000000000..1f4e03013af191b92cf05a2b07cda083f90e0abe
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xQVL9n3FDqg.srt
@@ -0,0 +1,1417 @@
+1
+00:00:20,650 --> 00:00:23,090
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله 
+
+2
+00:00:23,090 --> 00:00:26,290
+وبركاته إن شاء الله اليوم هحكي عن الـ electric
+
+3
+00:00:26,290 --> 00:00:30,490
+potential أنتم في المحاضرات السابقة أخذتم كيف حساب
+
+4
+00:00:30,490 --> 00:00:34,770
+الـ electric field و الـ electric field density و
+
+5
+00:00:34,770 --> 00:00:38,630
+اليوم هنشوف هو الـ electric potential زي اللي
+
+6
+00:00:38,630 --> 00:00:41,730
+أخذتم في المحاضرات السابقة أن الـ electric field
+
+7
+00:00:41,730 --> 00:00:45,710
+ممكن أحصل عليه بالطرق التالية ممكن أحصل عليها من
+
+8
+00:00:45,710 --> 00:00:48,710
+coulomb's law ولا لأ مش حدوني coulomb's law حسبنا
+
+9
+00:00:49,780 --> 00:00:52,960
+لأي charge distribution سواء surface charge ولا
+
+10
+00:00:52,960 --> 00:00:55,380
+line of charge ولا volume of charge distribution
+
+11
+00:00:55,380 --> 00:01:00,440
+إذا كان في عندنا symmetry أولًا بنستخدم مين؟ Gauss 
+
+12
+00:01:00,440 --> 00:01:03,980
+law إذا ما قدرنا نجيب الـ electric field يعني coulomb's law
+
+13
+00:01:03,980 --> 00:01:08,300
+إذا كان عندي charge distribution سواء كانت surface
+
+14
+00:01:08,300 --> 00:01:11,260
+ولا volume ولا line إذا كان في عندي من الأنواع 
+
+15
+00:01:11,260 --> 00:01:16,080
+الـ symmetry بنستخدم Gauss law كمان إحنا هنشوف إيه ممكن
+
+16
+00:01:16,080 --> 00:01:20,730
+نستخدمه لو كنا في الـ The Scalar Potential V يعني لو
+
+17
+00:01:20,730 --> 00:01:24,330
+عرفنا Potential V بقدر برضه أجيب الـ Electric Field
+
+18
+00:01:24,330 --> 00:01:30,010
+معناه أني لازم أعرف كيف أحسب Potential V وإيش هو
+
+19
+00:01:30,010 --> 00:01:34,970
+Potential V الفكرة إنه افترض إنه عندي هذه الخطوط
+
+20
+00:01:34,970 --> 00:01:38,730
+الزرقاء هي الـ Electric Field جاي من أي مصدر ممكن جاي
+
+21
+00:01:38,730 --> 00:01:41,850
+من Pointed Charges، من Charge Distribution، عشان
+
+22
+00:01:41,850 --> 00:01:44,030
+الـ line ولا عشان الـ volume ولا عشان الـ surface
+
+23
+00:01:44,030 --> 00:01:46,170
+فالمهم إنه عندي الـ Electric Field اللي هو باللون
+
+24
+00:01:46,170 --> 00:01:51,900
+الأزرق بعدين أنا بدي أحرك الـ charge من النقطة A
+
+25
+00:01:51,900 --> 00:01:57,200
+اللي تبعد RA عن الـ origin للنقطة B اللي تبعد RB عن
+
+26
+00:01:57,200 --> 00:02:01,600
+الـ origin إذا أنا بدي أعمل الـ moving للـ charge Q
+
+27
+00:02:01,600 --> 00:02:07,040
+من النقطة A للنقطة B في وجود مين؟ الـ electric field
+
+28
+00:02:08,370 --> 00:02:11,290
+من coulomb's law احنا عارفين إذا أنا عندي electric
+
+29
+00:02:11,290 --> 00:02:15,110
+field بقدر أقول أن الـ force على الـ charge بتساوي 
+
+30
+00:02:15,110 --> 00:02:19,450
+قيمة الـ charge في الـ electric field يعني الـ force
+
+31
+00:02:19,450 --> 00:02:22,230
+هتكون على ها الـ charge اللي أنا بعمل لها move من
+
+32
+00:02:22,230 --> 00:02:26,690
+نقطة A لنقطة B إيش بتساوي؟ Q في E لأن عارفة أن في 
+
+33
+00:02:26,690 --> 00:02:29,870
+عندي الـ electric field وأنا عمال بقول الـ charge في
+
+34
+00:02:29,870 --> 00:02:32,170
+وجود الـ electric field فقيمة الـ force على هال
+
+35
+00:02:32,170 --> 00:02:36,390
+charge هيكون كل فيه، لما يكون عندي force عمال بعمل
+
+36
+00:02:36,390 --> 00:02:40,430
+move إذا ها إيش بيصير عندي؟ ما دام في عندي work صح شغلتوا
+
+37
+00:02:40,430 --> 00:02:46,590
+هذا حتى في الـ physics ممكن بيه اهأذا في عندي work
+
+38
+00:02:46,590 --> 00:02:51,150
+done الـ work done عشان أحرك الـ charge من النقطة A
+
+39
+00:02:51,150 --> 00:02:55,910
+لنقطة B أو خليني آخد لو أنا بدي أحركها بس جزئية dL
+
+40
+00:02:55,910 --> 00:02:59,910
+يعني هي إيش هتكون الـ fraction of the work dW دلوقت
+
+41
+00:02:59,910 --> 00:03:05,210
+إيش هتساوي؟ minus F.dL الإشارة السالبة بس
+
+42
+00:03:05,210 --> 00:03:09,420
+بتقولي أن في عندي external agent هو اللي عملها مش
+
+43
+00:03:09,420 --> 00:03:12,060
+أنه internal agent فيه الـ external agent هو اللي
+
+44
+00:03:12,060 --> 00:03:16,920
+عملها بإذن dW بتساوي minus F.dl و F اللي هي الـ
+
+45
+00:03:16,920 --> 00:03:20,180
+force اللي على الـ charge اللي موجودة في الـ
+
+46
+00:03:20,180 --> 00:03:24,460
+electric field اللي بتساوي Q في E إذا الـ work اللي 
+
+47
+00:03:24,460 --> 00:03:29,560
+exerted عشان أحرك الـ charge هي distance dL هيساوي
+
+48
+00:03:29,560 --> 00:03:35,780
+minus F.dL و بمعنى آخر minus QE.dL إذا الـ
+
+49
+00:03:35,780 --> 00:03:38,460
+total work إيش بيساوي؟ الـ integration يعني أنا بدي 
+
+50
+00:03:38,460 --> 00:03:41,580
+الـ total work اللي بدي احتاجه عشان أحرك الـ charge
+
+51
+00:03:41,580 --> 00:03:45,920
+من A لـ B هيكون الـ work بيساوي minus Q الـ integral
+
+52
+00:03:45,920 --> 00:03:50,920
+من A لـ B E هتكون function of L ضد L هدول هيكونوا
+
+53
+00:03:50,920 --> 00:03:54,760
+في قلب الـ integration بدي أكمل على طول الـ line من
+
+54
+00:03:54,760 --> 00:04:02,930
+النقطة A للنقطة B لو قسمنا الـ work و على Q بحصل على 
+
+55
+00:04:02,930 --> 00:04:07,610
+الـ potential energy per unit charge بسميه VAB
+
+56
+00:04:12,500 --> 00:04:16,060
+الـ minus لأنه معناه أنه الـ external agent اللي بيعمل
+
+57
+00:04:16,060 --> 00:04:19,460
+الـ movement VAB اللي هو الـ potential difference
+
+58
+00:04:19,460 --> 00:04:23,060
+بين النقطة A للنقطة B الـ potential difference بين
+
+59
+00:04:23,060 --> 00:04:25,800
+نقطة A لنقطة B زي الـ potential difference بين طرفي 
+
+60
+00:04:25,800 --> 00:04:28,940
+المقاومة الـ potential difference بين نقطة A لنقطة B
+
+61
+00:04:28,940 --> 00:04:33,640
+هو عبارة عن minus الـ integration من نقطة A لنقطة B
+
+62
+00:04:33,640 --> 00:04:36,720
+يعني الـ position A الـ position A اللي هو rA
+
+63
+00:04:36,720 --> 00:04:40,350
+يعني لأ الـ position B اللي هو rB بيهمن الـ position
+
+64
+00:04:40,350 --> 00:04:49,190
+A إلى الـ position B E.dL هي
+
+65
+00:04:49,190 --> 00:04:52,690
+هذا اللي حكيناه أن الـ potential بيساوي W و الـ work
+
+66
+00:04:52,690 --> 00:04:57,330
+على Q بيساويه minus integration من A إلى B E.dL إذا
+
+67
+00:04:57,330 --> 00:05:02,850
+إيش بنلاحظ أول حاجة وإحنا بنقرأ VAB لما نشوف AB
+
+68
+00:05:02,850 --> 00:05:06,690
+معناه أن A هي الـ initial point و B هي الـ final
+
+69
+00:05:06,690 --> 00:05:11,410
+point لما أقول VAB معناه عندي A هي الـ initial point
+
+70
+00:05:11,410 --> 00:05:15,590
+و B الـ final point بيساوي minus integration ل A من
+
+71
+00:05:15,590 --> 00:05:20,270
+A لـ B VAB قلنا negative ليش؟ لأنه هيكون في عندي 
+
+72
+00:05:20,270 --> 00:05:22,370
+معناه إحنا قلنا هو الـ external agent بس هيكون في
+
+73
+00:05:22,370 --> 00:05:24,990
+عندي loss في الـ potential energy أنا عندي charge
+
+74
+00:05:24,990 --> 00:05:28,730
+قاعدة و بحركها إيش معناه؟ تخسر potential energy
+
+75
+00:05:28,730 --> 00:05:32,850
+هذا الـ negative تعني لي أنه في عندي loss في الـ
+
+76
+00:05:32,850 --> 00:05:36,250
+energy لو positive معناه أنه قاعدة بتكتسب الـ energy
+
+77
+00:05:36,250 --> 00:05:41,880
+كمان هدى أنها VAB path independent وهنشوفها
+
+78
+00:05:41,880 --> 00:05:45,540
+اللي قدام ليش هي path independent بس إحنا هذا الـ
+
+79
+00:05:45,540 --> 00:05:50,220
+form بنعرف هذه خصائصه قبل أن VAB هي الـ emission
+
+80
+00:05:50,220 --> 00:05:52,720
+في الـ final VAB is negative معناه بيلس في
+
+81
+00:05:52,720 --> 00:05:57,240
+potential energy VAB is path independent بتعتمدش
+
+82
+00:05:57,240 --> 00:06:01,840
+على اتجاه الـ path و VAB is measured in joules per
+
+83
+00:06:01,840 --> 00:06:04,660
+coulomb ليش في joules per coulomb لأن الـ work is
+
+84
+00:06:04,660 --> 00:06:12,500
+shell unit بتاعته إيش الـ unit بتاعة الـ work؟
+
+85
+00:06:12,500 --> 00:06:17,760
+بصوت عالي تمام وإيش الـ charge الـ unit بتاعتها؟
+
+86
+00:06:17,760 --> 00:06:27,800
+volt إذا 
+
+87
+00:06:27,800 --> 00:06:34,400
+الـ unit volt بتكافئ joule per coulomb بشخطنها في
+
+88
+00:06:34,400 --> 00:06:39,060
+الدوائر V بالفعل بتساوي الـ work علقتها بالـ charge
+
+89
+00:06:39,060 --> 00:06:45,280
+work على Q فاصلة الشحنات أو بجمع الشحنات وبعطيني
+
+90
+00:06:45,280 --> 00:06:48,380
+الـ potential difference بين أي element اللي بيساوي 
+
+91
+00:06:48,380 --> 00:06:53,340
+work على Q وبعملها هي Joule per Coulomb اللي هو الـ 
+
+92
+00:06:53,340 --> 00:07:00,080
+volt نفترض
+
+93
+00:07:00,080 --> 00:07:04,390
+إن أنا عندي electric field وهذا الـ field ناتج من
+
+94
+00:07:04,390 --> 00:07:07,450
+point of charge وينوضع الـ point of charge في الـ
+
+95
+00:07:07,450 --> 00:07:10,210
+origin يعني أنا عندي charge في الـ origin إيش بدي يكون
+
+96
+00:07:10,210 --> 00:07:14,790
+شكل الـ field؟ يا طالع على شكل spherical distribution
+
+97
+00:07:14,790 --> 00:07:20,530
+يا داخل صح الـ line electric field line حسب الإشارة 
+
+98
+00:07:20,530 --> 00:07:24,230
+تحت الـ charge إذا موجبة هيكونوا طالعين من كل
+
+99
+00:07:24,230 --> 00:07:28,910
+الـ جهات حوالي النقطة إذا سالبة هيكون داخلين عليها
+
+100
+00:07:32,960 --> 00:07:35,120
+قيمة الـ electric field الناتجة عن الـ point of
+
+101
+00:07:35,120 --> 00:07:39,020
+charge شو بتساوي؟ Q على 4π∈<sub>0</sub> r<sup>2</sup> 
+
+102
+00:07:39,020 --> 00:07:42,440
+r<sup>2</sup> المفروض أحطّوه كيف بتجيبه الـ point of charge
+
+103
+00:07:42,440 --> 00:07:47,770
+بالـ coulomb's law و الـ gauss law صحيح؟ إذا الـ E 
+
+104
+00:07:47,770 --> 00:07:50,970
+هتساوي Q على 4π∈<sub>0</sub> r<sup>2</sup> هذا الـ
+
+105
+00:07:50,970 --> 00:07:54,750
+electric field الناتج من الـ point الـ charge إذا 
+
+106
+00:07:54,750 --> 00:07:57,250
+الـ potential لو بدي أنقل الـ potential من أي 
+
+107
+00:07:57,250 --> 00:08:02,430
+نقطة A الـ charge من أي نقطة A لنقطة B لازم أحسب الـ
+
+108
+00:08:02,430 --> 00:08:05,170
+potential difference من نقطة A لنقطة B بإيه؟ بـ 
+
+109
+00:08:05,170 --> 00:08:10,890
+مش هتساوي minus الـ integration من rA لـ rB الـ Q على 4
+
+110
+00:08:10,890 --> 00:08:21,990
+π∈<sub>0</sub> r<sup>2</sup>.dr hat الـ
+
+111
+00:08:21,990 --> 00:08:27,270
+dL بتاعتي هي نقطة كلّ نقطة A منتقلة لنقطة B أبعد 
+
+112
+00:08:27,270 --> 00:08:29,210
+منها في اتجاه الـ radial
+
+113
+00:08:31,950 --> 00:08:35,690
+هيكون النتيجة الـ integration is an r hat هو اتجاه 
+
+114
+00:08:35,690 --> 00:08:38,630
+الـ electric field وأنا عامل بدنا نقول النقطة في
+
+115
+00:08:38,630 --> 00:08:43,290
+اتجاه الـ dL اللي هي برضه في اتجاه الـ radial فهيكون
+
+116
+00:08:43,290 --> 00:08:49,110
+Q على 4π∈<sub>0</sub> r<sup>2</sup> dr Q على 4π
+
+117
+00:08:49,110 --> 00:08:51,230
+∈<sub>0</sub> ماهي لها constant بقدر أطلعها برا الـ
+
+118
+00:08:51,230 --> 00:08:55,540
+integration Q على 4π∈<sub>0</sub> من r تخرج برا الـ
+
+119
+00:08:55,540 --> 00:08:59,260
+integration و تكمل 1 على r<sup>2</sup> dr
+
+120
+00:09:09,330 --> 00:09:19,370
+VAB مفروض في الـ figure VAB مفروض
+
+121
+00:09:19,370 --> 00:09:30,330
+في الـ figure VAB مفروض
+
+122
+00:09:30,330 --> 00:09:34,010
+في الـ figure VAB مفروض في الـ figure VAB مفروض في
+
+123
+00:09:34,010 --> 00:09:37,570
+الـ figure VAB مفروض في الـ figure
+
+124
+00:09:46,690 --> 00:09:52,670
+بتبقى ممكن أنظر لهذا الـ VAB أنه عبارة عن الـ
+
+125
+00:09:52,670 --> 00:09:58,430
+potential عند النقطة B with reference للنقطة A إذا 
+
+126
+00:09:58,430 --> 00:10:01,810
+قلنا Q على 4π∈<sub>0</sub> rB هي الـ absolute
+
+127
+00:10:01,810 --> 00:10:03,190
+potential عند النقطة B
+
+128
+00:10:06,320 --> 00:10:10,780
+هي الـ potential عند النقطة A يعني VAB بحسب VB
+
+129
+00:10:10,780 --> 00:10:13,300
+ناقص VA وهذا برضه يقول عنه الـ potential
+
+130
+00:10:13,300 --> 00:10:16,240
+difference بين النقطة A و B ممكن أسميه هو الـ
+
+131
+00:10:16,240 --> 00:10:21,280
+potential عند النقطة B الـ reference للنقطة A واضح؟
+
+132
+00:10:21,280 --> 00:10:23,960
+بشكل عام الـ potential الناتج عن الـ point of charge
+
+133
+00:10:23,960 --> 00:10:28,480
+إيش بيساوي؟ Q على 4π∈<sub>0</sub> r الـ absolute r
+
+134
+00:10:28,480 --> 00:10:31,820
+المسافة بالنقطة اللي بتحسب عندها الـ potential عن
+
+135
+00:10:31,820 --> 00:10:35,820
+اللي هي النقطة الـ charge وين الـ charge موجودة؟ بأسف
+
+136
+00:10:35,820 --> 00:10:38,920
+صلحت هنا إحنا عرفنا هلّقيت إيش هو الـ potential
+
+137
+00:10:38,920 --> 00:10:42,140
+difference وإيش الـ absolute potential إيش الفرق
+
+138
+00:10:42,140 --> 00:10:45,500
+بينهم؟ الـ absolute potential وإيش الـ potential
+
+139
+00:10:45,500 --> 00:10:48,460
+difference potential difference ممكن ما بين نقطتين 
+
+140
+00:10:48,460 --> 00:10:52,660
+من ضمن نظر مواقع مجالكها لكن الـ absolute potential
+
+141
+00:10:52,660 --> 00:10:53,960
+ممكن من الـ ...
+
+142
+00:10:57,160 --> 00:11:00,360
+ممتازة يعني أنا ما حكيتهاش بس ما شاء الله زملائكم 
+
+143
+00:11:00,360 --> 00:11:03,500
+ممتازة أنا لو بدأت أقول إيش هي rB يعني الـ potential
+
+144
+00:11:03,500 --> 00:11:06,120
+عند النقطة rB اللي أنا قولت Q على 4π
+
+145
+00:11:06,120 --> 00:11:09,320
+∈<sub>0</sub> rB لو أنا افترضت الـ rA عند الـ 
+
+146
+00:11:09,320 --> 00:11:12,440
+infinity هيكون الـ potential عند هذه النقطة بيساوي
+
+147
+00:11:12,440 --> 00:11:15,080
+صفر فالـ absolute potential في الواقع أنا قولت لكم
+
+148
+00:11:15,080 --> 00:11:20,540
+هو قيمته Q على 4π∈<sub>0</sub> r اللي هي بعد 
+
+149
+00:11:20,540 --> 00:11:25,160
+النقطة عن الـ origin إذا كان عندي الـ potential عند
+
+150
+00:11:25,160 --> 00:11:28,100
+الـ infinity بيساوي zero وهذا هي الـ reference
+
+151
+00:11:28,100 --> 00:11:31,340
+بتاعتي، يعني أنا عمال بقى بنقل الـ charge بتاعتي من 
+
+152
+00:11:31,340 --> 00:11:35,120
+الـ infinity لنقطة اللي بدأت اسمها الـ absolute 
+
+153
+00:11:35,120 --> 00:11:40,340
+potential ممتازة باختصار إذا لو أنا افترضت أن الـ
+
+154
+00:11:40,340 --> 00:11:43,420
+reference point بتاعتي هي الـ infinity يعني عند الـ 
+
+155
+00:11:43,420 --> 00:11:46,800
+infinity واضح أنه هيكون الـ potential zero هيكون الـ
+
+156
+00:11:46,800 --> 00:11:50,240
+potential عند النقطة مثلًا rB ليه جاء من الـ 
+
+157
+00:11:50,240 --> 00:11:54,320
+infinity لـ rB هي Q على 4π∈<sub>0</sub> rB نفس
+
+158
+00:11:54,320 --> 00:11:56,900
+الحاجة لو أنا بفكر على الـ potential عند النقطة rA
+
+159
+00:11:56,900 --> 00:12:01,640
+أنه أنا بجيب من نقطة عند infinity لها نقطة هتكون Q 
+
+160
+00:12:01,640 --> 00:12:07,540
+على 4π∈<sub>0</sub> rA تمام هذا الحكي
+
+161
+00:12:07,540 --> 00:12:11,720
+موجود هنا بس أنا كنت حابة باختصار تقول أن هي Q فوق
+
+162
+00:12:11,720 --> 00:12:15,680
+Q على 4π∈<sub>0</sub> r لكن اللي حكته قبلنا
+
+163
+00:12:15,680 --> 00:12:18,940
+وممتاز أنه في حالة اللي أنا بحكي عن الـ absolute
+
+164
+00:12:18,940 --> 00:12:23,860
+potential أنا بأفترض دائمًا أنه أنه الـ potential at
+
+165
+00:12:23,860 --> 00:12:27,620
+infinity is 0 يعني مثلًا إذا أخذنا rA بتروح لـ 
+
+166
+00:12:27,620 --> 00:12:31,160
+infinity إذا VA بتساوي 0 وبالتالي الـ potential عند
+
+167
+00:12:31,160 --> 00:12:35,120
+النقطة B إيش بده يكون؟ V بتساوي Q على 4π∈<sub>0</sub> 
+
+168
+00:12:35,120 --> 00:12:35,480
+في r
+
+169
+00:12:39,460 --> 00:12:41,520
+طب عاملنا الـ electric field قلنا من الـ point of
+
+170
+00:12:41,520 --> 00:12:44,100
+charge عند الـ origin الـ point of charge عند الـ origin
+
+171
+00:12:44,100 --> 00:12:47,700
+إيش قلنا؟ طالع radially يعني أنت تخيل الـ sphere
+
+172
+00:12:47,700 --> 00:12:50,300
+حولين الـ point of charge و الـ electric field طالع
+
+173
+00:12:50,300 --> 00:12:55,180
+على شكل اللي هو radially اتجاه r معناه أن هنا 
+
+174
+00:12:55,180 --> 00:12:59,020
+الاعتمادية على θ و φ معها لغاية مع 
+
+175
+00:12:59,020 --> 00:13:06,380
+الـ product يعني E اتجاه r وأنا عمال بعمل dot dL
+
+176
+00:13:06,380 --> 00:13:10,880
+حتى لو كان الـ dot dL فيه component في الاتجاهات 
+
+177
+00:13:
+
+201
+00:15:09,740 --> 00:15:13,060
+potential difference between that point يعني ال
+
+202
+00:15:13,060 --> 00:15:15,760
+potential difference عند أي نقطة هي النقطة اللي
+
+203
+00:15:15,760 --> 00:15:18,840
+بحكي عنها هو ال potential عند هذه النقطة اللي
+
+204
+00:15:18,840 --> 00:15:22,340
+بتحسب عندها ال potential and a chosen
+
+205
+00:15:22,340 --> 00:15:25,600
+difference يعني P أنا بدي عند النقطة ايه بقول هو
+
+206
+00:15:25,600 --> 00:15:29,580
+ال potential عند النقطة ايه ناقص ال potential عند
+
+207
+00:15:29,580 --> 00:15:31,860
+نقطة تانية بسميها ال reference اللي عندها ال
+
+208
+00:15:31,860 --> 00:15:32,800
+potential ساوة صفر
+
+209
+00:15:41,330 --> 00:15:44,770
+بشكل عام احنا أخذنا أحد الحلقات الخاصة بالـ
+
+210
+00:15:44,770 --> 00:15:47,570
+potential difference أو ال potential عند أي نقطة
+
+211
+00:15:47,570 --> 00:15:48,450
+ال absolute potential
+
+212
+00:15:53,100 --> 00:15:55,800
+وإذا أنا كان عندي ال reference potential مثلاً ال
+
+213
+00:15:55,800 --> 00:15:58,960
+infinity لكن المشكلة العامة هي أن ال potential عند
+
+214
+00:15:58,960 --> 00:16:01,780
+هذه النقطة مع reference لأي نقطة عندها potential
+
+215
+00:16:01,780 --> 00:16:04,820
+بساوة صفر ليس بالضرورة أن تكون infinity وزي ما قلت
+
+216
+00:16:04,820 --> 00:16:08,240
+سنشوف مثالين واحد لما أخذ reference على طول هي ال
+
+217
+00:16:08,240 --> 00:16:10,900
+potential عند ال infinity بساوة zero وواحدة ال
+
+218
+00:16:10,900 --> 00:16:13,360
+potential بساوة zero عند نقطة تانية غير ال infinity
+
+219
+00:16:13,360 --> 00:16:18,620
+هي ال reference بتاعتي مثلاً
+
+220
+00:16:18,620 --> 00:16:21,000
+هاي هنا المثال اللي احنا شوفناه اللي هو عند ال
+
+221
+00:16:21,000 --> 00:16:23,420
+infinity أحنا قلنا إذا ال potential عند ال infinity
+
+222
+00:16:23,420 --> 00:16:27,020
+بساوة 0 فأقدر أحصل على ال absolute potential عند
+
+223
+00:16:27,020 --> 00:16:32,620
+النقطة اللي ببحث عنها على ال potential يعني
+
+224
+00:16:32,620 --> 00:16:35,780
+V بساوة minus ال integral من ال infinity ل R E dot
+
+225
+00:16:35,780 --> 00:16:41,100
+DL طب if the Q is not هذا كله أنا بحكي وانفرضة ل
+
+226
+00:16:41,100 --> 00:16:46,180
+charge عند ال origin يعني ال potential عند ال ra
+
+227
+00:16:46,180 --> 00:16:49,580
+بحسب بقشرة بالنسبة لل origin ال potential عند ال
+
+228
+00:16:49,580 --> 00:16:52,920
+rb بحسب بقشرة بالنسبة لل origin لأن عندي ال charge
+
+229
+00:16:52,920 --> 00:16:55,640
+عند ال origin طب لو كانت ال charge مش عند ال
+
+230
+00:16:55,640 --> 00:17:00,640
+origin عند أي نقطة تانية هيكون في عندي المسافة بين
+
+231
+00:17:00,640 --> 00:17:04,620
+ال distance بين النقطة اللي بتحسب عليها وموضوع ال
+
+232
+00:17:04,620 --> 00:17:09,220
+charge هذه هي اللي بتعطيلي ال potential absolute
+
+233
+00:17:09,220 --> 00:17:12,480
+potential يعني لو كانت الـ charge مش عن الـ origin
+
+234
+00:17:12,480 --> 00:17:16,300
+بتقع عند a point whose position vector is R' إذا الـ
+
+235
+00:17:16,300 --> 00:17:19,820
+potential عند أي نقطة R إيش هيكون الـ Q على 4 by
+
+236
+00:17:19,820 --> 00:17:25,900
+Y0 في المسافة بين موضع الـ charge و النقطة اللي
+
+237
+00:17:25,900 --> 00:17:28,540
+بحسب عندها الـ potential هذا اللي أخدناه قبلها، لو
+
+238
+00:17:28,540 --> 00:17:32,280
+كانت عند الـ zero هتكون مباشرة R اللي هي المسافة
+
+239
+00:17:32,280 --> 00:17:35,020
+بين الـ charge و الـ zero بين النقطة اللي بحسب
+
+240
+00:17:35,020 --> 00:17:37,260
+عندها الـ potential و الـ zero لكن لو كانت الـ
+
+241
+00:17:37,260 --> 00:17:40,870
+charge مش عند الـ origin عند مسافة R' هتكون ال
+
+242
+00:17:40,870 --> 00:17:44,410
+potential على مين؟ المسافة اللي بينهم، بين ال
+
+243
+00:17:44,410 --> 00:17:48,290
+charge بتاعة ال charge و النقطة اللي بتحسب عندها ال
+
+244
+00:17:48,290 --> 00:17:50,870
+potential واضح؟ فزان هتكون
+
+245
+00:17:58,260 --> 00:18:01,180
+موقع النقطة اللي بدأ يسيندها ال potential D of R
+
+246
+00:18:01,180 --> 00:18:05,120
+وR prime هو موقع التشارج في هذه الحالة لو كانت
+
+247
+00:18:05,120 --> 00:18:06,800
+ZERO أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+248
+00:18:06,800 --> 00:18:08,860
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+249
+00:18:08,860 --> 00:18:10,720
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+250
+00:18:10,720 --> 00:18:11,220
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+251
+00:18:11,220 --> 00:18:12,340
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+252
+00:18:12,340 --> 00:18:15,800
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+253
+00:18:15,800 --> 00:18:16,260
+أربع أربع
+
+254
+00:18:34,330 --> 00:18:38,550
+بإمكاني أعمل عملية superposition و أجمع كل ال
+
+255
+00:18:38,550 --> 00:18:42,590
+potential المتشين عن هدولة متشارجة هدول حتها لاقيت أن
+
+256
+00:18:42,590 --> 00:18:45,950
+احنا ايش مفترضين أنه عند ال infinity ايش ال
+
+257
+00:18:45,950 --> 00:18:49,450
+potential بساوة 0 فبيطلع عند ال position بيقيه
+
+258
+00:18:49,450 --> 00:18:55,290
+Qα0 في R هو absolute potential كل ال potentials
+
+259
+00:18:55,290 --> 00:18:58,910
+هيكونوا مجموعة من ال superposition هذا scalar ولا
+
+260
+00:18:58,910 --> 00:19:02,390
+دي ايش راح يكون؟ scalar ولا مش scalar؟ scalar أكيد
+
+261
+00:19:02,390 --> 00:19:09,610
+scalar طب ليش scalar؟ المسافة اللي بيننا المضروبة
+
+262
+00:19:09,610 --> 00:19:18,310
+في ال R hat المتجهة هي المتجهة مين؟ مين المتجهة؟
+
+263
+00:19:18,310 --> 00:19:24,040
+هتنضرب المتجهة اللي هي ال .. هتنضرب AR مين؟ هي
+
+264
+00:19:24,040 --> 00:19:26,380
+بتسوي ال work أنت بتحكي بس أنا ما كنت معك كويسة
+
+265
+00:19:26,380 --> 00:19:29,380
+احكيها كويسة هو أنا مش مجمعها هي كلها مضبوطة مش
+
+266
+00:19:29,380 --> 00:19:32,460
+حلقة ال potential ليش scalar؟ مين بقول ليش
+
+267
+00:19:32,460 --> 00:19:37,360
+potential scalar؟ المفروض أنه ال work يعني مش هو
+
+268
+00:19:37,360 --> 00:19:40,900
+بتسوي ال work على شحط ال work كمية scalar ديش يعني
+
+269
+00:19:40,900 --> 00:19:42,900
+طب أنا أعمل work كمية scalar أخد ليش ال work كمية
+
+270
+00:19:42,900 --> 00:19:48,160
+scalar؟ ما أعتقد
+
+271
+00:19:48,160 --> 00:19:50,300
+على التجمشات؟ طب احنا كتبناها يعني موجودين في
+
+272
+00:19:50,300 --> 00:19:52,600
+الأنكم في ال slide up ليش ال work scalar؟
+
+273
+00:19:56,220 --> 00:19:59,220
+ال work ليش scalar؟ ليش ال potential scalar؟ ال
+
+274
+00:19:59,220 --> 00:20:02,980
+potential اللي بيساوي ايه؟ دو ال DL؟ دو ال product
+
+275
+00:20:02,980 --> 00:20:08,560
+ايش معناه؟ scalar ال potential اللي رجع على ال
+
+276
+00:20:08,560 --> 00:20:11,640
+potential عشان هي لما قالت لنا ال potential إيش ال
+
+277
+00:20:11,640 --> 00:20:17,980
+potential بيساوي؟ إيش F دو ال DL؟ إيش معناه؟ scalar
+
+278
+00:20:17,980 --> 00:20:21,660
+لحد ده لقيته كله scalar product يعني غصب إنه بيطلع
+
+279
+00:20:21,660 --> 00:20:25,480
+على potential scalar صحيح جامن vector quantities بس
+
+280
+00:20:25,480 --> 00:20:29,020
+dot ال product إذا هو scalar quantity إذا ما قلتش
+
+281
+00:20:29,020 --> 00:20:32,780
+ايش نوعه؟ scalar quantity مين ذكر أننا عرفنا أمثلة
+
+282
+00:20:32,780 --> 00:20:36,220
+ال field ال vector field و ال scalar field؟ فأول
+
+283
+00:20:36,220 --> 00:20:39,700
+المحاضرات قلنا ال potential هو نوع من ال scalar
+
+284
+00:20:39,700 --> 00:20:43,320
+quantities إذا لو كان عندي عدد من ال charges مش ال
+
+285
+00:20:43,320 --> 00:20:47,460
+charge واحدة عند q1 و q2 و q3 و qn هيكون ال
+
+286
+00:20:47,460 --> 00:20:51,320
+potential مجموعهم كلهم وهيدل على الحالة العامة اللي
+
+287
+00:20:51,320 --> 00:20:54,680
+لو كان عند q1 and r1 و q2 and r2 يعني مش قاعدين
+
+288
+00:20:54,680 --> 00:20:58,590
+على ال origin و Qn and Rn ممكن يكون واحد من هدول
+
+289
+00:20:58,590 --> 00:21:02,330
+الـ R و الـ origin يعني بتكون 000 القرنين تبعها
+
+290
+00:21:02,330 --> 00:21:06,290
+فبشكل عام V at R بيساوي Q1 على 4 π إبسلون عارف
+
+291
+00:21:06,290 --> 00:21:10,050
+من نص عارف واحد زي Q2 على 4 بإبسلون عارف من نص
+
+292
+00:21:10,050 --> 00:21:14,780
+عارف تاني وهكذا أو بشكل عام اللي هو 1 الى 4 بإمس
+
+293
+00:21:14,780 --> 00:21:19,080
+النوت الـ summation من K equal 1 لأن QK على R
+
+294
+00:21:19,080 --> 00:21:22,920
+minus RK طبعاً اللي هي ال magnitude اللي هي المسافة
+
+295
+00:21:22,920 --> 00:21:26,600
+من مين؟ النقطة الباقية عندها ال potential و وضع ال
+
+296
+00:21:26,600 --> 00:21:27,060
+charge
+
+297
+00:21:31,010 --> 00:21:34,870
+هذا الحكي يطبق مباشرة على أي distribution احنا
+
+298
+00:21:34,870 --> 00:21:37,470
+لاحقاً قلنا بنحكي عن مين؟ على point of charge مرة
+
+299
+00:21:37,470 --> 00:21:39,610
+حطيناها عند ال origin ومرة قلناها عند ال origin
+
+300
+00:21:39,610 --> 00:21:43,370
+ومرة قلنا مش واحدة عندنا call لو كان عندي line of
+
+301
+00:21:43,370 --> 00:21:45,730
+charge أو surface of charge أو volume of charge
+
+302
+00:21:45,730 --> 00:21:51,530
+تفرّق بدل من قول الهي Q على R هيكون ال integration
+
+303
+00:21:51,530 --> 00:21:57,810
+القانون ال Q بس بدل ال Q ايش هتكون؟ التكامل لل
+
+304
+00:21:57,810 --> 00:22:00,250
+charge distribution في طبيعة مثلاً إذا كان ال line
+
+305
+00:22:00,250 --> 00:22:05,590
+distribution هيكون ال هو rho L DL prime طبعاً وين
+
+306
+00:22:05,590 --> 00:22:08,030
+دي charge هتكون عند R prime احنا قلنا موضوع ال
+
+307
+00:22:08,030 --> 00:22:12,290
+charge عند R prime هتكون rho L at R prime DL prime
+
+308
+00:22:13,560 --> 00:22:17,940
+نجم ال surface charge distribution أسسة R' بيأسي
+
+309
+00:22:17,940 --> 00:22:24,260
+ال brine أو volume اتشارج رو V R' V ال brine تمام؟
+
+310
+00:22:24,260 --> 00:22:27,180
+طيب إذا كمان مرة نذكر أن ال brine coordinate هو
+
+311
+00:22:27,180 --> 00:22:30,720
+موضوع ال charge distribution هذا بشكل عام لو كان
+
+312
+00:22:30,720 --> 00:22:32,980
+عن ال lineage distribution أو surface distribution
+
+313
+00:22:32,980 --> 00:22:37,780
+أو volume distribution احنا قلنا هذه النقاط لازم
+
+314
+00:22:37,780 --> 00:22:42,010
+نُحطها في عين الاعتبار أن أنا عشان أحسب ال
+
+315
+00:22:42,010 --> 00:22:45,850
+potential عند أي نقطة بحسبه مع reference وين ال
+
+316
+00:22:45,850 --> 00:22:49,790
+potential بساوة zero لو كان عند ال infinity هيكون
+
+317
+00:22:49,790 --> 00:22:52,730
+ال c بساوة zero لو كان ال reference مش عند ال
+
+318
+00:22:52,730 --> 00:22:56,950
+infinity هيكون له قيمة يعني قيمته zero بس مستخدمة
+
+319
+00:22:56,950 --> 00:23:00,330
+عشان نحسب ال c يعني بحسب ال v عند ال infinity
+
+320
+00:23:00,330 --> 00:23:03,230
+ومنها بقدر أجيب اللي هو ال constant of integration
+
+321
+00:23:03,230 --> 00:23:08,390
+لذا لو كان عند ال point is chosen عند ال reference
+
+322
+00:23:08,390 --> 00:23:12,340
+مش بضرورة تكون ال infinity بشكل عام يكون لدي
+
+323
+00:23:12,340 --> 00:23:16,320
+constant of integration هذا بحسبه طبعاً من معرفتي
+
+324
+00:23:16,320 --> 00:23:19,140
+لل potential عن أي نقطة عن وين النقطة هي اللي أنا
+
+325
+00:23:19,140 --> 00:23:21,100
+بقولها عندها ال reference اللي عندها ال potential
+
+326
+00:23:21,100 --> 00:23:26,260
+بساوة zero بشكل عام لي ايش بتساوي؟ minus integral a
+
+327
+00:23:26,260 --> 00:23:28,040
+dot dl زائد c
+
+328
+00:23:33,600 --> 00:23:47,040
+بن بي مانوس بي ا بي ا بي ا بي ا بي اال example
+
+329
+00:23:47,040 --> 00:23:50,240
+عندي آخر حاجة احنا ركزناها في المحاضرة مثال
+
+330
+00:23:50,240 --> 00:23:54,520
+ركزوا معايا عندي two charges واحدة قيمتها minus 4
+
+331
+00:23:54,520 --> 00:23:58,800
+micro column وواحدة خمسة micro column واحدة قاعدة
+
+332
+00:23:58,800 --> 00:24:07,740
+عند x 2, y ناقص 1, z 3 والتانية عند 0 ب X, 0 ب Y, 4 ب Z, ناقص 2
+
+333
+00:24:07,740 --> 00:24:11,280
+يعني هذا موقع ال charge الأولى وموقع ال
+
+334
+00:24:11,280 --> 00:24:15,960
+charge التانية وبدنا نوجد ال potential عند النقطة
+
+335
+00:24:15,960 --> 00:24:20,500
+1 0 1 إذا افترضنا أن ال potential 0 at infinity ال
+
+336
+00:24:20,500 --> 00:24:24,140
+reference تبعي ال infinity هتريحني ايش بيضل علي
+
+337
+00:24:24,140 --> 00:24:27,460
+أجيب؟ عشان أجيب ال potential ال potential الناتج من
+
+338
+00:24:27,460 --> 00:24:29,360
+ال charge الأولى و ال potential الناتج من ال
+
+339
+00:24:29,360 --> 00:24:30,000
+charge التانية
+
+340
+00:24:38,110 --> 00:24:43,470
+ماله في ال x, y, z واضح يعني x, y, z ال charge
+
+341
+00:24:43,470 --> 00:24:46,310
+الأولى وين located؟ جُحدة قيمتها ماينوس أربعة
+
+342
+00:24:46,310 --> 00:24:52,090
+ميكرو عن ميت عند x, 2, y, 1, 6، لأ، يعني خلّيني أقول
+
+343
+00:24:52,090 --> 00:24:55,570
+تقريباً، إذا أخذنا هيكل هنا، هنبقى ال charge
+
+344
+00:24:55,570 --> 00:24:59,370
+الأولى في واحد اللي هي قيمتها ماينوس أربعة ميكرو
+
+345
+00:24:59,370 --> 00:25:05,250
+والتانية اللي هي خمسة ميكرو عند x بتساوي Zero
+
+346
+00:25:06,230 --> 00:25:11,270
+ياربع وزيد ناقص ثلاثة يعني somewhere هنا اي كيلو
+
+347
+00:25:11,270 --> 00:25:16,630
+ثلاثة اللي يعني Zero أربعة ناقص ثلاثة هاي اللي ر
+
+348
+00:25:16,630 --> 00:25:24,970
+واحد فلنا نسميها و هاي ر ثلاثة أو ر واحد ال prime
+
+349
+00:25:24,970 --> 00:25:27,450
+و ر ثلاثة ال prime إذا كنت تسميهم prime أو can
+
+350
+00:25:27,450 --> 00:25:32,070
+اللي هي ال charges مش مشكلة بس لأني علمتهم ر واحد
+
+351
+00:25:32,070 --> 00:25:34,210
+و ر ثلاثة مفرّقش أنا عملت مرتين ال prime
+
+352
+00:25:39,340 --> 00:25:47,220
+بالنقطة X1 Y0 Z1 يعني في مكان ما هذه النقطة بتحسب
+
+353
+00:25:47,220 --> 00:25:54,240
+إنها notation إذا
+
+354
+00:25:54,240 --> 00:26:01,240
+عندي إنعافة R1 R1 ايش قيمتها؟ 2
+
+355
+00:26:01,240 --> 00:26:09,430
+ناقص واحد وتلاتة R2 هي قيمتها 0 4 -2 وطبعاً R8 أنا
+
+356
+00:26:09,430 --> 00:26:16,170
+عارفها هي 1 0 1 بدي ال potential عند هذه النقطة ال
+
+357
+00:26:16,170 --> 00:26:18,530
+potential عند هذه النقطة بيكون مجموع ال two
+
+358
+00:26:18,530 --> 00:26:21,210
+potentials اللي جاي من هنا واللي جاي من هنا مجموع
+
+359
+00:26:21,210 --> 00:26:24,930
+الـ 2 اللي هيكون عشان أجيب ال potential اللي بتأثر
+
+360
+00:26:24,930 --> 00:26:27,010
+فيها اللي تشعرش على هذه النقطة ايش هيكون
+
+361
+00:26:37,520 --> 00:26:45,180
+R-R1 و ال potential اللي جاي من هاي T1 هيكون Q2
+
+362
+00:26:45,180 --> 00:26:52,420
+على 4Y إبسلون يتزامر R-R2 و هاد احنا بنعرف نحسبها
+
+363
+00:26:52,420 --> 00:26:56,840
+لو بس عشان اتعلمنا الجسمة تربيع لمربع طبعاً بتجيب
+
+364
+00:26:56,840 --> 00:27:05,460
+الفرق بينها R-R1 والفرق بتاعهم بدي أسعد أعمل ليه ال
+
+365
+00:27:05,460 --> 00:27:09,340
+magnetic بتاعهم الجزر التربيعي هاي الأولين هاي
+
+366
+00:27:09,340 --> 00:27:13,100
+الـ R وهاي الـ R1 الفرق بينهم واحد ناقص مش واطين
+
+367
+00:27:13,100 --> 00:27:17,300
+ناقص واحد zero ناقص ناقص واحد واطين ال plus واحد
+
+368
+00:27:17,300 --> 00:27:22,100
+واحد منص ثلاثة في منص اثنين والجزر التربيعي المربع
+
+369
+00:27:22,100 --> 00:27:25,680
+الأول زي المربع الثاني زي المربع الثالث واحد زي
+
+370
+00:27:25,680 --> 00:27:31,790
+واحد هيكون جزر التربيع 6 المسافة الثانية ال R نقص
+
+371
+00:27:31,790 --> 00:27:32,510
+4 نقص 4 نقص 4 نقص 4 نقص 4 نقص
+
+372
+00:27:32,510 --> 00:27:37,430
+4 نقص 4 نقص 4 نقص 4 نقص 4 نقص
+
+373
+00:27:37,430 --> 00:27:39,750
+4 نقص 4 نقص 4 نقص 4 نقص 4 نقص
+
+374
+00:27:39,750 --> 00:27:42,010
+4 نقص 4 نقص 4 نقص 4 نقص 4 نقص
+
+375
+00:27:42,010 --> 00:27:43,390
+4 نقص 4 نقص 4 نقص 4 نقص 4 نقص
+
+376
+00:27:43,390 --> 00:27:45,670
+4 نقص 4 نقص 4 نقص 4 نقص 4 نقص
+
+377
+00:27:45,670 --> 00:27:50,190
+4 نقص 4 نقص 4 نقص 4
+
+378
+00:27:57,640 --> 
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xQVL9n3FDqg_postprocess.srt b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xQVL9n3FDqg_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..60959f42dc49f25f787e84a28178d10ef49c3e52
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xQVL9n3FDqg_postprocess.srt
@@ -0,0 +1,1572 @@
+1
+00:00:20,650 --> 00:00:23,090
+بسم الله الرحمن الرحيم السلام عليكم ورحمة الله
+
+2
+00:00:23,090 --> 00:00:26,290
+وبركاته ان شاء الله اليوم هحكي عن ال electric
+
+3
+00:00:26,290 --> 00:00:30,490
+potential انتوا المحاضرات السابقة أخدتوا كيف حساب
+
+4
+00:00:30,490 --> 00:00:34,770
+ال electric field و ال electric field density و
+
+5
+00:00:34,770 --> 00:00:38,630
+اليوم هشوفوش هو ال electric potential زي اللي
+
+6
+00:00:38,630 --> 00:00:41,730
+أخدتوا في المحاضرات السابقة ان ال electric field
+
+7
+00:00:41,730 --> 00:00:45,710
+ممكن أحصل عليه بالطرق التالية ممكن أحصل عليها من
+
+8
+00:00:45,710 --> 00:00:48,710
+column block ولا لأ مش حدوني columns block حسبنا
+
+9
+00:00:49,780 --> 00:00:52,960
+لأي charge distribution أسوأ surface charge ولا
+
+10
+00:00:52,960 --> 00:00:55,380
+line of charge ولا volume of charge distribution
+
+11
+00:00:55,380 --> 00:01:00,440
+إذا كان في عندنا symmetry أولا بنستخدم مين؟ Gauss
+
+12
+00:01:00,440 --> 00:01:03,980
+law إذا ماقدر أجيب electric field يعني column law
+
+13
+00:01:03,980 --> 00:01:08,300
+إذا كان عندي charge distribution أسوأ كانت surface
+
+14
+00:01:08,300 --> 00:01:11,260
+ولا volume ولا line إذا كان في عندي نوم الأنواع
+
+15
+00:01:11,260 --> 00:01:16,080
+السيمتري بستخدم Gauss law كمان إحنا هنشوف إيه ممكن
+
+16
+00:01:16,080 --> 00:01:20,730
+نستخدمه لو كنا فيThe Scalar Potential V يعني لو
+
+17
+00:01:20,730 --> 00:01:24,330
+عرفنا Potential V بقدر برضه أجيب Electric Field
+
+18
+00:01:24,330 --> 00:01:30,010
+معناه أني لازم أعرف كيف أحسب Potential V وإيش هو
+
+19
+00:01:30,010 --> 00:01:34,970
+Potential V الفكرة إنه افترض إنه عندي هذا الخطوط
+
+20
+00:01:34,970 --> 00:01:38,730
+الزرقاء هي Electric Field جاي من أي مصدر ممكن جاي
+
+21
+00:01:38,730 --> 00:01:41,850
+من Pointed Charges، من Charge Distribution، عشان
+
+22
+00:01:41,850 --> 00:01:44,030
+ال line ولا عشان ال volume ولا عشان ال surface
+
+23
+00:01:44,030 --> 00:01:46,170
+فالمهم إنه عندي Electric Field اللي هو باللون
+
+24
+00:01:46,170 --> 00:01:51,900
+الأزرقبعدين انا بدى احرك ال charge من النقطة A
+
+25
+00:01:51,900 --> 00:01:57,200
+اللى تبعد RA عن ال origin للنقطة B اللى تبعد RB عن
+
+26
+00:01:57,200 --> 00:02:01,600
+ال origin اذا انا بدى اعمل ال moving لل charge Q
+
+27
+00:02:01,600 --> 00:02:07,040
+من النقطة A للنقطة B في وجود مين ال electric field
+
+28
+00:02:08,370 --> 00:02:11,290
+من column block احنا عارفين اذا انا عندى electric
+
+29
+00:02:11,290 --> 00:02:15,110
+field بقدر اقول ان ال force على ال charge بتساوي
+
+30
+00:02:15,110 --> 00:02:19,450
+قيمة ال charge فى ال electric field يعنى ال force
+
+31
+00:02:19,450 --> 00:02:22,230
+هتكون على ها ال charge اللى انا بعملها اذاها من
+
+32
+00:02:22,230 --> 00:02:26,690
+نقطة A لنقطة B ايش بتساوي Q فى Eلان عارفة ان في
+
+33
+00:02:26,690 --> 00:02:29,870
+عندي electric field و انا عمال بقول ال charge في
+
+34
+00:02:29,870 --> 00:02:32,170
+وجود ال electric field فقيمة ال force على هال
+
+35
+00:02:32,170 --> 00:02:36,390
+charge هيكون كل فيه، لما يكون عندي force عمال بعمل
+
+36
+00:02:36,390 --> 00:02:40,430
+اذا ها ايش بيصير عندي مانع في عندي work صح شغلتوا
+
+37
+00:02:40,430 --> 00:02:46,590
+هذا حتى في ال physics ممكن بيه اهأذا في عندي work
+
+38
+00:02:46,590 --> 00:02:51,150
+done ال work done عشان احرك ال charge من النقطة A
+
+39
+00:02:51,150 --> 00:02:55,910
+لنقطة B او خليني اخد لو انا بدى احركها بس جزئية DL
+
+40
+00:02:55,910 --> 00:02:59,910
+يعني هى ايش هتكون ال fraction of the work DW دلوقت
+
+41
+00:02:59,910 --> 00:03:05,210
+ايش هتساوي minus F dot DL الإشارة السالبة بس
+
+42
+00:03:05,210 --> 00:03:09,420
+بتقولى ان في عندي external agent هو اللى عملهامش
+
+43
+00:03:09,420 --> 00:03:12,060
+انه internal agent فيه ال external agent هو اللي
+
+44
+00:03:12,060 --> 00:03:16,920
+عملها بإذن dw بتساوي minus F dot dl و F اللي هي ال
+
+45
+00:03:16,920 --> 00:03:20,180
+force اللي على ال charge اللي موجودة في ال
+
+46
+00:03:20,180 --> 00:03:24,460
+electric field اللي بتساوي Q في E إذا ال work اللي
+
+47
+00:03:24,460 --> 00:03:29,560
+exerted عشان أحرك ال charge هي distance dl هيساوي
+
+48
+00:03:29,560 --> 00:03:35,780
+minus F dot dl و بمعنى آخر minus QE dot dlأذا ال
+
+49
+00:03:35,780 --> 00:03:38,460
+total work ايش بيسوي ال integration يعني انا بدي
+
+50
+00:03:38,460 --> 00:03:41,580
+ال total work اللي بدي احتاجه عشان احرق ال charge
+
+51
+00:03:41,580 --> 00:03:45,920
+من A ل B هيكون ال work بيسوي minus Q ال integral
+
+52
+00:03:45,920 --> 00:03:50,920
+من A ل B E هتكون function of L ضد L هدول هيكونوا
+
+53
+00:03:50,920 --> 00:03:54,760
+في قلب ال integration بدي اكمل على طول ال line من
+
+54
+00:03:54,760 --> 00:04:02,930
+النقطة A لنقطة Bلو قسمنا ال work و على Q بحصل على
+
+55
+00:04:02,930 --> 00:04:07,610
+ال potential energy per unit charge بسمي VAB
+
+56
+00:04:12,500 --> 00:04:16,060
+الـ minus لأنه معناه انه external agent اللي بيعمل
+
+57
+00:04:16,060 --> 00:04:19,460
+ال movement VAB اللي هو ال potential difference
+
+58
+00:04:19,460 --> 00:04:23,060
+بين النقطة A لنقطة B ال potential difference بين
+
+59
+00:04:23,060 --> 00:04:25,800
+نقطة A لنقطة B زي ال potential difference بين طرفي
+
+60
+00:04:25,800 --> 00:04:28,940
+المقامة ال potential difference بين نقطة A لنقطة B
+
+61
+00:04:28,940 --> 00:04:33,640
+هو عبارة عن minus ال integration من نقطة A لنقطة B
+
+62
+00:04:33,640 --> 00:04:36,720
+يعني ال position A ال position A اللي هو ر إيه
+
+63
+00:04:36,720 --> 00:04:40,350
+يعني لأ ال position B اللي هو ر بيهمن الـ position
+
+64
+00:04:40,350 --> 00:04:49,190
+A إلى الـ position B E.DL هى
+
+65
+00:04:49,190 --> 00:04:52,690
+هذا اللى حكيناه ان ال potential بيسوى W و ال work
+
+66
+00:04:52,690 --> 00:04:57,330
+على Q بيسواه minus integration من A إلى B E.DL اذا
+
+67
+00:04:57,330 --> 00:05:02,850
+ايش بنلاحظ اول حاجة و احنا بنقرر VAB لما نشوف AB
+
+68
+00:05:02,850 --> 00:05:06,690
+معناه ان A هي ال initial point و B هي ال final
+
+69
+00:05:06,690 --> 00:05:11,410
+pointلما أقول VAB معناه عندي A هي ال initial point
+
+70
+00:05:11,410 --> 00:05:15,590
+و B ال final point بيساوي minus integration ل A من
+
+71
+00:05:15,590 --> 00:05:20,270
+A ل B VAB قولنا negative ليش؟ لأنه هيكون في عندي
+
+72
+00:05:20,270 --> 00:05:22,370
+معناه احنا قولنا هو external agent بس هيكون في
+
+73
+00:05:22,370 --> 00:05:24,990
+عندي loss في potential energy أنا عندي charge
+
+74
+00:05:24,990 --> 00:05:28,730
+قاعدة و بحركها أيش معناه؟ تخسر potential energy
+
+75
+00:05:28,730 --> 00:05:32,850
+هذا ال negative تعني لي أنه في عندي loss في ال
+
+76
+00:05:32,850 --> 00:05:36,250
+energy لو positive معناه أنه قاعدة بعد الgen ل ال
+
+77
+00:05:36,250 --> 00:05:41,880
+energyكمان هدى انها VAB buff independent وحنشوفها
+
+78
+00:05:41,880 --> 00:05:45,540
+اللى قدام ليش هي buff independent بس احنا هذا ال
+
+79
+00:05:45,540 --> 00:05:50,220
+form بنعرف هذه خصائصه اقبل انه VAB هي ال emission
+
+80
+00:05:50,220 --> 00:05:52,720
+في ال final VAB is negative معناه بيلس في
+
+81
+00:05:52,720 --> 00:05:57,240
+potential energy VAB is buff independent بتعتمدش
+
+82
+00:05:57,240 --> 00:06:01,840
+على اتجاه ال buff و VAB is measured in joules per
+
+83
+00:06:01,840 --> 00:06:04,660
+column ليش في joules per column لأن ال work is
+
+84
+00:06:04,660 --> 00:06:12,500
+shell unit بتاعتهأيش ال unit بتاعة ال work؟
+
+85
+00:06:12,500 --> 00:06:17,760
+بصوت عالي تمام و ايش ال charge ال unit بتاعتها؟
+
+86
+00:06:17,760 --> 00:06:27,800
+volt إذا
+
+87
+00:06:27,800 --> 00:06:34,400
+ال unit volt بتكافر jewel بال columnبشخطنها في
+
+88
+00:06:34,400 --> 00:06:39,060
+الدوائر V بالفعل بتساوي ال work علقتها بال charge
+
+89
+00:06:39,060 --> 00:06:45,280
+work على Q فاصلة الشحنات أو بجمع الشحنات وبعطيني
+
+90
+00:06:45,280 --> 00:06:48,380
+ال potential difference بين أي element اللي بساوي
+
+91
+00:06:48,380 --> 00:06:53,340
+work على Q وبعملها هي Joule per Kole اللي هو ال
+
+92
+00:06:53,340 --> 00:07:00,080
+volt نفترض
+
+93
+00:07:00,080 --> 00:07:04,390
+إن أنا عادي electric fieldوهذا ال field ناتج من
+
+94
+00:07:04,390 --> 00:07:07,450
+point of charge وينوضع ال point of charge في ال
+
+95
+00:07:07,450 --> 00:07:10,210
+origin يعني انا عندى charge في ال origin ايش بديكن
+
+96
+00:07:10,210 --> 00:07:14,790
+شكل ال field يا طالع ع شكل spherical distribution
+
+97
+00:07:14,790 --> 00:07:20,530
+يا داخل صح ال line electric field line حسب الإشارة
+
+98
+00:07:20,530 --> 00:07:24,230
+تحت ال charge إذا موجبة هيكونوا طالعين من كل
+
+99
+00:07:24,230 --> 00:07:28,910
+الجهات حوالي المقطة إذا سالبة هيكون داخلين عليها
+
+100
+00:07:32,960 --> 00:07:35,120
+قيمة ال electric field الناتجة عن ال point of
+
+101
+00:07:35,120 --> 00:07:39,020
+charge شو تساوي؟ اكيو على four pipes ارثر بيه
+
+102
+00:07:39,020 --> 00:07:42,440
+ارهاد المفروض احطوه كيف تجيبوله ال point of charge
+
+103
+00:07:42,440 --> 00:07:47,770
+بال columns law و ال gauss law صحيح؟إذا الـ E
+
+104
+00:07:47,770 --> 00:07:50,970
+ستساوي Q على 4 بي إبسن أرثر بي أرهاد هذا الـ
+
+105
+00:07:50,970 --> 00:07:54,750
+electric field الناتج من ال point الـ charge إذا
+
+106
+00:07:54,750 --> 00:07:57,250
+ال potential لو بدي أن أنقل ال potential من أي
+
+107
+00:07:57,250 --> 00:08:02,430
+نقطة A ال charge من أي نقطة A لنقطة B لازم أحس ال
+
+108
+00:08:02,430 --> 00:08:05,170
+potential difference من نقطة A لنقطة B بإيه بيه مش
+
+109
+00:08:05,170 --> 00:08:10,890
+هتساوي minus ال integration من RA لRB ال Q على 4
+
+110
+00:08:10,890 --> 00:08:21,990
+by إبسن أرثر بي أرهاد.drr hat الـ
+
+111
+00:08:21,990 --> 00:08:27,270
+DL بتاعتي هي نقطة كالة نقطة A منتقلة لنقطة B أبعد
+
+112
+00:08:27,270 --> 00:08:29,210
+منها في اتجاه الريديا
+
+113
+00:08:31,950 --> 00:08:35,690
+هيكون النتيجة ال integration is an R hat هو اتجاه
+
+114
+00:08:35,690 --> 00:08:38,630
+ال electric field وانا عاملا بدنا نقول النقطة في
+
+115
+00:08:38,630 --> 00:08:43,290
+اتجاه ال dl اللي هي برضه في اتجاه ال radial فهيكون
+
+116
+00:08:43,290 --> 00:08:49,110
+Q على 4 by epsilon node R تربيه DR Q على 4 by
+
+117
+00:08:49,110 --> 00:08:51,230
+epsilon ماهي لها constant بقدر اطلعها برا ال
+
+118
+00:08:51,230 --> 00:08:55,540
+integrationQ على 4 بي إبسنون من ورد تخرج برا ال
+
+119
+00:08:55,540 --> 00:08:59,260
+integration و تكمل 1 على R تربيه دي R
+
+120
+00:09:09,330 --> 00:09:19,370
+VAB مفروض في الفيجور VAB مفروض
+
+121
+00:09:19,370 --> 00:09:30,330
+في الفيجور VAB مفروض
+
+122
+00:09:30,330 --> 00:09:34,010
+في الفيجور VAB مفروض في الفيجور VAB مفروض في
+
+123
+00:09:34,010 --> 00:09:37,570
+الفيجور VAB مفروض في الفيجور
+
+124
+00:09:46,690 --> 00:09:52,670
+بتبقى ممكن أنصر لهذا ال VAB انه عبارة عن ال
+
+125
+00:09:52,670 --> 00:09:58,430
+potential عند النقطة B with reference للنقطة A اذا
+
+126
+00:09:58,430 --> 00:10:01,810
+قلنا AQ على 4 by epsilon نقطة RB هي ال absolute
+
+127
+00:10:01,810 --> 00:10:03,190
+potential عند النقطة B
+
+128
+00:10:06,320 --> 00:10:10,780
+هي ال potential عند النقطة A يعني VAB بحسب VB
+
+129
+00:10:10,780 --> 00:10:13,300
+minus VA وهذا برضه يقول عنه ال potential
+
+130
+00:10:13,300 --> 00:10:16,240
+difference بين النقطة A وB ممكن أسميه هو ال
+
+131
+00:10:16,240 --> 00:10:21,280
+potential عند النقطة B ال reference للنقطة A واضح؟
+
+132
+00:10:21,280 --> 00:10:23,960
+بشكل عام ال potential الناتج عن ال point of charge
+
+133
+00:10:23,960 --> 00:10:28,480
+ايش بسوى Q على 4 by epsilon R ال absolute R
+
+134
+00:10:28,480 --> 00:10:31,820
+المسافر بالنقطة اللي بتحسب عندها ال potential عن
+
+135
+00:10:31,820 --> 00:10:35,820
+اللي هي النقطة ال charge وين ال charge موجودة؟بأسف
+
+136
+00:10:35,820 --> 00:10:38,920
+صلحت هنا احنا عرفنا هلقيت ايش هو ال potential
+
+137
+00:10:38,920 --> 00:10:42,140
+difference و ايش ال absolute potential ايش الفرق
+
+138
+00:10:42,140 --> 00:10:45,500
+بينهم ال absolute potential و ايش ال potential
+
+139
+00:10:45,500 --> 00:10:48,460
+difference potential difference ممكن ما بين نقطتين
+
+140
+00:10:48,460 --> 00:10:52,660
+من ظن نظر مواقعي مجالكها لكن absolute potential
+
+141
+00:10:52,660 --> 00:10:53,960
+ممكن من ال ..
+
+142
+00:10:57,160 --> 00:11:00,360
+ممتازة يعني انا ماحكيتهاش بس ما شاء الله ازملتكم
+
+143
+00:11:00,360 --> 00:11:03,500
+ممتازة انا لو بدأ اقول ايش هي ر بي يعني potential
+
+144
+00:11:03,500 --> 00:11:06,120
+عند النقطة ر بي اللي انا قولت q على four by
+
+145
+00:11:06,120 --> 00:11:09,320
+epsilon نقطة ر بي لو انا افترضت الـ ra عند ال
+
+146
+00:11:09,320 --> 00:11:12,440
+infinity هيكون ال potential عند هذه النقطة بساوة
+
+147
+00:11:12,440 --> 00:11:15,080
+صفر فال absolute potential في الواقع انا قولتلكم
+
+148
+00:11:15,080 --> 00:11:20,540
+هو قيمته four by على epsilon نقطة في Rاللي هي بعد
+
+149
+00:11:20,540 --> 00:11:25,160
+النقطة عن ال origin إذا كان عندى ال potential عند
+
+150
+00:11:25,160 --> 00:11:28,100
+ال infinity بساوة zero وهذا هي ال reference
+
+151
+00:11:28,100 --> 00:11:31,340
+بتاعتى، يعني أنا عمال بقى نقل ال charge بتاعتى من
+
+152
+00:11:31,340 --> 00:11:35,120
+ال infinity لنقطة اللى بدأي اسمها ال absolute
+
+153
+00:11:35,120 --> 00:11:40,340
+potentialممتازة باختصار اذا لو انا افترض ان ال
+
+154
+00:11:40,340 --> 00:11:43,420
+reference point بتاعتي هي ال infinity يعني عند ال
+
+155
+00:11:43,420 --> 00:11:46,800
+infinity واضح انه هيكون ال potential zero هيكون ال
+
+156
+00:11:46,800 --> 00:11:50,240
+potential عند النقطة مثلا RB ليه جاء من ال
+
+157
+00:11:50,240 --> 00:11:54,320
+infinity ل RB هي Q على four by epsilon node RB نفس
+
+158
+00:11:54,320 --> 00:11:56,900
+الحاجة لو انا بفكر على ال potential عند النقطة RA
+
+159
+00:11:56,900 --> 00:12:01,640
+انه انا بجيب من نقطة اد infinity لها نقطة هتكون Q
+
+160
+00:12:01,640 --> 00:12:07,540
+على four by epsilon node على RA تمامهذا الحكي
+
+161
+00:12:07,540 --> 00:12:11,720
+موجود هنا بس انا كنت حابه باختصار تقول ان هي Q فوق
+
+162
+00:12:11,720 --> 00:12:15,680
+Q على 4 by epsilon node R لكن اللي حكته قبلنا
+
+163
+00:12:15,680 --> 00:12:18,940
+وممتاز انه في حالة اللي انا بحكي عن ال absolute
+
+164
+00:12:18,940 --> 00:12:23,860
+potential انا بأفترض دائما انه انه ال potential at
+
+165
+00:12:23,860 --> 00:12:27,620
+infinity is 0 يعني مثلا اذا أخدنا RA بتروح ل
+
+166
+00:12:27,620 --> 00:12:31,160
+infinity اذا VA بتسوى 0 وبالتالي ال potential عند
+
+167
+00:12:31,160 --> 00:12:35,120
+النقطة B ايش بده يكون V بتسوى Q4 by epsilon node
+
+168
+00:12:35,120 --> 00:12:35,480
+في R
+
+169
+00:12:39,460 --> 00:12:41,520
+طب عاملنا ال electric field قولنا من point of
+
+170
+00:12:41,520 --> 00:12:44,100
+charge عند ال origin point of charge عند ال origin
+
+171
+00:12:44,100 --> 00:12:47,700
+ايش قولنا طالع radially يعني انت تخيل السفير
+
+172
+00:12:47,700 --> 00:12:50,300
+حوالين ال point of charge و ال electric field طالع
+
+173
+00:12:50,300 --> 00:12:55,180
+على شكل اللي هو radially اتجاه R معناه ان هنا
+
+174
+00:12:55,180 --> 00:12:59,020
+الاعتمادية اعلى ال theta و ال phi معلها لغيات مع
+
+175
+00:12:59,020 --> 00:13:06,380
+ال product يعني Eتجاه ال R وانا عمالي بعمل dot dl
+
+176
+00:13:06,380 --> 00:13:10,880
+حتى لو كان ال dot dl فيه component في التجاهات
+
+177
+00:13:10,880 --> 00:13:15,800
+الأخرى لما E R hat dot dl فببقى فقط ال radial
+
+178
+00:13:15,800 --> 00:13:19,340
+component فالاعتمادية على ال theta و ال phi ايش
+
+179
+00:13:19,340 --> 00:13:23,140
+بيصير لها cancellation يعني قيمة اللي هقولنا في
+
+180
+00:13:23,140 --> 00:13:27,640
+اتجاه ال radial فE R hat dot dl حتى لو ال dot dl
+
+181
+00:13:27,640 --> 00:13:30,440
+بتاعتى انا بيش على ال radial انا بنقولها من أي
+
+182
+00:13:30,440 --> 00:13:34,370
+نقطة لأي نقطةمش مضلولة على ال radial زي ما انا
+
+183
+00:13:34,370 --> 00:13:36,690
+حكيتلكم طوي قلت للتسجيل خم نفترضها على ال radial
+
+184
+00:13:36,690 --> 00:13:40,150
+لو كانت من أي نقطة لنقطة تانية مين هيظل عندى فقط
+
+185
+00:13:40,150 --> 00:13:43,410
+ال DL اللى في اتجاه ال component اللى في اتجاه ال
+
+186
+00:13:43,410 --> 00:13:51,410
+R هاتي طب اذا انا عندي E في DR هي عندي ال E ضد ال
+
+187
+00:13:51,410 --> 00:13:56,930
+DL تبصير بساطة E في ال DR هذا المجسنتش منه انه ال
+
+188
+00:13:56,930 --> 00:14:01,480
+potential ما بين نقطتينلا يعتمد على ال bus و كمان
+
+189
+00:14:01,480 --> 00:14:03,800
+ماراح نأكدها اول حاجة الاعتماد على ال theta و ال
+
+190
+00:14:03,800 --> 00:14:08,380
+phi انتهتها فإذا ما اعتمديه على ال bus مالهاش أي
+
+191
+00:14:08,380 --> 00:14:11,520
+قيمة في حساباتنا اللي بتنشر و كمان ماراح نشوف
+
+192
+00:14:11,520 --> 00:14:15,880
+أثباتها الطريقة أخرى انه انا لا اعتمد في حسابي على
+
+193
+00:14:15,880 --> 00:14:19,260
+ال V ما بين النقطة A و B على ال bus يعني انا عندي
+
+194
+00:14:19,260 --> 00:14:24,060
+نقطتين لو أخدت ال bus هيكي ال DL تعتي ولا ال DL
+
+195
+00:14:24,060 --> 00:14:25,520
+هيكده دايما هتكون DL
+
+196
+00:14:34,120 --> 00:14:37,200
+DL دائما تكون product of الـ DL مع الـ electric
+
+197
+00:14:37,200 --> 00:14:40,880
+field في اتجاه الارهاد فهي path independent
+
+198
+00:14:58,500 --> 00:15:03,320
+بشكل عام احنا قولنا غالبا بناخد النقطة اللى عند ال
+
+199
+00:15:03,320 --> 00:15:06,300
+infinity ال potential عندها zero لكن بشكل عام ال
+
+200
+00:15:06,300 --> 00:15:09,740
+potential ماقدر اقول عنه at any pointهو ال
+
+201
+00:15:09,740 --> 00:15:13,060
+potential difference between that point يعني ال
+
+202
+00:15:13,060 --> 00:15:15,760
+potential difference عند أي نقطة هي النقطة اللي
+
+203
+00:15:15,760 --> 00:15:18,840
+بحكي عنها هو ال potential عند هذه النقطة اللي
+
+204
+00:15:18,840 --> 00:15:22,340
+بتحسب عندها ال potential and and a chosen
+
+205
+00:15:22,340 --> 00:15:25,600
+difference يعني P أنا بدي عند النقطة ايه بقول هو
+
+206
+00:15:25,600 --> 00:15:29,580
+ال potential عند النقطة ايه ناقص اي potential عند
+
+207
+00:15:29,580 --> 00:15:31,860
+نقطة تانية بسميها ال reference اللي عندها ال
+
+208
+00:15:31,860 --> 00:15:32,800
+potential ساوة صفر
+
+209
+00:15:41,330 --> 00:15:44,770
+بشكل عام احنا اخدنا احد الحلقات الخاصة ال
+
+210
+00:15:44,770 --> 00:15:47,570
+potential difference او ال potential عند اي نقطة
+
+211
+00:15:47,570 --> 00:15:48,450
+ال absolute potential
+
+212
+00:15:53,100 --> 00:15:55,800
+وإذا أنا كان عند ال reference potential مثلا ال
+
+213
+00:15:55,800 --> 00:15:58,960
+infinity لكن المشكلة العامة هي أن ال potential عند
+
+214
+00:15:58,960 --> 00:16:01,780
+هذه النقطة مع reference لأي نقطة عندها potential
+
+215
+00:16:01,780 --> 00:16:04,820
+بساوة صفر ليس بالضرورة أن تكون infinity وزي ما قلت
+
+216
+00:16:04,820 --> 00:16:08,240
+سنشوف مثلان واحد لما أخد reference على طول هي ال
+
+217
+00:16:08,240 --> 00:16:10,900
+potential عند ال infinity بساوة zero واحدة ال
+
+218
+00:16:10,900 --> 00:16:13,360
+potential بساوة zero عن نقطة تانية غير ال infinity
+
+219
+00:16:13,360 --> 00:16:18,620
+هي ال reference بتاعتي مثلا
+
+220
+00:16:18,620 --> 00:16:21,000
+هاي هنا المثال اللي احنا شوفناه اللي هو عند ال
+
+221
+00:16:21,000 --> 00:16:23,420
+infinityأحنا قلنا إذا ال potential عند ال infinity
+
+222
+00:16:23,420 --> 00:16:27,020
+بساوة 0 فأقدر أحصل على ال absolute potential عند
+
+223
+00:16:27,020 --> 00:16:32,620
+النقطة اللى ببحث عنها على ال potential يعنى
+
+224
+00:16:32,620 --> 00:16:35,780
+V بساوة minus ال integral من ال infinity ل R E dot
+
+225
+00:16:35,780 --> 00:16:41,100
+DL طب if the Q is not هذا كله أنا بحكي وانفرضة ل
+
+226
+00:16:41,100 --> 00:16:46,180
+charge عند ال originيعني ال potential عند ال ra
+
+227
+00:16:46,180 --> 00:16:49,580
+بحسب بقشرة بالنسبة لل origin ال potential عند ال
+
+228
+00:16:49,580 --> 00:16:52,920
+rb بحسب بقشرة بالنسبة لل origin لأن عندي ال charge
+
+229
+00:16:52,920 --> 00:16:55,640
+عند ال origin طب لو كانت ال charge مش عند ال
+
+230
+00:16:55,640 --> 00:17:00,640
+origin عند أي نقطة تانية هيكون في عندي المسافة بين
+
+231
+00:17:00,640 --> 00:17:04,620
+ال distance بين النقطة اللى بتحسب عليها وموضوع ال
+
+232
+00:17:04,620 --> 00:17:09,220
+charge هذه هي اللى بتعطيلي ال potential absolute
+
+233
+00:17:09,220 --> 00:17:12,480
+potentialيعني لو كانت الـ charge مش عن الـ origin
+
+234
+00:17:12,480 --> 00:17:16,300
+بتقت a point whose position vector is R' إذا الـ
+
+235
+00:17:16,300 --> 00:17:19,820
+potential عند أي نقطة R إيش هيكون الـ Q على 4 by
+
+236
+00:17:19,820 --> 00:17:25,900
+Y0 في المسافة بين موضع الـ charge و النقطة اللي
+
+237
+00:17:25,900 --> 00:17:28,540
+بحسب عندها الـ potential هذا اللي أخدناه قبلها، لو
+
+238
+00:17:28,540 --> 00:17:32,280
+كانت عند الـ zero هتكون باشرة R اللي هي المسافة
+
+239
+00:17:32,280 --> 00:17:35,020
+بين الـ charge و الـ zero بين النقطة اللي بحسب
+
+240
+00:17:35,020 --> 00:17:37,260
+عندها الـ potential و الـ zero لكن لو كانت الـ
+
+241
+00:17:37,260 --> 00:17:40,870
+charge مش عند الـ originعند مسافة R' هتكون ال
+
+242
+00:17:40,870 --> 00:17:44,410
+potential على مين المسافة اللي بينهم، بين ال
+
+243
+00:17:44,410 --> 00:17:48,290
+charge بتشارج و النقطة اللي بتحسب عندها ال
+
+244
+00:17:48,290 --> 00:17:50,870
+potential واضح؟ فزان هتكون
+
+245
+00:17:58,260 --> 00:18:01,180
+موقع النقطة اللي بدأ يسيندها ال potential D of R
+
+246
+00:18:01,180 --> 00:18:05,120
+وR prime هو موقع التشارج في هذه الحالة لو كانت
+
+247
+00:18:05,120 --> 00:18:06,800
+ZERO أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+248
+00:18:06,800 --> 00:18:08,860
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+249
+00:18:08,860 --> 00:18:10,720
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+250
+00:18:10,720 --> 00:18:11,220
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+251
+00:18:11,220 --> 00:18:12,340
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+252
+00:18:12,340 --> 00:18:15,800
+أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع
+
+253
+00:18:15,800 --> 00:18:16,260
+أربع أربع
+
+254
+00:18:34,330 --> 00:18:38,550
+بإمكاني اعمل عملية superposition و اجمع كل ال
+
+255
+00:18:38,550 --> 00:18:42,590
+potential متشين عن هدولة متشارجة هدلاحتها لاقيت ان
+
+256
+00:18:42,590 --> 00:18:45,950
+احنا اش مفترضين انه عند ال infinity ايش ال
+
+257
+00:18:45,950 --> 00:18:49,450
+potential بالساوة 0 فبيطلع عند ال position بيقيه
+
+258
+00:18:49,450 --> 00:18:55,290
+Qα0 في R هو absolute potentialكل ال potentials
+
+259
+00:18:55,290 --> 00:18:58,910
+هيكونوا مجموعة من ال superposition هذا scalar ولا
+
+260
+00:18:58,910 --> 00:19:02,390
+دي ايش راح يكون؟ scalar ولا مش scalar؟ scalar اكيد
+
+261
+00:19:02,390 --> 00:19:09,610
+scalar طب ليش scalar؟ المسافة اللي بيننا المضروبة
+
+262
+00:19:09,610 --> 00:19:18,310
+في ال R hat المتجهة هي المتجهة مين؟ مين المتجهة؟
+
+263
+00:19:18,310 --> 00:19:24,040
+هتنضرب المتجهة اللي هي ال .. هتنضرب AR مين؟هي
+
+264
+00:19:24,040 --> 00:19:26,380
+بتسوي ال work انت بتحكي بس انا ماكنت معاك كويسة
+
+265
+00:19:26,380 --> 00:19:29,380
+احكيها كويسة هو انا مش مجمعها هى كلها مضبوطة مش
+
+266
+00:19:29,380 --> 00:19:32,460
+حلقة ال potential ليش scalar؟ مين بقول ليش
+
+267
+00:19:32,460 --> 00:19:37,360
+potential scalar؟ المفروض انه ال work يعني مش هو
+
+268
+00:19:37,360 --> 00:19:40,900
+بتسوي ال work على شحط ال work كمية scalar ديش يعني
+
+269
+00:19:40,900 --> 00:19:42,900
+طب انا اعمل work كمية scalar اخد ليش ال work كمية
+
+270
+00:19:42,900 --> 00:19:48,160
+scalar؟ مارتعتبد
+
+271
+00:19:48,160 --> 00:19:50,300
+على التجمشات؟ طب احنا كتبناها يعني موجودين في
+
+272
+00:19:50,300 --> 00:19:52,600
+الأنكم في ال slide up ليش ال work scalar؟
+
+273
+00:19:56,220 --> 00:19:59,220
+الwork ليش scalar؟ ليش ال potential scalar؟ ال
+
+274
+00:19:59,220 --> 00:20:02,980
+potential اللي بيساوي إيه؟ دو ال DL؟ دو ال product
+
+275
+00:20:02,980 --> 00:20:08,560
+إيش معله؟ scalar ال potential اللي رجع على ال
+
+276
+00:20:08,560 --> 00:20:11,640
+potential عشان هي لما قالت لنا ال potential إيش ال
+
+277
+00:20:11,640 --> 00:20:17,980
+potential بيساوي؟ إيش F دو ال DL؟ إيش معله؟ scalar
+
+278
+00:20:17,980 --> 00:20:21,660
+لحد ده لقيته كله scalar product يعني غصب إنه بيطلع
+
+279
+00:20:21,660 --> 00:20:25,480
+على potential scalarصحيح جامن vector quantities بس
+
+280
+00:20:25,480 --> 00:20:29,020
+dot ال product اذا هو scalar quantity اذا ماقلتش
+
+281
+00:20:29,020 --> 00:20:32,780
+ايش نوعه؟ scalar quantity مينذكر اننا معرفنا امثلة
+
+282
+00:20:32,780 --> 00:20:36,220
+ال field ال vector field و ال scalar field؟فأول
+
+283
+00:20:36,220 --> 00:20:39,700
+المحاضرات قلنا ال potential هو نوع من ال scalar
+
+284
+00:20:39,700 --> 00:20:43,320
+quantities إذا لو كان عندى عدد من ال charges مش ال
+
+285
+00:20:43,320 --> 00:20:47,460
+charge واحدة عند q1 و q2 و q3 و qn هيكون ال
+
+286
+00:20:47,460 --> 00:20:51,320
+potential مجموعهم كلهم وهيدنقل الحالة العامة اللى
+
+287
+00:20:51,320 --> 00:20:54,680
+لو كان عند q1 and r1 و q2 and r2 يعني مش قاعدين
+
+288
+00:20:54,680 --> 00:20:58,590
+على ال originو Qn and Rn ممكن يكون واحد من هدول
+
+289
+00:20:58,590 --> 00:21:02,330
+الـR and الـorigin يعني بتكون 000 القرنين تبعها
+
+290
+00:21:02,330 --> 00:21:06,290
+فبشكل عام V at R بيساوي Q1 على 4 π إبسم نُط عارف
+
+291
+00:21:06,290 --> 00:21:10,050
+من نص عارف واحد زي Q2 على 4 بإبسم نُط عارف من نص
+
+292
+00:21:10,050 --> 00:21:14,780
+عارف تانين وهكذاأو بشكل عام اللي هو 1 الى 4 بإمس
+
+293
+00:21:14,780 --> 00:21:19,080
+النوت الـ summation من K equal 1 لأن QK على R
+
+294
+00:21:19,080 --> 00:21:22,920
+minus RK طبعا اللي هي ال magnitude اللي هي المسافة
+
+295
+00:21:22,920 --> 00:21:26,600
+من مين النقطة الباقية عندها ال potential و وضع ال
+
+296
+00:21:26,600 --> 00:21:27,060
+charge
+
+297
+00:21:31,010 --> 00:21:34,870
+هذا الحكي يتطبق مباشرة على اي distribution احنا
+
+298
+00:21:34,870 --> 00:21:37,470
+لاحقا قلت بنحكي عن مين على point of charge مرة
+
+299
+00:21:37,470 --> 00:21:39,610
+احطناها عند ال origin ومرة قلناها عند ال origin
+
+300
+00:21:39,610 --> 00:21:43,370
+ومرة قلنا مش واحدة عندنا call لو كان عندي line of
+
+301
+00:21:43,370 --> 00:21:45,730
+charge او surface of charge او volume of charge
+
+302
+00:21:45,730 --> 00:21:51,530
+تفرقية بدل من قول الهي Q علىR هيكون ال integration
+
+303
+00:21:51,530 --> 00:21:57,810
+القانون ال Q بس بدل ال Q إيش هتكون التكامل لل
+
+304
+00:21:57,810 --> 00:22:00,250
+charge distribution في طبيعة مثلا إذا كان ال line
+
+305
+00:22:00,250 --> 00:22:05,590
+distribution هيكون ال هو rho L DL prime طبعا وين
+
+306
+00:22:05,590 --> 00:22:08,030
+دي charge هتكون عند R prime احنا قولنا موضوع ال
+
+307
+00:22:08,030 --> 00:22:12,290
+charge عند R prime هتكون rho L at R prime DL prime
+
+308
+00:22:13,560 --> 00:22:17,940
+نجم ال surface charge distribution أسسة R' بيأسي
+
+309
+00:22:17,940 --> 00:22:24,260
+ال brine أو volume اتشارج رو V R' V ال brine تمام؟
+
+310
+00:22:24,260 --> 00:22:27,180
+طيب اذا كمان مرة نذكر ان ال brine coordinate هو
+
+311
+00:22:27,180 --> 00:22:30,720
+موضوع ال charge distribution هذا بشكل عام لو كان
+
+312
+00:22:30,720 --> 00:22:32,980
+عن ال lineage distribution او surface distribution
+
+313
+00:22:32,980 --> 00:22:37,780
+او volume distribution احنا قلنا هذه النقاط لازم
+
+314
+00:22:37,780 --> 00:22:42,010
+نحطها في عين الاعتبار انهأنا عشان أحسب ال
+
+315
+00:22:42,010 --> 00:22:45,850
+potential عند أي نقطة بحسبه مع reference وين ال
+
+316
+00:22:45,850 --> 00:22:49,790
+potential بساوة zero لو كان عند ال infinity هيكون
+
+317
+00:22:49,790 --> 00:22:52,730
+ال c بساوة zero لو كان ال reference مش عند ال
+
+318
+00:22:52,730 --> 00:22:56,950
+infinity هيكون له قيمة يعني قيمته zero بس مستخدمه
+
+319
+00:22:56,950 --> 00:23:00,330
+عشان نحسب ال c يعني بحسب ال v عند ال infinity
+
+320
+00:23:00,330 --> 00:23:03,230
+ومنها بقدر أجيب اللي هو ال constant of integration
+
+321
+00:23:03,230 --> 00:23:08,390
+لذن لو كان عند ال point is chosen عند ال reference
+
+322
+00:23:08,390 --> 00:23:12,340
+مش بضرورة تكون ال infinityبشكل عام يكون لدي
+
+323
+00:23:12,340 --> 00:23:16,320
+constant of integration هذا بحسبه طبعا من معرفتي
+
+324
+00:23:16,320 --> 00:23:19,140
+لل potential عن أي نقطة عن وين النقطة هي اللي انا
+
+325
+00:23:19,140 --> 00:23:21,100
+بقولها عندها ال reference اللي عندها ال potential
+
+326
+00:23:21,100 --> 00:23:26,260
+بسوا zero بشكل عام لي ايش بتساوي minus integral a
+
+327
+00:23:26,260 --> 00:23:28,040
+dot dl زائد c
+
+328
+00:23:33,600 --> 00:23:47,040
+بن بي مانوس بي ا بي ا بي ا بي ا بي اال example
+
+329
+00:23:47,040 --> 00:23:50,240
+عندي اخر حاجة احنا راكزناها في المحاضرة مثال
+
+330
+00:23:50,240 --> 00:23:54,520
+راكزوا معايا عندي two charges واحدة قمتها minus 4
+
+331
+00:23:54,520 --> 00:23:58,800
+micro column واحدة خمسة micro column واحدة قاعدة
+
+332
+00:23:58,800 --> 00:24:07,740
+انت x2 y ناقص واحد وz تلاتةوالتانية عند 0 ب X0 وY4
+
+333
+00:24:07,740 --> 00:24:11,280
+وZ-2 يعني هذه موقع ال charge الأولى وموقع ال
+
+334
+00:24:11,280 --> 00:24:15,960
+charge التانية وبدنا نوجد ال potential عند النقطة
+
+335
+00:24:15,960 --> 00:24:20,500
+101 إذا افترضنا ان ال potential 0 at infinity ال
+
+336
+00:24:20,500 --> 00:24:24,140
+reference تبعي ال infinity هتريحني ايش بيضل علي
+
+337
+00:24:24,140 --> 00:24:27,460
+أجيب عشان أجيب ال potential ال potential الناتج من
+
+338
+00:24:27,460 --> 00:24:29,360
+ال charge الأولى و ال potential الناتج من ال
+
+339
+00:24:29,360 --> 00:24:30,000
+charge التانية
+
+340
+00:24:38,110 --> 00:24:43,470
+ماله في الـ x,y,z، واضح يعني x,y,z الـ charge
+
+341
+00:24:43,470 --> 00:24:46,310
+الأولى وين located؟ جُحدة قيمتها ماينوس أربعة
+
+342
+00:24:46,310 --> 00:24:52,090
+ميكرو عن ميت عند x,2,y,1,6، لأ، فيعني خلّيني أقول
+
+343
+00:24:52,090 --> 00:24:55,570
+تقريبا، إذا أخدتنا هيكل هنا، هنبقى الـ charge
+
+344
+00:24:55,570 --> 00:24:59,370
+الأولى في واحد، اللي هي قيمتها ماينوس أربعة ميكرو،
+
+345
+00:24:59,370 --> 00:25:05,250
+والتانية، اللي هي خمسة ميكرو عند x بتساوي Zero
+
+346
+00:25:06,230 --> 00:25:11,270
+ياربع وزيد ناقص تلاني يعني somewhere هنا اي كيلو
+
+347
+00:25:11,270 --> 00:25:16,630
+تلاني اللي يعني Zero أربع ناقص تلاني هاي اللي ر
+
+348
+00:25:16,630 --> 00:25:24,970
+واحد فلنا نسميها و هاي ر تلاني او ر واحد ال prime
+
+349
+00:25:24,970 --> 00:25:27,450
+و ر تلاني ال prime اذا كنت تسميهم prime او can
+
+350
+00:25:27,450 --> 00:25:32,070
+اللي هي ال charges مش مشكلة بس لإني علمتهم ر واحد
+
+351
+00:25:32,070 --> 00:25:34,210
+و ر تلاني مفرقش انا عملت مرتين ال prime
+
+352
+00:25:39,340 --> 00:25:47,220
+بالنقطة X1 Y0 Z1 يعني في مكان ما هذه النقطة بتحسب
+
+353
+00:25:47,220 --> 00:25:54,240
+انها notation اذا
+
+354
+00:25:54,240 --> 00:26:01,240
+عندي انعافة R1 R1 ايش تمتها اتنين
+
+355
+00:26:01,240 --> 00:26:09,430
+ناقص واحد وتلاتةر2 هي قيمتها 0 4-2 وطبعا ر8 انا
+
+356
+00:26:09,430 --> 00:26:16,170
+عارفها هي 1 0 1 بدي ال potential عند هذه النقطة ال
+
+357
+00:26:16,170 --> 00:26:18,530
+potential عند هذه النقطة بيكون مجموع ال two
+
+358
+00:26:18,530 --> 00:26:21,210
+potentials اللي جاي من هنا و اللي جاي من هنا مجموع
+
+359
+00:26:21,210 --> 00:26:24,930
+2 اللي هيكون عشان اجيب ال potential اللي بتأثر
+
+360
+00:26:24,930 --> 00:26:27,010
+فيها اللي تشعرش على هذه النقطة ايش هيكون
+
+361
+00:26:37,520 --> 00:26:45,180
+R-R1 و ال potential اللي جاي من هاي T1 هيكون Q2
+
+362
+00:26:45,180 --> 00:26:52,420
+على 4Y إبسلنه يتزامر R-R2 و هاد احنا بنعرف نحسبها
+
+363
+00:26:52,420 --> 00:26:56,840
+لو بس عشان اتعلمنا الجسمة تربية لمربع طبعا بتجيب
+
+364
+00:26:56,840 --> 00:27:05,460
+الفرق بينها R-R1والفرق بتاعهم بدي أسعد أعمل ليه ال
+
+365
+00:27:05,460 --> 00:27:09,340
+magnetic بتاعهم الجزر التربيعي هاي الأولين هاي
+
+366
+00:27:09,340 --> 00:27:13,100
+الار وهاي الار واحد الفرق بينهم واحد ناقص مش واطين
+
+367
+00:27:13,100 --> 00:27:17,300
+ناقص واحد zero ناقص ناقص واحد واطين ال plus واحد
+
+368
+00:27:17,300 --> 00:27:22,100
+واحد منص ثلاثة في منص اتنين والجزر التربيعي المربع
+
+369
+00:27:22,100 --> 00:27:25,680
+الأول زي المربع التاني زي المربع التالت واحد زي
+
+370
+00:27:25,680 --> 00:27:31,790
+واحدهيكون جزر التربيع 6 المسافة تانية الار نقص
+
+371
+00:27:31,790 --> 00:27:32,510
+اربعة نقص اربعة نقص اربعة نقص اربعة نقص اربعة نقص
+
+372
+00:27:32,510 --> 00:27:37,430
+اربعة نقص اربعة نقص اربعة نقص اربعة نقص اربعة نقص
+
+373
+00:27:37,430 --> 00:27:39,750
+اربعة نقص اربعة نقص اربعة نقص اربعة نقص اربعة نقص
+
+374
+00:27:39,750 --> 00:27:42,010
+اربعة نقص اربعة نقص اربعة نقص اربعة نقص اربعة نقص
+
+375
+00:27:42,010 --> 00:27:43,390
+اربعة نقص اربعة نقص اربعة نقص اربعة نقص اربعة نقص
+
+376
+00:27:43,390 --> 00:27:45,670
+اربعة نقص اربعة نقص اربعة نقص اربعة نقص اربعة نقص
+
+377
+00:27:45,670 --> 00:27:50,190
+اربعة نقص اربعة نقص اربعة نقص اربعة
+
+378
+00:27:57,640 --> 00:28:00,680
+طبعا احنا دايما بنحط ال constant of integration ما
+
+379
+00:28:00,680 --> 00:28:04,440
+ننساهاش هو طبعا معطين ال hint انه عند ال infinity
+
+380
+00:28:04,440 --> 00:28:08,980
+بده يكون ال potential zero فإذا c not هتكون بتساوي
+
+381
+00:28:08,980 --> 00:28:09,300
+6
+
+382
+00:28:17,740 --> 00:28:20,880
+أذا ال potential هو مجموعة انتين بعوض عن قيم ال
+
+383
+00:28:20,880 --> 00:28:24,440
+charges و عن قيم المسافات و بحصل على ال potential
+
+384
+00:28:24,440 --> 00:28:29,920
+عند هذه النقطة و القائد التاني هنكون انه مثال تاني
+
+385
+00:28:29,920 --> 00:28:34,340
+على كيف تحسب ال potential عند أي نقطة في ال space
+
+386
+00:28:34,340 --> 00:28:38,700
+إذا كنت عندي charge, point of charge و line of
+
+387
+00:28:38,700 --> 00:28:43,350
+chargeأيش هو ال electric field؟ إنها تجميل ال line
+
+388
+00:28:43,350 --> 00:28:47,410
+distribution راجع كيف أنا أحسب ال potential من ال
+
+389
+00:28:47,410 --> 00:28:50,810
+line يعني اتطلعوا شويه على السريع على الكتاب و
+
+390
+00:28:50,810 --> 00:28:54,050
+شوفوا إيش إحنا المحاضرة القادمة المثال اللي بحلو
+
+391
+00:28:54,050 --> 00:28:57,330
+حاولوا يكون عندكم فكرة عنه عشان تستفيدوا منه أقصى
+
+392
+00:28:57,330 --> 00:29:00,850
+استفادة و نشوفكوا إن شاء الله اللقاء القادم على
+
+393
+00:29:00,850 --> 00:29:01,110
+الفيديو
+
diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xQVL9n3FDqg_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xQVL9n3FDqg_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..78141249c912b25e4ade203a89fd8803543f4e96
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xQVL9n3FDqg_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 4871, "start": 20.65, "end": 48.71, "text": "بسم الله الرحمن الرحيم السلام عليكم ورحمة الله وبركاته ان شاء الله اليوم هحكي عن ال electric potential انتوا المحاضرات السابقة أخدتوا كيف حساب ال electric field و ال electric field density و اليوم هشوفوش هو ال electric potential زي اللي أخدتوا في المحاضرات السابقة ان ال electric field ممكن أحصل عليه بالطرق التالية ممكن أحصل عليها من column block ولا لأ مش حدوني columns block حسبنا", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 21136, 37440, 25894, 24793, 4032, 2288, 35571, 3660, 21984, 4032, 26890, 4117, 9307, 3224, 16472, 13412, 16606, 21984, 45595, 20498, 8032, 5016, 4117, 1829, 18871, 2423, 5210, 3995, 16472, 2655, 14407, 9673, 5016, 46958, 2288, 9307, 21136, 16758, 28671, 5551, 9778, 3215, 2655, 14407, 9122, 33911, 11331, 3794, 16758, 2423, 5210, 2519, 4032, 2423, 5210, 2519, 10305, 4032, 45595, 20498, 8032, 8592, 38688, 2407, 8592, 31439, 2423, 5210, 3995, 30767, 1829, 13672, 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between", "probability": 0.84521484375}, {"start": 911.2, "end": 912.22, "word": " that", "probability": 0.83642578125}, {"start": 912.22, "end": 912.68, "word": " point", "probability": 0.9755859375}, {"start": 912.68, "end": 912.96, "word": " يعني", "probability": 0.7098388671875}, {"start": 912.96, "end": 913.06, "word": " ال", "probability": 0.7548828125}, {"start": 913.06, "end": 913.32, "word": " potential", "probability": 0.9404296875}, {"start": 913.32, "end": 913.88, "word": " difference", "probability": 0.80615234375}, {"start": 913.88, "end": 914.12, "word": " عند", "probability": 0.88671875}, {"start": 914.12, "end": 914.38, "word": " أي", "probability": 0.8662109375}, {"start": 914.38, "end": 915.12, "word": " نقطة", "probability": 0.9899088541666666}, {"start": 915.12, "end": 915.38, "word": " هي", "probability": 0.31689453125}, {"start": 915.38, "end": 915.68, "word": " النقطة", "probability": 0.9627278645833334}, {"start": 915.68, "end": 915.76, "word": " اللي", 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ايه", "probability": 0.7840983072916666}, {"start": 925.06, "end": 925.46, "word": " بقول", "probability": 0.766845703125}, {"start": 925.46, "end": 925.6, "word": " هو", "probability": 0.96484375}, {"start": 925.6, "end": 925.72, "word": " ال", "probability": 0.93359375}, {"start": 925.72, "end": 926.1, "word": " potential", "probability": 0.9560546875}, {"start": 926.1, "end": 926.32, "word": " عند", "probability": 0.73486328125}, {"start": 926.32, "end": 926.78, "word": " النقطة", "probability": 0.94384765625}, {"start": 926.78, "end": 926.96, "word": " ايه", "probability": 0.7696126302083334}, {"start": 926.96, "end": 927.72, "word": " ناقص", "probability": 0.967529296875}, {"start": 927.72, "end": 928.18, "word": " اي", "probability": 0.788330078125}, {"start": 928.18, "end": 929.34, "word": " potential", "probability": 0.90576171875}, {"start": 929.34, "end": 929.58, "word": " عند", "probability": 0.7685546875}, {"start": 929.58, "end": 929.96, "word": " نقطة", "probability": 0.9710286458333334}, {"start": 929.96, "end": 930.3, "word": " تانية", "probability": 0.9851888020833334}, {"start": 930.3, "end": 930.8, "word": " بسميها", "probability": 0.961669921875}, {"start": 930.8, "end": 930.9, "word": " ال", "probability": 0.658203125}, {"start": 930.9, "end": 931.28, "word": " reference", "probability": 0.72314453125}, {"start": 931.28, "end": 931.52, "word": " اللي", "probability": 0.955322265625}, {"start": 931.52, "end": 931.78, "word": " عندها", "probability": 0.9921875}, {"start": 931.78, "end": 931.86, "word": " ال", "probability": 0.96240234375}, {"start": 931.86, "end": 932.14, "word": " potential", "probability": 0.9296875}, {"start": 932.14, "end": 932.56, "word": " ساوة", "probability": 0.52197265625}, {"start": 932.56, "end": 932.8, "word": " صفر", "probability": 0.7499186197916666}], "temperature": 1.0}, {"id": 38, "seek": 94845, "start": 941.33, "end": 948.45, "text": "بشكل عام احنا اخدنا احد الحلقات الخاصة ال potential difference او ال potential عند اي نقطة ال absolute potential", "tokens": [3555, 8592, 28820, 6225, 10943, 1975, 5016, 8315, 1975, 9778, 3215, 8315, 1975, 24401, 21542, 1211, 4587, 9307, 33962, 33546, 3660, 2423, 3995, 2649, 1975, 2407, 2423, 3995, 43242, 1975, 1829, 8717, 47432, 3660, 2423, 8236, 3995], "avg_logprob": -0.3930920958518982, "compression_ratio": 1.3644067796610169, "no_speech_prob": 5.543231964111328e-06, "words": [{"start": 941.3299999999999, "end": 942.05, "word": "بشكل", "probability": 0.5098876953125}, {"start": 942.05, "end": 942.55, "word": " عام", "probability": 0.9912109375}, {"start": 942.55, "end": 943.17, "word": " احنا", "probability": 0.5730794270833334}, {"start": 943.17, "end": 943.55, "word": " اخدنا", "probability": 0.7972412109375}, {"start": 943.55, "end": 943.87, "word": " احد", "probability": 0.793701171875}, {"start": 943.87, "end": 944.27, "word": " الحلقات", "probability": 0.79559326171875}, {"start": 944.27, "end": 944.71, "word": " الخاصة", "probability": 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0.9609375}], "temperature": 1.0}, {"id": 39, "seek": 98138, "start": 953.1, "end": 981.38, "text": "وإذا أنا كان عند ال reference potential مثلا ال infinity لكن المشكلة العامة هي أن ال potential عند هذه النقطة مع reference لأي نقطة عندها potential بساوة صفر ليس بالضرورة أن تكون infinity وزي ما قلت سنشوف مثلان واحد لما أخد reference على طول هي ال potential عند ال infinity بساوة zero واحدة ال potential بساوة zero عن نقطة تانية غير ال infinity هي ال reference بتاعتي مثلا هاي هنا المثال اللي احنا شوفناه اللي هو عند ال infinity", "tokens": [2407, 28814, 15730, 41850, 25961, 43242, 2423, 6408, 3995, 50113, 15040, 2423, 13202, 44381, 9673, 8592, 28820, 3660, 18863, 10943, 3660, 39896, 14739, 2423, 3995, 43242, 29538, 28239, 47432, 3660, 20449, 6408, 5296, 10721, 1829, 8717, 47432, 3660, 43242, 11296, 3995, 4724, 3794, 995, 2407, 3660, 20328, 5172, 2288, 32239, 3794, 20666, 11242, 2288, 13063, 3660, 14739, 6055, 30544, 13202, 4032, 11622, 1829, 19446, 12174, 1211, 2655, 8608, 1863, 8592, 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ال", "probability": 0.80419921875}, {"start": 954.68, "end": 954.88, "word": " reference", "probability": 0.35009765625}, {"start": 954.88, "end": 955.36, "word": " potential", "probability": 0.85595703125}, {"start": 955.36, "end": 955.68, "word": " مثلا", "probability": 0.97607421875}, {"start": 955.68, "end": 955.8, "word": " ال", "probability": 0.603515625}, {"start": 955.8, "end": 956.08, "word": " infinity", "probability": 0.6982421875}, {"start": 956.08, "end": 956.88, "word": " لكن", "probability": 0.67529296875}, {"start": 956.88, "end": 957.3, "word": " المشكلة", "probability": 0.843994140625}, {"start": 957.3, "end": 957.78, "word": " العامة", "probability": 0.8997395833333334}, {"start": 957.78, "end": 958.12, "word": " هي", "probability": 0.80615234375}, {"start": 958.12, "end": 958.4, "word": " أن", "probability": 0.5078125}, {"start": 958.4, "end": 958.46, "word": " ال", "probability": 0.64892578125}, {"start": 958.46, "end": 958.7, "word": " potential", "probability": 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962.72, "end": 963.26, "word": " بالضرورة", "probability": 0.87568359375}, {"start": 963.26, "end": 963.42, "word": " أن", "probability": 0.58984375}, {"start": 963.42, "end": 963.58, "word": " تكون", "probability": 0.8828125}, {"start": 963.58, "end": 963.86, "word": " infinity", "probability": 0.285888671875}, {"start": 963.86, "end": 964.5, "word": " وزي", "probability": 0.690185546875}, {"start": 964.5, "end": 964.6, "word": " ما", "probability": 0.9423828125}, {"start": 964.6, "end": 964.82, "word": " قلت", "probability": 0.718017578125}, {"start": 964.82, "end": 965.18, "word": " سنشوف", "probability": 0.74798583984375}, {"start": 965.18, "end": 965.6, "word": " مثلان", "probability": 0.6692708333333334}, {"start": 965.6, "end": 966.14, "word": " واحد", "probability": 0.872802734375}, {"start": 966.14, "end": 966.74, "word": " لما", "probability": 0.696533203125}, {"start": 966.74, "end": 967.02, "word": " أخد", "probability": 0.7679036458333334}, {"start": 967.02, "end": 967.36, "word": " reference", "probability": 0.49462890625}, {"start": 967.36, "end": 967.52, "word": " على", "probability": 0.464111328125}, {"start": 967.52, "end": 967.74, "word": " طول", "probability": 0.976806640625}, {"start": 967.74, "end": 968.0, "word": " هي", "probability": 0.578125}, {"start": 968.0, "end": 968.24, "word": " ال", "probability": 0.51708984375}, {"start": 968.24, "end": 968.56, "word": " potential", "probability": 0.94677734375}, {"start": 968.56, "end": 968.88, "word": " عند", "probability": 0.96826171875}, {"start": 968.88, "end": 969.06, "word": " ال", "probability": 0.79150390625}, {"start": 969.06, "end": 969.26, "word": " infinity", "probability": 0.8935546875}, {"start": 969.26, "end": 969.58, "word": " بساوة", "probability": 0.96123046875}, {"start": 969.58, "end": 969.88, "word": " zero", "probability": 0.66162109375}, {"start": 969.88, "end": 970.78, "word": " واحدة", "probability": 0.7810872395833334}, {"start": 970.78, "end": 970.9, "word": " ال", "probability": 0.84326171875}, {"start": 970.9, "end": 971.2, "word": " potential", "probability": 0.9716796875}, {"start": 971.2, "end": 971.6, "word": " بساوة", "probability": 0.9595703125}, {"start": 971.6, "end": 971.84, "word": " zero", "probability": 0.78466796875}, {"start": 971.84, "end": 972.02, "word": " عن", "probability": 0.287109375}, {"start": 972.02, "end": 972.32, "word": " نقطة", "probability": 0.9912109375}, {"start": 972.32, "end": 972.62, "word": " تانية", "probability": 0.951171875}, {"start": 972.62, "end": 972.88, "word": " غير", "probability": 0.989501953125}, {"start": 972.88, "end": 973.0, "word": " ال", "probability": 0.96044921875}, {"start": 973.0, "end": 973.36, "word": " infinity", "probability": 0.91357421875}, {"start": 973.36, "end": 973.66, "word": " هي", "probability": 0.80322265625}, {"start": 973.66, "end": 973.88, "word": " ال", "probability": 0.85009765625}, {"start": 973.88, "end": 974.14, "word": " reference", "probability": 0.90673828125}, {"start": 974.14, "end": 975.06, "word": " بتاعتي", "probability": 0.562255859375}, {"start": 975.06, "end": 978.62, "word": " مثلا", "probability": 0.943115234375}, {"start": 978.62, "end": 978.96, "word": " هاي", "probability": 0.32305908203125}, {"start": 978.96, "end": 979.28, "word": " هنا", "probability": 0.6435546875}, {"start": 979.28, "end": 979.76, "word": " المثال", "probability": 0.8380533854166666}, {"start": 979.76, "end": 979.88, "word": " اللي", "probability": 0.85986328125}, {"start": 979.88, "end": 979.98, "word": " احنا", "probability": 0.7987467447916666}, {"start": 979.98, "end": 980.48, "word": " شوفناه", "probability": 0.8753662109375}, {"start": 980.48, "end": 980.58, "word": " اللي", "probability": 0.6439208984375}, {"start": 980.58, "end": 980.7, "word": " هو", "probability": 0.94287109375}, {"start": 980.7, "end": 980.88, "word": " عند", "probability": 0.97802734375}, {"start": 980.88, "end": 981.0, "word": " ال", "probability": 0.9794921875}, {"start": 981.0, "end": 981.38, "word": " infinity", "probability": 0.90234375}], "temperature": 1.0}, {"id": 40, "seek": 100260, "start": 981.8, "end": 1002.6, "text": "أحنا قلنا إذا ال potential عند ال infinity بساوة 0 فأقدر أحصل على ال absolute potential عند النقطة اللى ببحث عنها على ال potential يعنى V بساوة minus ال integral من ال infinity ل R E dot DL طب if the Q is not هذا كله أنا بحكي وانفرضة ل charge عند ال origin", "tokens": [10721, 5016, 8315, 12174, 1211, 8315, 11933, 15730, 2423, 3995, 43242, 2423, 13202, 4724, 3794, 995, 2407, 3660, 1958, 6156, 10721, 28543, 2288, 5551, 5016, 36520, 15844, 2423, 8236, 3995, 43242, 28239, 47432, 3660, 13672, 7578, 4724, 49628, 12984, 18871, 11296, 15844, 2423, 3995, 37495, 1863, 7578, 691, 4724, 3794, 995, 2407, 3660, 3175, 2423, 11573, 9154, 2423, 13202, 5296, 497, 462, 5893, 413, 43, 23032, 3555, 498, 264, 1249, 307, 406, 23758, 28242, 3224, 41850, 4724, 5016, 4117, 1829, 4032, 7649, 5172, 43042, 3660, 5296, 4602, 43242, 2423, 4957], 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1255.53, "end": 1270.99, "text": "و Qn and Rn ممكن يكون واحد من هدول الـR and الـorigin يعني بتكون 000 القرنين تبعها فبشكل عام V at R بيساوي Q1 على 4 π إبسم نُط عارف من نص عارف واحد زي Q2 على 4 بإبسم نُط عارف من نص عارف تانين وهكذا", "tokens": [2407, 1249, 77, 293, 497, 77, 3714, 43020, 7251, 30544, 36764, 24401, 9154, 8032, 3215, 12610, 2423, 39184, 49, 293, 2423, 39184, 20632, 259, 37495, 22653, 39894, 30544, 13711, 25062, 2288, 1863, 9957, 6055, 3555, 3615, 11296, 6156, 3555, 8592, 28820, 6225, 10943, 691, 412, 497, 4724, 1829, 3794, 995, 45865, 1249, 16, 15844, 1017, 4654, 11933, 3555, 3794, 2304, 8717, 10859, 9566, 6225, 9640, 5172, 9154, 8717, 9381, 6225, 9640, 5172, 36764, 24401, 30767, 1829, 1249, 17, 15844, 1017, 4724, 28814, 3555, 38251, 8717, 10859, 9566, 6225, 9640, 5172, 9154, 8717, 9381, 6225, 9640, 5172, 6055, 7649, 9957, 37037, 4117, 15730], "avg_logprob": -0.38106796058636266, "compression_ratio": 1.6789473684210525, "no_speech_prob": 1.7881393432617188e-07, "words": 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summation من K equal 1 لأن QK على R minus RK طبعا اللي هي ال magnitude اللي هي المسافة من مين النقطة الباقية عندها ال potential و وضع ال charge", "tokens": [10721, 2407, 4724, 8592, 28820, 6225, 10943, 13672, 1829, 31439, 502, 2423, 7578, 1017, 4724, 28814, 2304, 3794, 28239, 35473, 2423, 39184, 28811, 9154, 591, 2681, 502, 5296, 33456, 1249, 42, 15844, 497, 3175, 497, 42, 23032, 3555, 3615, 995, 13672, 1829, 39896, 2423, 15668, 13672, 1829, 39896, 9673, 3794, 31845, 3660, 9154, 3714, 9957, 28239, 47432, 3660, 29739, 995, 4587, 10632, 43242, 11296, 2423, 3995, 4032, 4032, 11242, 3615, 2423, 4602], "avg_logprob": -0.39169519568142824, "compression_ratio": 1.4893617021276595, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1272.42, "end": 1272.72, "word": "أو", "probability": 0.66357421875}, {"start": 1272.72, "end": 1273.02, "word": " بشكل", "probability": 0.9026692708333334}, {"start": 1273.02, "end": 1273.42, "word": " عام", "probability": 0.984130859375}, {"start": 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ال", "probability": 0.273193359375}, {"start": 1286.6, "end": 1287.06, "word": " charge", "probability": 0.91357421875}], "temperature": 1.0}, {"id": 53, "seek": 130933, "start": 1291.01, "end": 1309.33, "text": "هذا الحكي يتطبق مباشرة على اي distribution احنا لاحقا قلت بنحكي عن مين على point of charge مرة احطناها عند ال origin ومرة قلناها عند ال origin ومرة قلنا مش واحدة عندنا call لو كان عندي line of charge او surface of charge او volume of charge تفرقية بدل من قول الهي Q على", "tokens": [3224, 15730, 21542, 4117, 1829, 7251, 2655, 9566, 3555, 4587, 3714, 3555, 33599, 25720, 15844, 1975, 1829, 7316, 1975, 5016, 8315, 20193, 5016, 4587, 995, 12174, 1211, 2655, 44945, 5016, 4117, 1829, 18871, 3714, 9957, 15844, 935, 295, 4602, 3714, 25720, 1975, 5016, 9566, 8315, 11296, 43242, 2423, 4957, 4032, 2304, 25720, 12174, 1211, 8315, 11296, 43242, 2423, 4957, 4032, 2304, 25720, 12174, 1211, 8315, 37893, 36764, 24401, 3660, 43242, 8315, 818, 45164, 25961, 18871, 16254, 1622, 295, 4602, 1975, 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distribution هيكون ال هو rho L DL prime طبعا وين دي charge هتكون عند R prime احنا قولنا موضوع ال charge عند R prime هتكون rho L at R prime DL prime", "tokens": [49, 8032, 1829, 30544, 2423, 10980, 25062, 7649, 11536, 2423, 1249, 4724, 3794, 47525, 1211, 2423, 1249, 11933, 1829, 8592, 8032, 2655, 30544, 16712, 4117, 10943, 1211, 24976, 4602, 7316, 8978, 23032, 21292, 27884, 50113, 15040, 11933, 15730, 25961, 2423, 1622, 7316, 8032, 1829, 30544, 2423, 31439, 20293, 441, 413, 43, 5835, 23032, 3555, 3615, 995, 4032, 9957, 11778, 1829, 4602, 8032, 2655, 30544, 43242, 497, 5835, 1975, 5016, 8315, 12174, 12610, 8315, 3714, 2407, 11242, 45367, 2423, 4602, 43242, 497, 5835, 8032, 2655, 30544, 20293, 441, 412, 497, 5835, 413, 43, 5835], "avg_logprob": -0.3367686201917364, "compression_ratio": 1.8472906403940887, "no_speech_prob": 7.748603820800781e-07, "words": [{"start": 1309.79, "end": 1310.21, "word": "R", "probability": 0.29296875}, {"start": 1310.21, "end": 1310.75, "word": " هيكون", 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0.98193359375}, {"start": 1381.85, "end": 1381.97, "word": " ال", "probability": 0.6806640625}, {"start": 1381.97, "end": 1382.31, "word": " constant", "probability": 0.96826171875}, {"start": 1382.31, "end": 1382.57, "word": " of", "probability": 0.9716796875}, {"start": 1382.57, "end": 1383.23, "word": " integration", "probability": 0.9560546875}, {"start": 1383.23, "end": 1384.71, "word": " لذن", "probability": 0.62353515625}, {"start": 1384.71, "end": 1384.91, "word": " لو", "probability": 0.9716796875}, {"start": 1384.91, "end": 1385.13, "word": " كان", "probability": 0.994140625}, {"start": 1385.13, "end": 1385.37, "word": " عند", "probability": 0.85888671875}, {"start": 1385.37, "end": 1386.37, "word": " ال", "probability": 0.580078125}, {"start": 1386.37, "end": 1387.03, "word": " point", "probability": 0.962890625}, {"start": 1387.03, "end": 1387.29, "word": " is", "probability": 0.8740234375}, {"start": 1387.29, "end": 1387.71, "word": " chosen", "probability": 0.8984375}, {"start": 1387.71, "end": 1387.93, "word": " عند", "probability": 0.5546875}, {"start": 1387.93, "end": 1388.01, "word": " ال", "probability": 0.73681640625}, {"start": 1388.01, "end": 1388.39, "word": " reference", "probability": 0.92041015625}, {"start": 1388.39, "end": 1388.65, "word": " مش", "probability": 0.83642578125}, {"start": 1388.65, "end": 1389.09, "word": " بضرورة", "probability": 0.803759765625}, {"start": 1389.09, "end": 1389.29, "word": " تكون", "probability": 0.9853515625}, {"start": 1389.29, "end": 1389.39, "word": " ال", "probability": 0.849609375}, {"start": 1389.39, "end": 1389.79, "word": " infinity", "probability": 0.9052734375}], "temperature": 1.0}, {"id": 57, "seek": 140804, "start": 1390.3, "end": 1408.04, "text": "بشكل عام يكون لدي constant of integration هذا بحسبه طبعا من معرفتي لل potential عن أي نقطة عن وين النقطة هي اللي انا بقولها عندها ال reference اللي عندها ال potential بسوا zero بشكل عام لي ايش بتساوي minus integral a dot dl زائد c", "tokens": 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1392.88, "word": " constant", "probability": 0.75048828125}, {"start": 1392.88, "end": 1393.14, "word": " of", "probability": 0.896484375}, {"start": 1393.14, "end": 1393.74, "word": " integration", "probability": 0.96142578125}, {"start": 1393.74, "end": 1394.34, "word": " هذا", "probability": 0.1588134765625}, {"start": 1394.34, "end": 1394.82, "word": " بحسبه", "probability": 0.86376953125}, {"start": 1394.82, "end": 1395.32, "word": " طبعا", "probability": 0.867431640625}, {"start": 1395.32, "end": 1395.76, "word": " من", "probability": 0.78564453125}, {"start": 1395.76, "end": 1396.32, "word": " معرفتي", "probability": 0.96826171875}, {"start": 1396.32, "end": 1396.54, "word": " لل", "probability": 0.2939453125}, {"start": 1396.54, "end": 1396.9, "word": " potential", "probability": 0.8154296875}, {"start": 1396.9, "end": 1397.16, "word": " عن", "probability": 0.45166015625}, {"start": 1397.16, "end": 1397.38, "word": " أي", "probability": 0.59765625}, {"start": 1397.38, "end": 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{"start": 1406.0, "end": 1406.26, "word": " a", "probability": 0.55908203125}, {"start": 1406.26, "end": 1406.48, "word": " dot", "probability": 0.26416015625}, {"start": 1406.48, "end": 1406.92, "word": " dl", "probability": 0.5048828125}, {"start": 1406.92, "end": 1407.68, "word": " زائد", "probability": 0.61865234375}, {"start": 1407.68, "end": 1408.04, "word": " c", "probability": 0.69580078125}], "temperature": 1.0}, {"id": 58, "seek": 142452, "start": 1413.6, "end": 1424.52, "text": "بن بي مانوس بي ا بي ا بي ا بي ا بي ا", "tokens": [3555, 1863, 4724, 1829, 3714, 7649, 41779, 4724, 1829, 1975, 4724, 1829, 1975, 4724, 1829, 1975, 4724, 1829, 1975, 4724, 1829, 1975], "avg_logprob": -0.7737771842790686, "compression_ratio": 1.7142857142857142, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 1413.6000000000001, "end": 1414.92, "word": "بن", "probability": 0.43603515625}, {"start": 1414.92, "end": 1415.26, "word": " بي", "probability": 0.48406982421875}, {"start": 1415.26, "end": 1415.54, "word": " مانوس", "probability": 0.6390787760416666}, {"start": 1415.54, "end": 1415.76, "word": " بي", "probability": 0.6451416015625}, {"start": 1415.76, "end": 1416.0, "word": " ا", "probability": 0.5419921875}, {"start": 1416.0, "end": 1417.3, "word": " بي", "probability": 0.40582275390625}, {"start": 1417.3, "end": 1417.36, "word": " ا", "probability": 0.41943359375}, {"start": 1417.36, "end": 1418.18, "word": " بي", "probability": 0.69873046875}, {"start": 1418.18, "end": 1418.84, "word": " ا", "probability": 0.43017578125}, {"start": 1418.84, "end": 1419.08, "word": " بي", "probability": 0.6195068359375}, {"start": 1419.08, "end": 1421.08, "word": " ا", "probability": 0.5126953125}, {"start": 1421.08, "end": 1423.5, "word": " بي", "probability": 0.6468505859375}, {"start": 1423.5, "end": 1424.52, "word": " ا", "probability": 0.63623046875}], "temperature": 1.0}, {"id": 59, "seek": 144288, "start": 1426.46, "end": 1442.88, "text": "ال example عندي اخر حاجة احنا راكزناها في المحاضرة مثال راكزوا معايا عندي two charges واحدة قمتها minus 4 micro column واحدة خمسة micro column واحدة قاعدة انت x2 y ناقص واحد وz تلاتة", "tokens": [6027, 1365, 18871, 16254, 1975, 34740, 11331, 26108, 3660, 1975, 5016, 8315, 12602, 995, 4117, 11622, 8315, 11296, 8978, 9673, 5016, 46958, 25720, 50113, 6027, 12602, 995, 4117, 11622, 14407, 20449, 995, 25528, 18871, 16254, 732, 12235, 36764, 24401, 3660, 12174, 2304, 2655, 11296, 3175, 1017, 4532, 7738, 36764, 24401, 3660, 16490, 2304, 3794, 3660, 4532, 7738, 36764, 24401, 3660, 12174, 995, 22488, 3660, 16472, 2655, 2031, 17, 288, 8717, 995, 4587, 9381, 36764, 24401, 4032, 89, 6055, 1211, 9307, 3660], "avg_logprob": -0.3218368989665334, "compression_ratio": 1.5932203389830508, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 1426.46, "end": 1426.68, "word": "ال", "probability": 0.82177734375}, {"start": 1426.68, "end": 1427.04, "word": " example", "probability": 0.070556640625}, {"start": 1427.04, "end": 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1431.96, "end": 1432.46, "word": " charges", "probability": 0.78173828125}, {"start": 1432.46, "end": 1433.28, "word": " واحدة", "probability": 0.9016927083333334}, {"start": 1433.28, "end": 1433.72, "word": " قمتها", "probability": 0.7574462890625}, {"start": 1433.72, "end": 1433.96, "word": " minus", "probability": 0.222412109375}, {"start": 1433.96, "end": 1434.52, "word": " 4", "probability": 0.455810546875}, {"start": 1434.52, "end": 1435.26, "word": " micro", "probability": 0.6845703125}, {"start": 1435.26, "end": 1435.7, "word": " column", "probability": 0.461181640625}, {"start": 1435.7, "end": 1436.52, "word": " واحدة", "probability": 0.90380859375}, {"start": 1436.52, "end": 1437.0, "word": " خمسة", "probability": 0.912109375}, {"start": 1437.0, "end": 1437.22, "word": " micro", "probability": 0.974609375}, {"start": 1437.22, "end": 1437.64, "word": " column", "probability": 0.90283203125}, {"start": 1437.64, "end": 1438.22, "word": " واحدة", "probability": 0.9664713541666666}, {"start": 1438.22, "end": 1438.8, "word": " قاعدة", "probability": 0.967041015625}, {"start": 1438.8, "end": 1439.62, "word": " انت", "probability": 0.5059814453125}, {"start": 1439.62, "end": 1440.28, "word": " x2", "probability": 0.6070556640625}, {"start": 1440.28, "end": 1440.7, "word": " y", "probability": 0.8125}, {"start": 1440.7, "end": 1441.1, "word": " ناقص", "probability": 0.73626708984375}, {"start": 1441.1, "end": 1441.7, "word": " واحد", "probability": 0.894775390625}, {"start": 1441.7, "end": 1442.26, "word": " وz", "probability": 0.64013671875}, {"start": 1442.26, "end": 1442.88, "word": " تلاتة", "probability": 0.892578125}], "temperature": 1.0}, {"id": 60, "seek": 147000, "start": 1443.52, "end": 1470.0, "text": "والتانية عند 0 ب X0 وY4 وZ-2 يعني هذه موقع ال charge الأولى وموقع ال charge التانية وبدنا نوجد ال potential عند النقطة 101 إذا افترضنا ان ال potential 0 at infinity ال reference تبعي ال infinity هتريحني ايش بيضل علي أجيب عشان أجيب ال potential ال potential الناتج من ال charge الأولى و ال potential الناتج من ال charge التانية", "tokens": [2407, 6027, 2655, 7649, 10632, 43242, 1958, 4724, 1783, 15, 4032, 56, 19, 4032, 57, 12, 17, 37495, 22653, 29538, 3714, 30543, 3615, 2423, 4602, 16247, 12610, 7578, 4032, 2304, 30543, 3615, 2423, 4602, 16712, 7649, 10632, 4032, 44510, 8315, 8717, 29245, 3215, 2423, 3995, 43242, 28239, 47432, 3660, 21055, 11933, 15730, 1975, 5172, 2655, 43042, 8315, 16472, 2423, 3995, 1958, 412, 13202, 2423, 6408, 6055, 3555, 3615, 1829, 2423, 13202, 8032, 2655, 16572, 5016, 22653, 1975, 1829, 8592, 4724, 1829, 11242, 1211, 25894, 5551, 7435, 1829, 3555, 6225, 8592, 7649, 5551, 7435, 1829, 3555, 2423, 3995, 2423, 3995, 2423, 8315, 2655, 7435, 9154, 2423, 4602, 16247, 12610, 7578, 4032, 2423, 3995, 2423, 8315, 2655, 7435, 9154, 2423, 4602, 16712, 7649, 10632], "avg_logprob": -0.28582317363925097, "compression_ratio": 2.0251046025104604, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 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diff --git a/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xsHJkkk1-GI_raw.json b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xsHJkkk1-GI_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..8d430820847d840121c9bc1b2171435abe177501
--- /dev/null
+++ b/PL9fwy3NUQKwZmUETC1fUVV_edXSxxud2c/xsHJkkk1-GI_raw.json
@@ -0,0 +1 @@
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"text": "عندي معلومة غير عن اللي احنا شوفناه في المثال الماضي انه عند ال infinity ال potential بيساوي 0 هنا ال reference point هي ال origin عند ال origin عندي ال potential بيساوي 0 في اي نقطة في ال space ان البوتنشال بيساوي مجموعة، البوتنشال اللي جاي من ال charge زي البوتنشال اللي جاي من ال line charge", "tokens": [3615, 1863, 16254, 20449, 1211, 20498, 3660, 32771, 13546, 18871, 13672, 1829, 1975, 5016, 8315, 13412, 38688, 8315, 3224, 8978, 9673, 12984, 6027, 9673, 46958, 1829, 16472, 3224, 43242, 2423, 13202, 2423, 3995, 4724, 1829, 3794, 995, 45865, 1958, 34105, 2423, 6408, 935, 39896, 2423, 4957, 43242, 2423, 4957, 18871, 16254, 2423, 3995, 4724, 1829, 3794, 995, 45865, 1958, 8978, 1975, 1829, 8717, 47432, 3660, 8978, 2423, 1901, 16472, 29739, 35473, 1863, 8592, 6027, 4724, 1829, 3794, 995, 45865, 3714, 7435, 2304, 2407, 27884, 12399, 29739, 35473, 1863, 8592, 6027, 13672, 1829, 10874, 47302, 9154, 2423, 4602, 30767, 1829, 29739, 35473, 1863, 8592, 6027, 13672, 1829, 10874, 47302, 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ال electric field في dot dl بالنسبة لل line of charge وانتوا جبتوها لل infinite line من جا عصله صحيح؟ تذكروا عند أي نقطة حوالين ال line اللي بتساوي ال clause integral أي dot dl بتساوي q enclosed على epsilon node من جا عصله", "tokens": [4587, 32640, 2423, 3995, 10874, 995, 10632, 9154, 2423, 4602, 20449, 32887, 5172, 13672, 1829, 31439, 9505, 15844, 1017, 22630, 17889, 9984, 497, 30767, 16373, 3215, 512, 5754, 16070, 20292, 10874, 995, 10632, 9154, 2423, 5210, 2519, 11778, 3224, 9122, 10943, 1211, 2423, 5210, 2519, 8978, 5893, 37873, 20666, 1863, 35457, 3660, 24976, 1622, 295, 4602, 4032, 7649, 2655, 14407, 10874, 3555, 2655, 2407, 11296, 24976, 13785, 1622, 9154, 10874, 995, 6225, 36520, 3224, 20328, 5016, 1829, 5016, 22807, 6055, 8848, 37983, 14407, 43242, 36632, 8717, 47432, 3660, 11331, 2407, 6027, 9957, 2423, 1622, 13672, 1829, 39894, 3794, 995, 45865, 2423, 25925, 11573, 36632, 5893, 37873, 39894, 3794, 995, 45865, 9505, 42089, 15844, 17889, 9984, 9154, 10874, 995, 6225, 36520, 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هو Q على 4 by epsilon note بد ال R تنين minus R واحد عشان حطيت دي cos θ بد ال R واحد في R تنين حطيت R تربيه تمام؟ في أي سؤال لحد هنا؟", "tokens": [10721, 15730, 2423, 3995, 2423, 8315, 2655, 7435, 18871, 2423, 1026, 48518, 31439, 1249, 15844, 1017, 538, 17889, 3637, 47525, 2423, 497, 6055, 1863, 9957, 3175, 497, 36764, 24401, 6225, 8592, 7649, 11331, 9566, 36081, 11778, 1829, 3792, 12622, 47525, 2423, 497, 36764, 24401, 8978, 497, 6055, 1863, 9957, 11331, 9566, 36081, 497, 6055, 2288, 21292, 3224, 46811, 10943, 22807, 8978, 36632, 8608, 33604, 6027, 5296, 24401, 34105, 22807], "avg_logprob": -0.40736608079501563, "compression_ratio": 1.4463276836158192, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 2550.2, "end": 2550.46, "word": "أذا", "probability": 0.39947509765625}, {"start": 2550.46, "end": 2550.68, "word": " ال", "probability": 0.90625}, {"start": 2550.68, "end": 2551.7, "word": " potential", "probability": 0.32666015625}, {"start": 2551.7, "end": 2552.46, "word": 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احنا ماخدينها دى vector هي عبارة عن d z hat ال projection تبعها في ال R hat هو عبارة عن d cos θ", "tokens": [3215, 7578, 3714, 6027, 11296, 1975, 2655, 7435, 40294, 11296, 1975, 2655, 7435, 40294, 2423, 710, 10298, 1975, 5016, 8315, 3714, 47283, 3215, 9957, 11296, 11778, 7578, 8062, 39896, 6225, 3555, 9640, 3660, 18871, 274, 710, 2385, 2423, 22743, 6055, 3555, 3615, 11296, 8978, 2423, 497, 2385, 31439, 6225, 3555, 9640, 3660, 18871, 274, 3792, 12622], "avg_logprob": -0.2613760839428818, "compression_ratio": 1.4296296296296296, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2599.83, "end": 2600.13, "word": "دى", "probability": 0.48553466796875}, {"start": 2600.13, "end": 2600.65, "word": " مالها", "probability": 0.76953125}, {"start": 2600.65, "end": 2601.65, "word": " اتجاهها", "probability": 0.89658203125}, {"start": 2601.65, "end": 2602.03, "word": " اتجاه", "probability": 0.82000732421875}, {"start": 2602.03, "end": 2602.11, "word": " ال", "probability": 0.5615234375}, 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{"start": 2641.19, "end": 2641.43, "word": " أنتوا", "probability": 0.6266276041666666}, {"start": 2641.43, "end": 2641.65, "word": " لازم", "probability": 0.9899088541666666}, {"start": 2641.65, "end": 2641.97, "word": " تكونوا", "probability": 0.9430338541666666}, {"start": 2641.97, "end": 2642.53, "word": " حافظينها", "probability": 0.8066650390625}], "temperature": 1.0}, {"id": 105, "seek": 266212, "start": 2643.5, "end": 2662.12, "text": "الديابل انه بساوي بي اللي هو مي حسميه الديابل moment اللي هو قيمة ال charge q في دي المسافة بين ال two charges بي الديابل moment كمرة هو q في دي و ال potential ناتج عن هذا الديابل هيكون قيمة الديابل moment بي dot r hat اللي هو الاتجاه", "tokens": [6027, 16254, 16758, 1211, 16472, 3224, 4724, 3794, 995, 45865, 4724, 1829, 13672, 1829, 31439, 3714, 1829, 11331, 38251, 1829, 3224, 2423, 16254, 16758, 1211, 1623, 13672, 1829, 31439, 12174, 32640, 3660, 2423, 4602, 9505, 8978, 11778, 1829, 9673, 3794, 31845, 3660, 49374, 2423, 732, 12235, 4724, 1829, 2423, 16254, 16758, 1211, 1623, 9122, 2304, 25720, 31439, 9505, 8978, 11778, 1829, 4032, 2423, 3995, 8717, 9307, 7435, 18871, 23758, 2423, 16254, 16758, 1211, 39896, 30544, 12174, 32640, 3660, 2423, 16254, 16758, 1211, 1623, 4724, 1829, 5893, 367, 2385, 13672, 1829, 31439, 2423, 9307, 7435, 40294], "avg_logprob": -0.28466796812911827, "compression_ratio": 2.0, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 2643.5, "end": 2644.14, "word": "الديابل", "probability": 0.5362548828125}, {"start": 2644.14, "end": 2644.74, "word": " انه", "probability": 0.48089599609375}, {"start": 2644.74, "end": 2645.14, "word": " بساوي", "probability": 0.794677734375}, {"start": 2645.14, "end": 2646.0, "word": " بي", "probability": 0.54473876953125}, {"start": 2646.0, "end": 2646.08, "word": " اللي", "probability": 0.343475341796875}, {"start": 2646.08, "end": 2646.24, "word": " هو", "probability": 0.9326171875}, {"start": 2646.24, "end": 2646.52, "word": " مي", "probability": 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0.9100341796875}, {"start": 2650.46, "end": 2650.7, "word": " بين", "probability": 0.96533203125}, {"start": 2650.7, "end": 2650.8, "word": " ال", "probability": 0.93701171875}, {"start": 2650.8, "end": 2650.94, "word": " two", "probability": 0.74609375}, {"start": 2650.94, "end": 2651.48, "word": " charges", "probability": 0.91845703125}, {"start": 2651.48, "end": 2652.58, "word": " بي", "probability": 0.8486328125}, {"start": 2652.58, "end": 2653.12, "word": " الديابل", "probability": 0.9234619140625}, {"start": 2653.12, "end": 2653.48, "word": " moment", "probability": 0.970703125}, {"start": 2653.48, "end": 2653.96, "word": " كمرة", "probability": 0.8935546875}, {"start": 2653.96, "end": 2654.18, "word": " هو", "probability": 0.90380859375}, {"start": 2654.18, "end": 2654.46, "word": " q", "probability": 0.7763671875}, {"start": 2654.46, "end": 2654.64, "word": " في", "probability": 0.94287109375}, {"start": 2654.64, "end": 2654.94, "word": " دي", "probability": 0.963134765625}, {"start": 2654.94, "end": 2655.6, "word": " و", "probability": 0.5791015625}, {"start": 2655.6, "end": 2655.7, "word": " ال", "probability": 0.78515625}, {"start": 2655.7, "end": 2656.04, "word": " potential", "probability": 0.94775390625}, {"start": 2656.04, "end": 2656.48, "word": " ناتج", "probability": 0.8844401041666666}, {"start": 2656.48, "end": 2656.6, "word": " عن", "probability": 0.77001953125}, {"start": 2656.6, "end": 2656.8, "word": " هذا", "probability": 0.8251953125}, {"start": 2656.8, "end": 2657.24, "word": " الديابل", "probability": 0.9781494140625}, {"start": 2657.24, "end": 2657.64, "word": " هيكون", "probability": 0.6361083984375}, {"start": 2657.64, "end": 2658.24, "word": " قيمة", "probability": 0.94921875}, {"start": 2658.24, "end": 2658.76, "word": " الديابل", "probability": 0.95849609375}, {"start": 2658.76, "end": 2659.1, "word": " moment", "probability": 0.8984375}, {"start": 2659.1, "end": 2660.18, "word": " بي", "probability": 0.919189453125}, {"start": 2660.18, "end": 2660.44, "word": " dot", "probability": 0.76904296875}, {"start": 2660.44, "end": 2660.68, "word": " r", "probability": 0.505859375}, {"start": 2660.68, "end": 2660.96, "word": " hat", "probability": 0.8388671875}, {"start": 2660.96, "end": 2661.14, "word": " اللي", "probability": 0.967041015625}, {"start": 2661.14, "end": 2661.34, "word": " هو", "probability": 0.97607421875}, {"start": 2661.34, "end": 2662.12, "word": " الاتجاه", "probability": 0.927978515625}], "temperature": 1.0}, {"id": 106, "seek": 268062, "start": 2662.32, "end": 2680.62, "text": "اللي ناله موازي للحط الواصل بين ال center تبع ال dipole للمقطة اللي بده احسب عندها ال potential على 4pi epsilon not r تربية و r اللي هي المسافة بين ال center تبع ال dipole للمقطة اللي بده احسب عندها ال potential بيعطيكوا العافية الدقاء القادم ان شاء الله نكمل", "tokens": [6027, 20292, 8717, 6027, 3224, 3714, 2407, 31377, 1829, 24976, 5016, 9566, 2423, 2407, 33546, 1211, 49374, 2423, 3056, 6055, 3555, 3615, 2423, 1026, 48518, 5296, 19528, 4587, 9566, 3660, 13672, 1829, 47525, 3224, 1975, 5016, 35457, 43242, 11296, 2423, 3995, 15844, 1017, 22630, 17889, 406, 367, 6055, 25513, 10632, 4032, 367, 13672, 1829, 39896, 9673, 3794, 31845, 3660, 49374, 2423, 3056, 6055, 3555, 3615, 2423, 1026, 48518, 5296, 19528, 4587, 9566, 3660, 13672, 1829, 47525, 3224, 1975, 5016, 35457, 43242, 11296, 2423, 3995, 4724, 40228, 9566, 1829, 4117, 14407, 18863, 31845, 10632, 32748, 4587, 16606, 25062, 18513, 2304, 16472, 13412, 16606, 21984, 8717, 24793, 1211], "avg_logprob": -0.2717581870399903, "compression_ratio": 2.07035175879397, "no_speech_prob": 5.507469177246094e-05, "words": [{"start": 2662.32, "end": 2662.9, "word": "اللي", "probability": 0.45263671875}, {"start": 2662.9, "end": 2663.3, "word": " ناله", "probability": 0.7315266927083334}, {"start": 2663.3, "end": 2664.14, "word": " موازي", "probability": 0.8778076171875}, {"start": 2664.14, "end": 2664.96, "word": " للحط", "probability": 0.8860677083333334}, {"start": 2664.96, "end": 2665.4, "word": " الواصل", "probability": 0.8717041015625}, {"start": 2665.4, "end": 2665.74, "word": " بين", "probability": 0.52392578125}, {"start": 2665.74, "end": 2665.98, "word": " ال", "probability": 0.96484375}, {"start": 2665.98, "end": 2666.36, "word": " center", "probability": 0.490234375}, {"start": 2666.36, "end": 2666.72, "word": " تبع", "probability": 0.8771158854166666}, {"start": 2666.72, "end": 2666.84, "word": " ال", "probability": 0.939453125}, {"start": 2666.84, "end": 2667.24, "word": " dipole", "probability": 0.47760009765625}, {"start": 2667.24, "end": 2668.14, "word": " للمقطة", "probability": 0.85048828125}, {"start": 2668.14, "end": 2668.26, "word": " اللي", "probability": 0.831298828125}, {"start": 2668.26, "end": 2668.42, "word": " بده", "probability": 0.461181640625}, {"start": 2668.42, "end": 2668.64, "word": " احسب", "probability": 0.8369140625}, {"start": 2668.64, "end": 2668.9, "word": " عندها", "probability": 0.972900390625}, {"start": 2668.9, "end": 2668.98, "word": " ال", "probability": 0.9228515625}, {"start": 2668.98, "end": 2669.36, "word": " potential", "probability": 0.83251953125}, {"start": 2669.36, "end": 2670.06, "word": " على", "probability": 0.8095703125}, {"start": 2670.06, "end": 2670.62, "word": " 4pi", "probability": 0.5260009765625}, {"start": 2670.62, "end": 2670.92, "word": " epsilon", "probability": 0.489501953125}, {"start": 2670.92, "end": 2671.1, "word": " not", "probability": 0.10870361328125}, {"start": 2671.1, "end": 2671.26, "word": " r", "probability": 0.6787109375}, {"start": 2671.26, "end": 2671.82, "word": " تربية", "probability": 0.5868326822916666}, {"start": 2671.82, "end": 2672.22, "word": " و", "probability": 0.83056640625}, {"start": 2672.22, "end": 2672.44, "word": " r", "probability": 0.44384765625}, {"start": 2672.44, "end": 2672.58, "word": " اللي", "probability": 0.8681640625}, {"start": 2672.58, "end": 2672.72, "word": " هي", "probability": 0.78369140625}, {"start": 2672.72, "end": 2673.3, "word": " المسافة", "probability": 0.974853515625}, {"start": 2673.3, "end": 2673.48, "word": " بين", "probability": 0.7490234375}, {"start": 2673.48, "end": 2673.64, "word": " ال", "probability": 0.9794921875}, {"start": 2673.64, "end": 2673.9, "word": " center", "probability": 0.87109375}, {"start": 2673.9, "end": 2674.16, "word": " تبع", "probability": 0.9700520833333334}, {"start": 2674.16, "end": 2674.28, "word": " ال", "probability": 0.98095703125}, {"start": 2674.28, "end": 2674.68, "word": " dipole", "probability": 0.891357421875}, {"start": 2674.68, "end": 2675.46, "word": " للمقطة", "probability": 0.8884765625}, {"start": 2675.46, "end": 2675.54, "word": " اللي", "probability": 0.97998046875}, {"start": 2675.54, "end": 2675.68, "word": " بده", "probability": 0.816162109375}, {"start": 2675.68, "end": 2675.88, "word": " احسب", "probability": 0.8683268229166666}, {"start": 2675.88, "end": 2676.24, "word": " عندها", "probability": 0.9541015625}, {"start": 2676.24, "end": 2676.5, "word": " ال", "probability": 0.884765625}, {"start": 2676.5, "end": 2676.82, "word": " potential", "probability": 0.96240234375}, {"start": 2676.82, "end": 2677.74, "word": " بيعطيكوا", "probability": 0.70989990234375}, {"start": 2677.74, "end": 2678.16, "word": " العافية", "probability": 0.9449869791666666}, {"start": 2678.16, "end": 2678.54, "word": " الدقاء", "probability": 0.73388671875}, {"start": 2678.54, "end": 2678.94, "word": " القادم", "probability": 0.9934895833333334}, {"start": 2678.94, "end": 2679.08, "word": " ان", "probability": 0.78515625}, {"start": 2679.08, "end": 2679.3, "word": " شاء", "probability": 0.985107421875}, {"start": 2679.3, "end": 2679.52, "word": " الله", "probability": 0.95947265625}, {"start": 2679.52, "end": 2680.62, "word": " نكمل", "probability": 0.6641438802083334}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2681.53325, "duration_after_vad": 2502.653749999991}
\ No newline at end of file
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/2QSAk6KyuOI_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/2QSAk6KyuOI_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..483848e3a421b2786c1aa27ab6bdb70e633eacb0
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/2QSAk6KyuOI_postprocess.srt
@@ -0,0 +1,1412 @@
+1
+00:00:21,330 --> 00:00:24,910
+حسنًا يا أخوات، اليوم إن شاء الله سنتحدث عن أشياء
+
+2
+00:00:24,910 --> 00:00:29,630
+أخرى من الحجز المحقق باعتبار عريسوتال، لقد بدأنا
+
+3
+00:00:29,630 --> 00:00:35,720
+بالتفسير على أشياء مهمةالقصة والشخصية صحيح؟ وكذلك
+
+4
+00:00:35,720 --> 00:00:42,180
+انا اقول اننا اشرحنا كل شيء صحيح؟ مصطلحات القصة و
+
+5
+00:00:42,180 --> 00:00:49,260
+ايضا صحيح؟ حسنا الشخصية اليوم سنذهب امام الاخر
+
+6
+00:00:49,260 --> 00:00:53,120
+ماذا؟ الاحتياطات الأخرى الأولة اللي سنتحدث عنها
+
+7
+00:00:53,120 --> 00:01:03,180
+وكما قلت لكم هم ليسوا مجرد مهمتهم صحيح؟ فكرةالفكرة
+
+8
+00:01:03,180 --> 00:01:09,720
+هنا، صحيح؟ هي كلمة كبيرة اللي مهمة جدًا في تجارب
+
+9
+00:01:09,720 --> 00:01:14,160
+أي .. تجارب .. تجارب، صحيح؟ ليس فقط تجارب، ولكن أي
+
+10
+00:01:14,160 --> 00:01:19,560
+عمل كلمات كلمات. لأن أحيانًا، صحيح؟ أشخاص .. أول
+
+11
+00:01:19,560 --> 00:01:24,500
+شيء اللي سيسألونه هو ماذا نتعلم من هذا العمل
+
+12
+00:01:24,500 --> 00:01:31,130
+الكلمي؟ما هو مصطلح هذا العمل الكتيري؟ صحيح؟ ما هو
+
+13
+00:01:31,130 --> 00:01:35,850
+مصطلح هذا العمل الكتيري؟ صحيح؟ إذا كنت تسأل هذه
+
+14
+00:01:35,850 --> 00:01:39,630
+السؤالة، يعني أنك تتكلم عن ماذا؟ عن الأفكار.
+
+15
+00:01:40,230 --> 00:01:45,130
+الأفكار هي الموضوع المهم أيضًا، موضوع مهم آخر في
+
+16
+00:01:45,130 --> 00:01:50,880
+تحقيق التجارة لأن هذا ما هو موضوع التجارةالسؤال
+
+17
+00:01:50,880 --> 00:01:52,700
+اللي نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع
+
+18
+00:01:52,700 --> 00:01:54,960
+نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع
+
+19
+00:01:54,960 --> 00:01:59,240
+نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع
+
+20
+00:01:59,240 --> 00:02:02,700
+نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع نطلع
+
+21
+00:02:02,700 --> 00:02:12,530
+نطلع نطلع نطلع نطلع نطلع نطالأول هو اسم الموضوع
+
+22
+00:02:12,530 --> 00:02:17,850
+والثاني هو اسم المصطلح والثالث هو اسم الفجر. بعض
+
+23
+00:02:17,850 --> 00:02:22,570
+الناس يقومون بالمزيج بين الاثنين، بين انا وكذا،
+
+24
+00:02:22,570 --> 00:02:28,590
+خاصة من الذين ليسوا، انا أقصد، لديهم علم عالمي في
+
+25
+00:02:28,590 --> 00:02:35,500
+تجارب الكتابة.صحيح؟ ولذلك ماهي الموضوع؟ ماهي الفرق
+
+26
+00:02:35,500 --> 00:02:40,140
+بين الموضوع؟ ماهي .. ومشكلة ومشكلة؟ لذلك ما يمكننا
+
+27
+00:02:40,140 --> 00:02:43,540
+نقول عن الموضوع هو دراسة الصحيحة أو الرسالة
+
+28
+00:02:43,540 --> 00:02:50,170
+المرتبطة للتجارب صحيح؟ نعمright more than relating
+
+29
+00:02:50,170 --> 00:02:54,870
+to the future right if it relates to the future we
+
+30
+00:02:54,870 --> 00:02:58,490
+call it a vision we are call it but if it relates
+
+31
+00:02:58,490 --> 00:03:01,490
+to the present what do we call it we call it a
+
+32
+00:03:01,490 --> 00:03:05,110
+theme a message that we right learn for our
+
+33
+00:03:05,110 --> 00:03:08,750
+current present life this is the message right
+
+34
+00:03:08,750 --> 00:03:12,890
+yeah but if this message is related to something
+
+35
+00:03:12,890 --> 00:03:18,420
+which isللمستقبل، ولكننا نقول إن هذا هو نظرية، هذا
+
+36
+00:03:18,420 --> 00:03:23,360
+.. هل تفهمين هذا النقطة أو يجب أن أشرح أكتر؟ صحيح؟
+
+37
+00:03:24,140 --> 00:03:28,360
+حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا،
+
+38
+00:03:28,360 --> 00:03:28,380
+حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا،
+
+39
+00:03:28,380 --> 00:03:28,540
+حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا،
+
+40
+00:03:28,540 --> 00:03:29,240
+حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا،
+
+41
+00:03:29,240 --> 00:03:37,460
+حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا،
+
+42
+00:03:37,460 --> 00:03:43,980
+حسنًا، حسنًا،
+
+43
+00:03:43,980 --> 00:03:47,020
+حس
+
+44
+00:03:47,050 --> 00:03:53,370
+العزيز من القوة، العزيز من القوة، صحيح؟ في الواقع،
+
+45
+00:03:53,370 --> 00:03:58,610
+صحيح؟ الناس عزيزين، المصادر الإنسانية عزيزين،
+
+46
+00:03:58,610 --> 00:04:04,230
+صحيح؟ حتى العمولة عزيزة، صحيح؟ هل تعتقدين ماهي
+
+47
+00:04:04,230 --> 00:04:10,550
+نظرية كتابة مثلها التي قد تظهر للقاهرة؟
+
+48
+00:04:13,510 --> 00:04:16,410
+it is a vision of destruction a vision of
+
+49
+00:04:16,410 --> 00:04:20,750
+destruction I say that if things are going to go
+
+50
+00:04:20,750 --> 00:04:24,630
+this way in this manner of abuse the future will
+
+51
+00:04:24,630 --> 00:04:32,010
+be dark right right yeah unless we which is which
+
+52
+00:04:32,010 --> 00:04:33,410
+is what a message for
+
+53
+00:04:42,260 --> 00:04:45,060
+أو مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+54
+00:04:45,060 --> 00:04:50,840
+مجردأنا أقصد تحريك تمامًا، صحيح؟ سيكون مظلمًا،
+
+55
+00:04:50,840 --> 00:04:56,000
+لذلك لدينا اتصالين، اتصال اللي يعني لنا أننا يجب
+
+56
+00:04:56,000 --> 00:05:00,480
+أن نغيّر هذا الضحك، هذا الضحك الحالي، وماذا نسمي
+
+57
+00:05:00,480 --> 00:05:05,900
+هذا؟ نسميه موضوع، صحيح؟ وأيضًا لدينا اتصال آخر، إن
+
+58
+00:05:05,900 --> 00:05:12,160
+هذا الضحك يستمر في ما سيحصل، فمستقبلنا سيكونمستقبل
+
+59
+00:05:12,160 --> 00:05:17,040
+التدمير، صحيح؟ ولهذا، صحيح؟ هذا هو الفرق بين ما
+
+60
+00:05:17,040 --> 00:05:24,140
+نسميه الوظيفة والمهمة. ماذا عن المصطلح؟motive is
+
+61
+00:05:24,140 --> 00:05:27,040
+something similar, we can say that the motif is a
+
+62
+00:05:27,040 --> 00:05:32,160
+theme but it is more repeated more than one time
+
+63
+00:05:32,160 --> 00:05:35,660
+in many works of the same author or in other
+
+64
+00:05:35,660 --> 00:05:39,640
+writings of other authors or maybe repeated right
+
+65
+00:05:39,640 --> 00:05:45,580
+okay through ages through ages rightمثلًا، عندما
+
+66
+00:05:45,580 --> 00:05:49,860
+نقول، على سبيل المثال، أهمية أن الرحمة خاطئة،
+
+67
+00:05:49,860 --> 00:05:55,720
+الرحمة خاطئة، صحيح؟ أن هذه الأهمية كانت تحدثت عنها
+
+68
+00:05:55,720 --> 00:05:59,880
+بكثير من الكتابين في كل زمان، في كل زمان، مختلفة
+
+69
+00:05:59,880 --> 00:06:04,180
+من زمان، صحيح؟ من شكسبير وحتى قبل شكسبير حتى
+
+70
+00:06:04,180 --> 00:06:08,040
+اليوم، نعرف أن الرحمة خاطئة، ما هو الرسالة؟
+
+71
+00:06:08,040 --> 00:06:14,890
+الرسالة هي أن الرحمة خاطئةعندما يكون مرتبط، ماذا
+
+72
+00:06:14,890 --> 00:06:19,270
+نسميه؟ لا نسميه موضوع، نسميه موضوع، لماذا؟ لأنه
+
+73
+00:06:19,270 --> 00:06:25,150
+مرتبط، موضوع مرتبط، موضوع عالمي، مرتبط من الكثير
+
+74
+00:06:25,150 --> 00:06:29,910
+من الكتابين في مختلفة أو من نفس الكتاب، في مراتين
+
+75
+00:06:29,910 --> 00:06:33,870
+مختلفة، وكتبين مختلفة، مثل المثال اللي أنا أكتبه
+
+76
+00:06:33,870 --> 00:06:40,990
+هنا، وهو أن الرحمة مخاطرة، حسنا، حسنا، هنا، حسنا،
+
+77
+00:06:55,190 --> 00:06:58,370
+right or otherwise everything is going to change
+
+78
+00:06:58,370 --> 00:07:03,990
+do you know what is the difference yes good pride
+
+79
+00:07:03,990 --> 00:07:11,060
+is fatal well fineNow we are done with this term
+
+80
+00:07:11,060 --> 00:07:13,680
+which is write thought according to him, we will
+
+81
+00:07:13,680 --> 00:07:17,360
+come to write the fourth one which is called the
+
+82
+00:07:17,360 --> 00:07:20,120
+diction And here what do we mean by diction? We
+
+83
+00:07:20,120 --> 00:07:22,900
+refer to write two language
+
+84
+00:07:25,900 --> 00:07:31,800
+سأعود إلى مفهوم التجارة، سأعود إلى مفهوم التجارة،
+
+85
+00:07:31,800 --> 00:07:38,820
+من يتذكر أو يتذكر مفهوم التجارة باعتبار أريستوتو،
+
+86
+00:07:38,820 --> 00:07:40,200
+هل هناك أحد؟
+
+87
+00:07:42,900 --> 00:07:47,720
+an imitation of an action that is serious,
+
+88
+00:07:48,080 --> 00:07:53,660
+serious, complete of a certain magnitude in a
+
+89
+00:07:53,660 --> 00:07:58,600
+language beautified with different kinds of
+
+90
+00:07:58,600 --> 00:08:03,360
+embellishments Right? So and what did we say about
+
+91
+00:08:03,360 --> 00:08:06,520
+this? That we said that what is the type of the
+
+92
+00:08:06,520 --> 00:08:11,890
+language that is what? Right?Okay, beautified with
+
+93
+00:08:11,890 --> 00:08:14,350
+different kinds of embellishments. What did we
+
+94
+00:08:14,350 --> 00:08:18,210
+say? We said it is poetic language. And when we
+
+95
+00:08:18,210 --> 00:08:20,610
+explain the word embellishments, we said that it
+
+96
+00:08:20,610 --> 00:08:25,820
+refers to two things. The first one isfigure of
+
+97
+00:08:25,820 --> 00:08:30,600
+speech and the second one it is the music it is
+
+98
+00:08:30,600 --> 00:08:34,980
+the music right today we are reminding you that
+
+99
+00:08:34,980 --> 00:08:38,400
+one of the first important characteristic that the
+
+100
+00:08:38,400 --> 00:08:41,340
+language is not supposed to be a common language
+
+101
+00:08:41,340 --> 00:08:45,540
+but it's supposed to be a grand high language or
+
+102
+00:08:45,540 --> 00:08:51,110
+poetic language as we said rightهذه الأولى، صحيح؟
+
+103
+00:08:51,110 --> 00:08:55,850
+ومن المفترض أن يكون لغة مخصصة مخصصة يعني مليئة مع
+
+104
+00:08:55,850 --> 00:09:00,110
+مخصصات بسرعة، صحيح؟ مليئة مع أغاني و أيضًا مبهرة
+
+105
+00:09:00,110 --> 00:09:07,550
+شيء أخر، صحيح؟ مكتوب ب .. صحيح؟ أو أشرح ب ..
+
+106
+00:09:07,550 --> 00:09:13,430
+أريستوطل في هذه الحالة أن مصطلح يسمونه Decorum
+
+107
+00:09:13,430 --> 00:09:19,030
+يسمونه .. صحيح؟ DecorumIs there anyone who is
+
+108
+00:09:19,030 --> 00:09:22,350
+familiar with this expression? What does دكره
+
+109
+00:09:22,350 --> 00:09:24,070
+mean? Yes.
+
+110
+00:09:32,430 --> 00:09:36,670
+Yeah, so here in if you still remember when we
+
+111
+00:09:36,670 --> 00:09:39,220
+talked about the characterwe said that the
+
+112
+00:09:39,220 --> 00:09:43,400
+character must be right appropriate and what does
+
+113
+00:09:43,400 --> 00:09:49,180
+it mean appropriate right it means that the that I
+
+114
+00:09:49,180 --> 00:09:52,760
+mean every person should act and speak according
+
+115
+00:09:52,760 --> 00:09:58,680
+to theirage، gender، and figures of speech، صحيح؟
+
+116
+00:09:58,680 --> 00:10:02,620
+هذا في الواضح أنه يتعلق بالمناسبة من ماذا؟ من
+
+117
+00:10:02,620 --> 00:10:07,980
+الشخص، إذا أردنا نتحدث عن المناسبة من اللغة نفسها
+
+118
+00:10:07,980 --> 00:10:13,400
+أو المناسبة بين اللغة، صحيح؟ و الشخص، نسميها
+
+119
+00:10:13,400 --> 00:10:22,400
+decorum، نسميها decorum، صحيح؟ صحيح؟
+
+120
+00:10:24,190 --> 00:10:31,790
+ما هو هذا؟ أن اللغة من أي شخص، أي شخصية في اللعبة،
+
+121
+00:10:31,790 --> 00:10:38,450
+أو في التجارة، يجب أن تكون مناسبة لزمان ورقم
+
+122
+00:10:38,450 --> 00:10:44,370
+الاجتماع والجنس والجنس كذلك، صحيح؟ أعني شخص معروف
+
+123
+00:10:44,370 --> 00:10:50,910
+يجب أن يتحدث ويستخدم اللغة من شخص معروف، عشان عشان
+
+124
+00:10:50,910 --> 00:10:51,590
+عشان عشان عشان عشان عشان عشان عشان عشان عشان عشان
+
+125
+00:10:51,660 --> 00:10:57,700
+is supposed to use a language that is suitable to
+
+126
+00:10:57,700 --> 00:11:01,820
+his own age and cultural background this
+
+127
+00:11:01,820 --> 00:11:07,100
+suitability between the language used by every
+
+128
+00:11:07,100 --> 00:11:10,660
+character and the character itself is called
+
+129
+00:11:10,660 --> 00:11:15,290
+DikramSo the other one which is really important,
+
+130
+00:11:15,470 --> 00:11:18,810
+another quality that there should be a kind of
+
+131
+00:11:18,810 --> 00:11:23,990
+ذكرم in what? In the diction used by the different
+
+132
+00:11:23,990 --> 00:11:26,770
+people, the different people, right?
+
+133
+00:11:29,670 --> 00:11:33,110
+Did you get it? Do you have any question?
+
+134
+00:11:38,630 --> 00:11:39,970
+Well, fine.
+
+135
+00:11:57,560 --> 00:12:08,450
+الجزء الخامس من التجارة هي الموسيقى وهيالجزء المهم
+
+136
+00:12:08,450 --> 00:12:15,130
+كان في تجارة المصر، في تجارة المصر بالضبط، وما هي
+
+137
+00:12:15,130 --> 00:12:20,230
+الموسيقى؟ عادةً في مجال اللغة الروحانية، يجب أن
+
+138
+00:12:20,230 --> 00:12:27,550
+يكون هناك نوع مهم جدًا، في أي تجارة، وهو مجموعة
+
+139
+00:12:27,550 --> 00:12:30,170
+طفلين يغنيوا أغنية، أغنية
+
+140
+00:12:33,180 --> 00:12:37,480
+هذه الموسيقى ليست فقط لإمتصاب، ليست فقط .. لكن
+
+141
+00:12:37,480 --> 00:12:41,960
+واحد من .. واحد من مهمتها .. مهمتها .. مهمتها ..
+
+142
+00:12:41,960 --> 00:12:44,180
+مهمتها .. مهمتها .. مهمتها .. مهمتها .. مهمتها ..
+
+143
+00:12:44,180 --> 00:12:44,200
+مهمتها .. مهمتها .. مهمتها .. مهمتها .. مهمتها ..
+
+144
+00:12:44,200 --> 00:12:44,820
+مهمتها .. مهمتها .. مهمتها .. مهمتها .. مهمتها ..
+
+145
+00:12:44,820 --> 00:12:45,140
+مهمتها .. مهمتها .. مهمتها .. مهمتها .. مهمتها ..
+
+146
+00:12:45,140 --> 00:12:45,860
+مهمتها .. مهمتها .. مهمتها .. مهمتها .. مهمتها ..
+
+147
+00:12:45,860 --> 00:12:50,380
+مهمتها .. مهمتها .. مهمتها .. مهمتها .. مهمتها ..
+
+148
+00:12:50,380 --> 00:13:03,000
+مهمت
+
+149
+00:13:03,150 --> 00:13:11,670
+What the main function is Yes please One
+
+150
+00:13:11,670 --> 00:13:14,410
+important function thank you very much All right
+
+151
+00:13:14,410 --> 00:13:19,860
+All right nextSo another important right question
+
+152
+00:13:19,860 --> 00:13:23,820
+sorry function is that right that through the
+
+153
+00:13:23,820 --> 00:13:27,920
+songs they show sympathy they show sympathy with
+
+154
+00:13:27,920 --> 00:13:32,720
+whom with the hero and even if he makes a mistake
+
+155
+00:13:32,720 --> 00:13:36,440
+and this mistake is a fatal mistake through their
+
+156
+00:13:36,440 --> 00:13:41,920
+songs they will always remind us that he isشخصية
+
+157
+00:13:41,920 --> 00:13:46,600
+جيدة ومن خلال أغانيها .. أغاني المشرفة يجعلوا ال
+
+158
+00:13:46,600 --> 00:13:52,060
+.. ماذا؟ ال .. ماذا أسميها؟ المجتمع يشرفون أن
+
+159
+00:13:52,060 --> 00:13:56,400
+يحصلوا على نفس الشعور مع .. صحيح؟ معهم، صحيح؟
+
+160
+00:13:56,400 --> 00:14:00,580
+بالنسبالي، مع ماذا؟ مع الحروب، ولذلك سيساعدوا في
+
+161
+00:14:00,580 --> 00:14:06,480
+تجريم المسامح والخوف، المسامح والخوف، صح؟ صحيح؟
+
+162
+00:14:07,610 --> 00:14:11,230
+this is one character a function another function
+
+163
+00:14:11,230 --> 00:14:17,170
+is to introduce the characters right they tell us
+
+164
+00:14:17,170 --> 00:14:20,690
+right who the characters are directly or
+
+165
+00:14:20,690 --> 00:14:26,360
+indirectly right in other words rightSometimes we
+
+166
+00:14:26,360 --> 00:14:29,500
+might not identify a certain character whether
+
+167
+00:14:29,500 --> 00:14:34,800
+good or bad, right? So these right songs will help
+
+168
+00:14:34,800 --> 00:14:39,120
+us to identify either them as good characters or
+
+169
+00:14:39,120 --> 00:14:43,080
+bad characters, not only them, I mean the tragic
+
+170
+00:14:43,080 --> 00:14:47,240
+hero, but also other characters, right? A third
+
+171
+00:14:47,240 --> 00:14:53,400
+important one, which is right? All right.I call it
+
+172
+00:14:53,400 --> 00:14:57,660
+the development of the dramatic actionأحد الأعمال
+
+173
+00:14:57,660 --> 00:15:04,480
+المهمة أكتر هي تطور الحركة الدramatic كيف تطور
+
+174
+00:15:04,480 --> 00:15:09,540
+الحركة الدramatic؟ تطور الحركة الدramatic بإخبارنا
+
+175
+00:15:09,540 --> 00:15:17,640
+كيف بدأ المشكلة وعند ما بدأت وما هي تاريخ المشكلة
+
+176
+00:15:17,640 --> 00:15:22,760
+إذا لم نستطيع أن نفهمها من خلال الاتصال مع الشخص
+
+177
+00:15:23,500 --> 00:15:27,280
+لذلك إذا لم نستطيع أن نفهم المشكلة أو تاريخ
+
+178
+00:15:27,280 --> 00:15:31,380
+المشكلة من خلال الديالوج للشخصيات الكورسية
+
+179
+00:15:31,380 --> 00:15:37,420
+ستساعدنا من خلال الموسيقى لتعريف تاريخ المشكلة
+
+180
+00:15:37,420 --> 00:15:43,040
+ومتطورتها ولذلك يساعدون في ماذا؟ في تطور الحركة
+
+181
+00:15:43,040 --> 00:15:49,720
+الدراماتيكية، كيف الحركة، الحركة الانتقالية،
+
+182
+00:15:49,720 --> 00:15:55,530
+الانتقال والحركة الانتقاليةحسنًا، وكذلك، وكذلك،
+
+183
+00:15:55,530 --> 00:16:02,390
+وكذلك، وكذا،
+
+184
+00:16:02,390 --> 00:16:05,650
+وكذا،
+
+185
+00:16:05,650 --> 00:16:06,090
+وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا،
+
+186
+00:16:06,090 --> 00:16:06,870
+وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا،
+
+187
+00:16:06,870 --> 00:16:09,090
+وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا،
+
+188
+00:16:09,090 --> 00:16:09,130
+وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا،
+
+189
+00:16:09,130 --> 00:16:09,210
+وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا،
+
+190
+00:16:09,210 --> 00:16:12,390
+وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا، وكذا،
+
+191
+00:16:12,390 --> 00:16:20,330
+وكذا
+
+192
+00:16:21,900 --> 00:16:28,020
+الجزء الأخير لليوم اللي هو الشجرة الشجرة
+
+193
+00:16:28,020 --> 00:16:34,580
+هنا هو ما يمكن أن تكون رؤيته على المسرح كل شيء
+
+194
+00:16:34,580 --> 00:16:41,760
+يمكننا أن نراه على المسرح نسميه شجرة كلمة الشجرة
+
+195
+00:16:41,760 --> 00:16:47,450
+الشجرة الفيزيائيةالأشياء اللي نستطيع أن نشاهها على
+
+196
+00:16:47,450 --> 00:16:51,730
+المسرح مثل ماذا؟ مثل .. مثل .. مثل .. مثل .. مثل
+
+197
+00:16:51,730 --> 00:17:00,970
+.. مثل .. مثل مثل مثل مثل مثل مثل مثل
+
+198
+00:17:00,970 --> 00:17:03,590
+مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل
+
+199
+00:17:03,590 --> 00:17:03,810
+مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل
+
+200
+00:17:03,810 --> 00:17:03,870
+مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل
+
+201
+00:17:03,870 --> 00:17:04,470
+مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل
+
+202
+00:17:04,470 --> 00:17:08,530
+مثل مثل مثل مثل مثل مثل مثل مثل مثل مثل مث
+
+203
+00:17:12,610 --> 00:17:17,410
+ولكن ما هو أكتر مهم أو مجرد .. مجرد عرض هنا، هذا
+
+204
+00:17:17,410 --> 00:17:20,290
+الواحد، هذا ما يمكننا أن نقوله كل شيء يمكن أن يتم
+
+205
+00:17:20,290 --> 00:17:24,250
+رؤيه على المسابقه إلا لو أن الشخصيات، إلا لو أن
+
+206
+00:17:24,250 --> 00:17:30,510
+الشخصيات، صحيح؟ صحيح؟ سيكون تعتبر مجرد، صحيح؟ مثل
+
+207
+00:17:30,510 --> 00:17:34,210
+الأسلحة، الأسلحة، التصوير، الأضواء ومخلوقات
+
+208
+00:17:34,210 --> 00:17:42,860
+والشخصية المتفارقة هي .. هي أكتر مهمة، صحيح؟ما
+
+209
+00:17:42,860 --> 00:17:47,840
+نفهمه من ما نشاهده على المسابقه، من يقدر يعطيني
+
+210
+00:17:47,840 --> 00:17:53,300
+مثال؟ مثال
+
+211
+00:17:53,300 --> 00:17:56,560
+من المثابرين، مثال من المثابرين، مثال من
+
+212
+00:17:56,560 --> 00:18:02,800
+المثابرين، مثال من المثابرين، مثال من المثابرين،
+
+213
+00:18:02,800 --> 00:18:05,520
+مثال من المثابرين، مثال من المثابرين، مثال من
+
+214
+00:18:05,520 --> 00:18:05,640
+مثال من المثابرين، مثال من المثابرين، مثال من
+
+215
+00:18:05,640 --> 00:18:05,660
+المثابرين، مثال من المثابرين، مثال من المثابرين،
+
+216
+00:18:05,660 --> 00:18:07,500
+المثابرين، مثال من المثابرين، مثال من المثابرين،
+
+217
+00:18:07,500 --> 00:18:10,540
+مثال من المثابرين، مثال من الم
+
+218
+00:18:13,770 --> 00:18:14,470
+Good.
+
+219
+00:18:18,210 --> 00:18:20,510
+Yes. Yeah.
+
+220
+00:18:24,990 --> 00:18:29,920
+Right. Good. Fine. Yes.as she said if we see trees
+
+221
+00:18:29,920 --> 00:18:33,980
+well or rain or like a snow or breeze يعني
+
+222
+00:18:33,980 --> 00:18:35,520
+understand this is the atmosphere .. we can figure
+
+223
+00:18:35,520 --> 00:18:39,100
+out what is the atmosphere of the tragedy will be
+
+224
+00:18:39,100 --> 00:18:42,960
+or the play from what we can see from the colors
+
+225
+00:18:42,960 --> 00:18:46,840
+if these are colors are bright and colorful we
+
+226
+00:18:46,840 --> 00:18:49,860
+know that the atmosphere is going to be atmosphere
+
+227
+00:18:49,860 --> 00:18:54,020
+of what of happiness or the opposite if the
+
+228
+00:18:54,020 --> 00:18:58,130
+sceneryis only consisting of clouds, dark clouds,
+
+229
+00:18:58,210 --> 00:19:02,430
+right? and right, a barren land for example we
+
+230
+00:19:02,430 --> 00:19:05,970
+understand that we will have a kind of a
+
+231
+00:19:05,970 --> 00:19:11,630
+catastrophic atmosphere, a sad atmosphere, right?
+
+232
+00:19:12,110 --> 00:19:16,290
+so what can be seen on the stage physically is
+
+233
+00:19:16,290 --> 00:19:19,550
+called the literal spectacle or the physical
+
+234
+00:19:19,550 --> 00:19:24,110
+spectacleولكن ما يمكن أن يكون فهمه من ما يسمى
+
+235
+00:19:24,110 --> 00:19:34,070
+كـMetaphorical Spectacle حسنًا، فالان نستطيع أن
+
+236
+00:19:34,070 --> 00:19:41,430
+نقول أن هذه هي المواقع التي كانت مقاطعة من
+
+237
+00:19:41,430 --> 00:19:45,750
+عريسوتال وانا أحتاج أن أذكرك هنا أن هذه المواقع
+
+238
+00:19:48,120 --> 00:19:54,680
+كانوا ليسوا مؤسسين من أرستورتل نفسه ولكنه أحفظهم
+
+239
+00:19:54,680 --> 00:20:02,670
+من تفكيره الخاصة من الكتابة الموجودةأعني إنه مختلف
+
+240
+00:20:02,670 --> 00:20:08,050
+من بليجو يضع القوانين ويطلب من الناس أن يتبعوا.
+
+241
+00:20:08,710 --> 00:20:15,950
+عمله كان تمامًا عكسي. لأنه درست الكتابة من زمانه،
+
+242
+00:20:15,950 --> 00:20:20,790
+درست تراجعه من زمانه، ونجح أن يقوم بتقسيم هذه
+
+243
+00:20:20,790 --> 00:20:28,640
+التراجعات إلى ستة أساسيات أساسية.وانتقلها إلى هذه
+
+244
+00:20:28,640 --> 00:20:29,860
+الأساسيه الاساسيه الاساسيه الاساسيه الاساسيه
+
+245
+00:20:29,860 --> 00:20:31,540
+الاساسيه الاساسيه الاساسيه الاساسيه الاساسيه
+
+246
+00:20:31,540 --> 00:20:32,360
+الاساسيه الاساسيه الاساسيه الاساسيه الاساسيه
+
+247
+00:20:32,360 --> 00:20:36,840
+الاساسيه الاساسيه الاساسيه الاساسيه الاساسيه
+
+248
+00:20:36,840 --> 00:20:40,040
+الاساسيه الاساسيه
+
+249
+00:20:40,040 --> 00:20:43,180
+الاساسيه
+
+250
+00:20:43,180 --> 00:20:48,400
+الاساسيه الاساسيه الاساسيه الاساسيه الاساسيه الحتى
+
+251
+00:20:48,400 --> 00:20:53,840
+في مرحلة وعن طريق مضحكة أو مضحكة. إذا كيف يمكن أن
+
+252
+00:20:53,840 --> 00:20:59,220
+يساعدنا هذا الشخص لإزالة فهمنا الخاص بنا في
+
+253
+00:20:59,220 --> 00:21:06,640
+الروحانية؟ كيف؟
+
+254
+00:21:06,640 --> 00:21:10,300
+أعني، ما هي هذه الأشياء؟ كيف يساعدوننا؟
+
+255
+00:21:12,530 --> 00:21:16,370
+in understanding what literary criticism is yes it
+
+256
+00:21:16,370 --> 00:21:20,470
+will help us improving our skill of reading like
+
+257
+00:21:20,470 --> 00:21:23,290
+we will be more creative in reading we will
+
+258
+00:21:23,290 --> 00:21:26,730
+understand the things between the lines the things
+
+259
+00:21:26,730 --> 00:21:30,530
+that the writer is trying to to tell us but he's
+
+260
+00:21:30,530 --> 00:21:35,270
+not showing that in the text how? like the
+
+261
+00:21:35,270 --> 00:21:39,470
+metaphorical thing for example the things we
+
+262
+00:21:39,470 --> 00:21:43,120
+understand yes Noor?الأشياء الموجودة في أفكارك
+
+263
+00:21:43,120 --> 00:21:46,480
+تتعامل مع كلمات مختلفة تتعامل مع أي كلمة مختلفة
+
+264
+00:21:46,480 --> 00:21:46,720
+تتعامل مع أي كلمة مختلفة تتعامل مع أي كلمة مختلفة
+
+265
+00:21:46,720 --> 00:21:47,260
+تتعامل مع أي كلمة مختلفة تتعامل مع أي كلمة مختلفة
+
+266
+00:21:47,260 --> 00:21:49,440
+تتعامل مع أي كلمة مختلفة تتعامل مع أي كلمة مختلفة
+
+267
+00:21:49,440 --> 00:21:51,580
+تتعامل مع أي كلمة مختلفة تتعامل مع أي كلمة مختلفة
+
+268
+00:21:51,580 --> 00:21:56,080
+تتعامل مع أي كلمة مختلفة تتعامل مع أي كلمة مختلفة
+
+269
+00:21:56,080 --> 00:22:01,540
+تتعامل مع أي كلمة مختلفة تتعامل مع أي كلمة مختلفة
+
+270
+00:22:01,540 --> 00:22:07,700
+تتعامل مع
+
+271
+00:22:07,700 --> 00:22:13,010
+أي كلمة مختلفةأنا كقاتل أعمل أول خطواتي في مجال
+
+272
+00:22:13,010 --> 00:22:19,830
+المحكومة الكتابية سأبدأ بالفكرة كيف بدأ القصيدة؟
+
+273
+00:22:19,830 --> 00:22:25,990
+أين هي الاختيار؟ ماهو المشكلة الرئيسية؟ من هم
+
+274
+00:22:25,990 --> 00:22:31,200
+القوات؟ من أين القوات؟the I mean of the conflict
+
+275
+00:22:31,200 --> 00:22:36,740
+right how does I mean the problem complicate what
+
+276
+00:22:36,740 --> 00:22:40,600
+is the first right asking myself what is the first
+
+277
+00:22:40,600 --> 00:22:45,140
+right related problem what is the second related
+
+278
+00:22:45,140 --> 00:22:49,460
+problem right where is the moment of inagnorosis
+
+279
+00:22:49,810 --> 00:22:53,730
+Where is the climax? Where does the peripetia
+
+280
+00:22:53,730 --> 00:23:00,550
+start? Right? And how the third related problem
+
+281
+00:23:00,550 --> 00:23:04,330
+starts to resolve? How the second is resolved? And
+
+282
+00:23:04,330 --> 00:23:09,410
+how the major problem is resolved? Then I will
+
+283
+00:23:09,410 --> 00:23:13,850
+start asking myself, what does he want us to
+
+284
+00:23:13,850 --> 00:23:18,840
+understand?فى محكمتنا الخاصة ما هو ما يريدنا أن
+
+285
+00:23:18,840 --> 00:23:24,580
+نفهمه فى مستقبلنا الخاصة ما هي الرسالة صحيح؟ حسنًا
+
+286
+00:23:24,580 --> 00:23:28,500
+سأبدأ بالسؤال عن نفسي يجب أن أتفقد صحيح؟ ليس مني
+
+287
+00:23:28,500 --> 00:23:33,540
+أريد أن أتفقدها لقراء عام صحيح؟ القراء عام لايعرف
+
+288
+00:23:33,540 --> 00:23:37,820
+كيف تطور الأشياء يجب أن أشرح له ماذا كان المشكلة
+
+289
+00:23:37,820 --> 00:23:41,040
+الرئيسية؟ كيف تطورت؟ حسنًا ماذا كان نقطة أعظم
+
+290
+00:23:41,040 --> 00:23:47,110
+المشكلة؟ كيف بدأت التعامل باللغة؟من هو الهروم
+
+291
+00:23:47,110 --> 00:23:51,210
+الصحيح؟ لماذا هو صحيح؟ لماذا يعتبره صحيح؟ ماهو
+
+292
+00:23:51,210 --> 00:23:55,570
+مصطلحه؟ همارشيا، ماهو مصطلحه؟ ماذا؟التجارة
+
+293
+00:23:55,570 --> 00:23:59,090
+التجارية التي أدت إلى تدميره الخاص بيه. كانت
+
+294
+00:23:59,090 --> 00:24:03,910
+داخلية أو داخلية. صحيح؟ سأخبره ماذا كانت الرسالة
+
+295
+00:24:03,910 --> 00:24:08,270
+لما كانت المسجد. ماذا كانت الرسالة لما كانت
+
+296
+00:24:08,270 --> 00:24:12,970
+المستقبل. صحيح؟ وكذلك وكذلك وكذلك. لذلك سيعطيني
+
+297
+00:24:12,970 --> 00:24:17,590
+نظرة. اعطيني نظرة. أكتر من قرار عام. قرار عام.
+
+298
+00:24:17,590 --> 00:24:23,130
+لماذا؟ لأنني ما زلت لدي أول خطواتupon which I can
+
+299
+00:24:23,130 --> 00:24:28,310
+analyze a literary work. So what is the use of
+
+300
+00:24:28,310 --> 00:24:33,790
+these six elements? I can use them to analyze a
+
+301
+00:24:33,790 --> 00:24:38,050
+literary work, not only a tragedy, not only a
+
+302
+00:24:38,050 --> 00:24:43,940
+tragedy, right? Well,Is that I mean obvious? I
+
+303
+00:24:43,940 --> 00:24:47,900
+mean that if I ask you now to analyze according to
+
+304
+00:24:47,900 --> 00:24:51,300
+Aristotle, a short story, not a tragedy, but I'll
+
+305
+00:24:51,300 --> 00:24:54,720
+give you one of your assignments, right? Okay, I'm
+
+306
+00:24:54,720 --> 00:24:57,580
+going to give you a short story and I want you to
+
+307
+00:24:57,580 --> 00:25:02,240
+analyze it right according to Aristotle's theory.
+
+308
+00:25:02,820 --> 00:25:07,940
+What are you supposed to explain?Exactly. You have
+
+309
+00:25:07,940 --> 00:25:11,280
+to tell me .. I told you write a report. Write a
+
+310
+00:25:11,280 --> 00:25:14,720
+report about this short story. Right? And
+
+311
+00:25:14,720 --> 00:25:17,860
+according to Aristotelian method. What are you
+
+312
+00:25:17,860 --> 00:25:21,480
+required to do؟ Yes.
+
+313
+00:25:26,680 --> 00:25:31,620
+هل يمكنك تفسير عن الـ plot؟ وكيف تم تطبيق الـ plot
+
+314
+00:25:31,620 --> 00:25:36,500
+لهذه القصة القصيرة؟ ماهي مهمة القصة القصيرة التي
+
+315
+00:25:36,500 --> 00:25:42,180
+تحاول الـ plot أن تجهزها؟ وإن كان هناك مهمة أو لا؟
+
+316
+00:25:44,580 --> 00:25:48,600
+أما إن هم أسلحة أسلحة أو ليس أسلحة أسلحة لأن ليس
+
+317
+00:25:48,600 --> 00:25:52,060
+كل الشخصيات من المفترض أن تكون أسلحة أسلحة أسلحة
+
+318
+00:25:52,060 --> 00:25:56,340
+صحيح؟ لتحكم إذا .. إذا شخصية الشخصية تتعامل بطريقة
+
+319
+00:25:56,340 --> 00:26:01,580
+أسلحة أو ليس تتعامل بطريقة أسلحة صحيح؟ وإذا كانت
+
+320
+00:26:01,580 --> 00:26:05,440
+القصة مطورة جيدًا أو ليس مطورة جيدًا، إذا كانت
+
+321
+00:26:05,440 --> 00:26:08,720
+تكون لديها بداية، أساس ونهاية أو لديهاAll right?
+
+322
+00:26:08,760 --> 00:26:13,040
+An open-end day. Right? And also to explain what
+
+323
+00:26:13,040 --> 00:26:16,040
+can be seen. All right? The sitting, what we call
+
+324
+00:26:16,040 --> 00:26:20,340
+it the sitting, which is what can be seen, the
+
+325
+00:26:20,340 --> 00:26:25,140
+time and the place. I have to explain also the
+
+326
+00:26:25,140 --> 00:26:28,920
+language, whether the language is figurative
+
+327
+00:26:28,920 --> 00:26:31,640
+language or not a figurative language. Does it
+
+328
+00:26:31,640 --> 00:26:34,900
+have decorum or not? Does it have a decorum? For
+
+329
+00:26:34,900 --> 00:26:39,410
+example, if I findOkay the language is full of
+
+330
+00:26:39,410 --> 00:26:41,290
+colloquialism for example, what's the meaning of
+
+331
+00:26:41,290 --> 00:26:46,010
+colloquialism؟ colloquial language، right؟ لغة ال
+
+332
+00:26:46,010 --> 00:26:52,850
+.. not the slang، colloquial language، colloquial،
+
+333
+00:26:52,850 --> 00:26:57,660
+عامية يعني، right؟and therefore right I would say
+
+334
+00:26:57,660 --> 00:27:01,020
+whether this language is suitable to the
+
+335
+00:27:01,020 --> 00:27:03,960
+characters or not suitable to the characters I
+
+336
+00:27:03,960 --> 00:27:07,020
+have to check what type of characters do I have if
+
+337
+00:27:07,020 --> 00:27:10,480
+I have a doctor for example who is I mean expert
+
+338
+00:27:10,480 --> 00:27:14,060
+and he uses this colloquialism I will say that we
+
+339
+00:27:14,060 --> 00:27:17,540
+don't have a decorum we don't have a decorum right
+
+340
+00:27:18,270 --> 00:27:21,770
+Okay? But if it is suitable or if the language is
+
+341
+00:27:21,770 --> 00:27:24,370
+suitable to every character, I will say that we
+
+342
+00:27:24,370 --> 00:27:28,070
+have دقرة. You see? So these elements, I mean
+
+343
+00:27:28,070 --> 00:27:32,050
+elements, we did not analyze them in order to
+
+344
+00:27:32,050 --> 00:27:35,930
+memorize them for the exam. No. But we analyze
+
+345
+00:27:35,930 --> 00:27:39,930
+them to use them in the process of analyzing
+
+346
+00:27:39,930 --> 00:27:44,290
+literary works in order to know how to analyze
+
+347
+00:27:44,290 --> 00:27:47,570
+literary works. Okay?
+
+348
+00:27:50,920 --> 00:27:57,760
+تمام Well, we are coming to the end of one of the
+
+349
+00:27:57,760 --> 00:28:03,440
+Aristotelian theory I would ask .. say that I want
+
+350
+00:28:03,440 --> 00:28:08,080
+you to think for the coming time what are the
+
+351
+00:28:08,080 --> 00:28:14,100
+differences between Plato and Aristotle right? and
+
+352
+00:28:14,100 --> 00:28:20,770
+I want people right to share .. to thinkto make my
+
+353
+00:28:20,770 --> 00:28:21,710
+class life
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/4gh1Uf9nKs8_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/4gh1Uf9nKs8_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..bdbe25a948fde48835364e2bb00bb5d117f98d85
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/4gh1Uf9nKs8_postprocess.srt
@@ -0,0 +1,1992 @@
+1
+00:00:20,700 --> 00:00:23,260
+Go ahead. So good morning my doctor. Good morning
+
+2
+00:00:23,260 --> 00:00:25,640
+my colleagues and good morning to everyone who's
+
+3
+00:00:25,640 --> 00:00:29,160
+going to watch this taped video. So I hope you're
+
+4
+00:00:29,160 --> 00:00:31,440
+all doing well today. I'm again your colleague
+
+5
+00:00:31,440 --> 00:00:34,040
+Fatima Abu Shaban and today I'm going to give my
+
+6
+00:00:34,040 --> 00:00:35,980
+presentation which is going to be an implication
+
+7
+00:00:35,980 --> 00:00:39,160
+on what we have studied so far. The Aristotelian
+
+8
+00:00:39,160 --> 00:00:42,860
+block, the tragedies, the elements of tragedy and
+
+9
+00:00:42,860 --> 00:00:44,880
+so on. So my presentation is going to be on
+
+10
+00:00:44,880 --> 00:00:49,990
+Macbeth andدuring my presentation I'm going first
+
+11
+00:00:49,990 --> 00:00:51,930
+to give you general information about both
+
+12
+00:00:51,930 --> 00:00:54,590
+Shakespeare and Macbeth then I'm going to move to
+
+13
+00:00:54,590 --> 00:00:57,070
+the characters of the play then I'm going to talk
+
+14
+00:00:57,070 --> 00:00:59,590
+about the play development how the events go then
+
+15
+00:00:59,590 --> 00:01:01,710
+I'm going to give the analysis of the plot of
+
+16
+00:01:01,710 --> 00:01:05,410
+Macbeth plot then the last thing is the question
+
+17
+00:01:05,410 --> 00:01:08,310
+that you are going to answer it it is left for you
+
+18
+00:01:08,530 --> 00:01:12,630
+وهو إذا كان مكبث مقتل أو مقتل، إذا كان مقتل أو
+
+19
+00:01:12,630 --> 00:01:15,450
+مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو
+
+20
+00:01:15,450 --> 00:01:15,730
+مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو
+
+21
+00:01:15,730 --> 00:01:16,390
+مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو
+
+22
+00:01:16,390 --> 00:01:17,410
+مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو
+
+23
+00:01:17,410 --> 00:01:19,670
+مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو مقتل أو
+
+24
+00:01:19,670 --> 00:01:23,450
+مقتل أو مقتل
+
+25
+00:01:28,330 --> 00:01:31,070
+لنبدأ بالمعلومات العامة عن وليام شيكسبير، نحن
+
+26
+00:01:31,070 --> 00:01:33,970
+جميعًا نعرف من هو وليام شيكسبير، وليام شيكسبير هو
+
+27
+00:01:33,970 --> 00:01:37,330
+أعظم أدراماتيس ومشهور ورسول من الوقت القديم، كان
+
+28
+00:01:37,330 --> 00:01:40,350
+يعيش في القرن الإليزابييني، ونعرف أن في القرن
+
+29
+00:01:40,350 --> 00:01:42,250
+الإليزابييني، كانت الوقت اللي كانت إغلاق إغلاق
+
+30
+00:01:42,250 --> 00:01:45,070
+إغلاق إغلاق إغلاق إغلاق إغلاق إغلاق إغلاق إغلاق
+
+31
+00:01:45,070 --> 00:01:45,390
+إغلاق إغلاق إغلاق إغلاق إغلاق إغلاق إغلاق إغلاق
+
+32
+00:01:45,390 --> 00:01:45,830
+إغلاق إغلاق إغلاق
+
+33
+00:01:49,280 --> 00:01:53,740
+والعصر الإليزابيسي كان يكتب الكثير من الأعمال
+
+34
+00:01:53,740 --> 00:01:57,260
+المعروفة وكثير منها كانت تحت أربعة تجارب نحن نعرف
+
+35
+00:01:57,260 --> 00:02:00,760
+كنجلير، نعرف هاملت، أثهلو ومكبث وان شاء الله اليوم
+
+36
+00:02:00,760 --> 00:02:07,020
+سأتكلم عن مكبثوهو تجارب كبيرة لشيكسبير، فالكتابة
+
+37
+00:02:07,020 --> 00:02:10,200
+لMacbeth هي Shakespeare وهي مؤسسة عن كتابة
+
+38
+00:02:10,200 --> 00:02:12,220
+Holinshed's Chronicles of England, Scotland
+
+39
+00:02:12,220 --> 00:02:17,280
+وIreland، وكانت كتابة في عام 1605 وكانت أول مجموعة
+
+40
+00:02:17,280 --> 00:02:19,540
+منها، لكنها لم تتم تطبيقها بعد ذلك، شيكسبير انتظرت
+
+41
+00:02:19,540 --> 00:02:24,590
+قليل، ثم تطبقها في عام 1623العربة نفسها تتعلق
+
+42
+00:02:24,590 --> 00:02:29,850
+بالتجارة السيئة أو تتعلق بالتخلص من عضلة، من مكبث،
+
+43
+00:02:29,850 --> 00:02:33,010
+الرجل السيئ و زوجته، السيدة مكبث، إنها تتعلق
+
+44
+00:02:33,010 --> 00:02:37,650
+بالحكومة عن السحرين، إنها تتعلق بالهدوء التهيئي من
+
+45
+00:02:37,650 --> 00:02:41,830
+مكبث، لذلك هذا إن شاء الله سيكون واضح عندما أعطيكم
+
+46
+00:02:41,830 --> 00:02:47,870
+الأحداث والتطور في العربة، ثم الشخصيات. عندما كنت
+
+47
+00:02:47,870 --> 00:02:53,960
+مستعدة للعربة، قرأت الكتابة الأصليةمكبات بلاي
+
+48
+00:02:53,960 --> 00:02:58,440
+وكانت في يدي وفي حالة تجعل الأشياء أسهل لك اشاهد
+
+49
+00:02:58,440 --> 00:03:02,060
+الفيلم كل الصورة المضاعت هنا تعتمد على الفيلم اللي
+
+50
+00:03:02,060 --> 00:03:04,980
+اشاهده فالأشياء ستكون أسهل لك أن تتبعها
+
+51
+00:03:08,580 --> 00:03:13,440
+لأ لأ لأ لأ انا اولا اقدرهم ان اقدرهم ان اقدرهم ان
+
+52
+00:03:13,440 --> 00:03:14,900
+اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان
+
+53
+00:03:14,900 --> 00:03:15,900
+اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان
+
+54
+00:03:15,900 --> 00:03:16,800
+اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان
+
+55
+00:03:16,800 --> 00:03:17,460
+اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان
+
+56
+00:03:17,460 --> 00:03:18,040
+اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان
+
+57
+00:03:18,040 --> 00:03:19,200
+اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان
+
+58
+00:03:19,200 --> 00:03:36,220
+اقدرهم ان اقدرهم ان اقدرهم ان اقدرهم ان ا
+
+59
+00:03:36,720 --> 00:03:40,800
+الذين ليسوا مصادرين في النهاية وكان واحد من
+
+60
+00:03:40,800 --> 00:03:44,520
+الملكيين والرجال المصادرين من الملكيين ثم لدينا
+
+61
+00:03:44,520 --> 00:03:48,760
+بانكو بانكو أيضا واحد من الملكيين وكان مصادراً
+
+62
+00:03:48,760 --> 00:03:55,720
+وكان واحد من مصادر السقاطلان وسنرى ما هي علاقة بين
+
+63
+00:03:55,720 --> 00:04:00,880
+بانكو ومكبث حول الحكومة لأن كلاهما ستحصل على حكومة
+
+64
+00:04:02,020 --> 00:04:06,480
+ثم لدينا فليانس، ستعرف لماذا ذكرت فليانس هنا
+
+65
+00:04:06,480 --> 00:04:11,220
+ولماذا اضافته بعد ذلك بالنسبة لتصحيح النصيحة، ثم
+
+66
+00:04:11,220 --> 00:04:15,140
+لدينا الساحرين، الآن الساحرين هم الوثيقة الطبيعية
+
+67
+00:04:15,140 --> 00:04:20,680
+للبلاي، هم كما تسمى الأخوات، الساحرين، هم امرأة
+
+68
+00:04:20,680 --> 00:04:24,920
+قديمة جدًا وعارفة ومظهرين غبيًا وهمكانوا يسمونهم
+
+69
+00:04:24,920 --> 00:04:25,720
+المخلوقات المخلوقات المخلوقات المخلوقات المخلوقات
+
+70
+00:04:25,720 --> 00:04:27,240
+المخلوقات المخلوقات المخلوقات المخلوقات المخلوقات
+
+71
+00:04:27,240 --> 00:04:27,360
+المخلوقات المخلوقات المخلوقات المخلوقات المخلوقات
+
+72
+00:04:27,360 --> 00:04:29,760
+المخلوقات المخلوقات المخلوقات المخلوقات المخلوقات
+
+73
+00:04:29,760 --> 00:04:30,380
+المخلوقات المخلوقات المخلوقات المخلوقات المخلوقات
+
+74
+00:04:30,380 --> 00:04:33,020
+المخلوقات المخلوقات المخلوقات المخلوقات المخلوقات
+
+75
+00:04:33,020 --> 00:04:33,640
+المخلوقات المخلوقات المخلوقات المخلوقات المخلوقات
+
+76
+00:04:33,640 --> 00:04:37,600
+المخلوقات المخلوقات المخلوقات المخلوقات المخلوقات
+
+77
+00:04:37,600 --> 00:04:43,390
+المخلوقات المخلوقات المخلوقات المخلثم لادى مكبث هي
+
+78
+00:04:43,390 --> 00:04:46,310
+مجرد قوة تسيطر على المشاهدة، هي مجرد قوة تسيطر على
+
+79
+00:04:46,310 --> 00:04:47,950
+المشاهدة، هي مجرد قوة تسيطر على المشاهدة، هي مجرد
+
+80
+00:04:47,950 --> 00:04:49,770
+قوة تسيطر على المشاهدة، هي مجرد قوة تسيطر على
+
+81
+00:04:49,770 --> 00:04:51,550
+المشاهدة، هي مجرد قوة تسيطر على المشاهدة، هي مجرد
+
+82
+00:04:51,550 --> 00:04:52,870
+قوة تسيطر على المشاهدة، هي مجرد قوة تسيطر على
+
+83
+00:04:52,870 --> 00:04:55,390
+المشاهدة، هي مجرد قوة تسيطر على المشاهدة، هي مجرد
+
+84
+00:04:55,390 --> 00:05:00,190
+قوة تسيطر على المشاهدة، هي مجرد قوة تسيطر على
+
+85
+00:05:00,190 --> 00:05:05,910
+المشاهدة، هي مجرد قثم لدينا مكداف، مكداف هو ايضا
+
+86
+00:05:05,910 --> 00:05:10,970
+واحد من رجال السلاطين، هو ثاني من خمس، هو مخلص
+
+87
+00:05:10,970 --> 00:05:15,290
+للرجل، وسنرى كيف هو مخلص للرجل، وسنرى ما هي
+
+88
+00:05:15,290 --> 00:05:21,130
+علاقاته مع مكبث، لأنه هو الواحد اللي سيقتل مكبث في
+
+89
+00:05:21,130 --> 00:05:25,360
+النهاية، وانا قررت القصةOkay then the play
+
+90
+00:05:25,360 --> 00:05:28,520
+development now I'll start before starting with
+
+91
+00:05:28,520 --> 00:05:31,000
+the play development you need to know that this
+
+92
+00:05:31,000 --> 00:05:33,820
+play takes place in Scotland where we have the
+
+93
+00:05:33,820 --> 00:05:37,080
+king the king king Duncan he's king of Scotland
+
+94
+00:05:37,080 --> 00:05:41,710
+and he'sهو لديه ملكته الخاصة، ولكن بين ملكته
+
+95
+00:05:41,710 --> 00:05:45,330
+الخاصة، لدينا بعض الترانات والخاطرات ولدينا بعض
+
+96
+00:05:45,330 --> 00:05:49,870
+الانقلابات، وكانت هذه الانقلابات تخلق ضده، انهم
+
+97
+00:05:49,870 --> 00:05:53,570
+يريدون القرصة، انهم يريدون أن يكونوا بدله، ولكن
+
+98
+00:05:53,570 --> 00:05:58,990
+لحظة، لدينا ماذا؟ لدينا مكبث، مكبث هو الذي سيقوم
+
+99
+00:05:58,990 --> 00:06:03,030
+بالقتال ضد تلك الترانات، ضد تلك الخاطرات وضد تلك
+
+100
+00:06:03,690 --> 00:06:09,490
+مكبيرز حتى الآن مكبيرز جيد جدًا، هو مصادق، هو
+
+101
+00:06:09,490 --> 00:06:14,150
+مصادق، يقوم بالقتالات ضد المخاطر التي لدينا في هذه
+
+102
+00:06:14,150 --> 00:06:18,570
+اللعبة، هذه الأشياء التي يجب أن تعرفها قبل أن تبدأ
+
+103
+00:06:18,570 --> 00:06:20,950
+اللعبة، لذا دعونا نبدأ اللعبة
+
+104
+00:06:23,790 --> 00:06:28,230
+العشاء يلعبون مع حرارة ومطاردة ومطاردة ومطاردة
+
+105
+00:06:28,230 --> 00:06:30,910
+ومطاردة ومطاردة ومطاردة ومطاردة ومطاردة ومطاردة
+
+106
+00:06:30,910 --> 00:06:31,150
+ومطاردة ومطاردة ومطاردة ومطاردة ومطاردة ومطاردة
+
+107
+00:06:31,150 --> 00:06:32,870
+ومطاردة ومطاردة ومطاردة ومطاردة ومطاردة ومطاردة
+
+108
+00:06:32,870 --> 00:06:33,930
+ومطاردة ومطاردة ومطاردة ومطاردة ومطاردة ومطاردة
+
+109
+00:06:33,930 --> 00:06:40,330
+ومطاردة ومطاردة ومطاردة ومطاردة ومطاردة
+
+110
+00:06:40,330 --> 00:06:43,230
+ومطاردة ومطاردة ومطاردة ومطاردة
+
+111
+00:06:45,710 --> 00:06:50,930
+وأس قلت، حسنا؟ الأخوات هم منذ البداية اللي كانوا
+
+112
+00:06:50,930 --> 00:06:54,750
+يقاتلون مكبث، كانوا يخططوا أن يدفعوه إلى نقله،
+
+113
+00:06:54,750 --> 00:06:59,350
+والوثيقة عن هذا، لأنني قرأت الكتابة الأصلية التي
+
+114
+00:06:59,350 --> 00:07:02,410
+أحضرتها لكم، الوثيقة، إنهم يقولوا، أين سنقابل
+
+115
+00:07:02,410 --> 00:07:05,970
+جميعًا مرة أخرى؟ في الضوء، في الضوء أو في الظلمة؟
+
+116
+00:07:06,190 --> 00:07:08,990
+عندما ينتهي الهرلي بيل، عندما ينتهي المعارفات و
+
+117
+00:07:08,990 --> 00:07:12,990
+يفوز، كانوا البلايين على الهيث هناك لتقابل مكبث،
+
+118
+00:07:12,990 --> 00:07:16,770
+لذلك كانوا يخططوا أن يقابلوا مكبث على الهيث، سنرى
+
+119
+00:07:16,770 --> 00:07:20,070
+عندما ينتهي المعارفات و يفوز، ماذا يعني ذلك؟ سيكون
+
+120
+00:07:20,070 --> 00:07:25,330
+لدينا معارفات مفوزة و معارفات فوزة و سنرى كيف
+
+121
+00:07:25,330 --> 00:07:28,570
+سيقابلوا مكبث، لذلك البلايين يفوزون مع الأخوين
+
+122
+00:07:28,570 --> 00:07:35,630
+الثلاثة و يخططوا أن يذهبوا إلى مكبثثم لدينا رجلنا،
+
+123
+00:07:35,630 --> 00:07:40,830
+الواقعي، لدينا مكبث، والعرض يبدأ في قتل أيلون،
+
+124
+00:07:40,830 --> 00:07:44,670
+عندما لدينا مكبث يسيطر على القوات في الجيش ضد
+
+125
+00:07:44,670 --> 00:07:46,930
+المخاطر ضد رجل دانكين
+
+126
+00:07:49,650 --> 00:07:53,370
+هو يفوز القتال و هو مصادق جدا و يقاتل صعب جدا و
+
+127
+00:07:53,370 --> 00:07:57,050
+بعد ذلك لدينا ثلاث أخوات اللي كانوا ينتظرونه على
+
+128
+00:07:57,050 --> 00:08:02,290
+الهيث و هو يقابل الأخوات و الأخوات تقول له أنك يا
+
+129
+00:08:02,290 --> 00:08:05,130
+مكبث .. و الأن هم يعطونه الحكومة .. هم يعطونه
+
+130
+00:08:05,130 --> 00:08:10,810
+الحكومة أنك يا مكبث هم الآن ثين من الأولاد و نعم
+
+131
+00:08:10,810 --> 00:08:14,710
+هذا صح .. هذا صح لأن مكبث في ذلك الوقت كان ثين من
+
+132
+00:08:14,710 --> 00:08:19,020
+الأولاد، كما قلت، هو عظيموهو ثانه اغلام ثم انت
+
+133
+00:08:19,020 --> 00:08:24,280
+ستكون ثانه كودر فانت ستكون شيء أعلى ثم انت ستكون
+
+134
+00:08:24,280 --> 00:08:30,080
+راجل سكوتلاند فمكبث يقول كيف انا سأكون ثانه كودر
+
+135
+00:08:30,080 --> 00:08:34,660
+بينما ثانه كودر حياة وكيف انا سأكون راجل سكوتلاند
+
+136
+00:08:34,660 --> 00:08:38,780
+بينما راجل سكوتلاند حياة أيضاً فهذه كانت النصيحة
+
+137
+00:08:38,780 --> 00:08:44,260
+التي تم إعطائها لمكبث هناك نصيحة أخرى تم إعطائها
+
+138
+00:08:45,570 --> 00:08:50,490
+كانوا يقولون لبانكو أنك يا بانكو سوف تكون والد
+
+139
+00:08:50,490 --> 00:08:53,930
+السلاسل، في حياتك ستكون لديك سلاسل، لذلك بانكو كان
+
+140
+00:08:53,930 --> 00:08:58,270
+مفاجئًا أيضًا، وهذا هو السبب لماذا أحضرت لك بانكو
+
+141
+00:08:58,270 --> 00:09:01,330
+أبنته، اللي كان عارفًا عنه، حسنًا، فإن الاثنين
+
+142
+00:09:01,330 --> 00:09:04,770
+الأفعال تم إعطائها، كانت هناك مخاطر، وكيف سنفعل
+
+143
+00:09:04,770 --> 00:09:10,090
+هذه الأفعالبعد فترة بعد أن مكبث فوزت القتال، كانت
+
+144
+00:09:10,090 --> 00:09:14,030
+المعلومات تتعرض للراجل وكان الراجل مرحبًا بأن
+
+145
+00:09:14,030 --> 00:09:20,390
+القتال فوزت، لذلك فإن ثينه كودر كان تيرانًا، لذلك
+
+146
+00:09:20,390 --> 00:09:26,310
+راجل أعذبه، وإلا منه، وضعوا مكبث كثينه كودر، لذلك
+
+147
+00:09:26,310 --> 00:09:29,670
+نحن لدينا هنا أول جزء من التصحيح هو ما يتم حفظه،
+
+148
+00:09:29,670 --> 00:09:35,350
+لذلك هو ليس ثينه كودر بعد الأن، هو ثينه كودر،ماذا
+
+149
+00:09:35,350 --> 00:09:39,770
+حدث بعد ذلك؟ كيف انا سأكون رجل من اسكتلان؟ هنا بدأ
+
+150
+00:09:39,770 --> 00:09:45,010
+يؤمن بالنصيحة وفي موافقة النصيحةبعد ذلك، لدينا
+
+151
+00:09:45,010 --> 00:09:49,530
+مكبث مقابلة مع رجل دانكين، وكان رجل دانكين مبتسف
+
+152
+00:09:49,530 --> 00:09:54,650
+ومتعفن أنك مكبث تستحق أن تكون عزيزي من كودر وانا
+
+153
+00:09:54,650 --> 00:09:59,010
+سأكون عزيزك في المدينة وانا سأكون في منزلك، لذلك
+
+154
+00:09:59,010 --> 00:10:02,970
+مكبث أرسل إلى زوجته، زوجته السيدة مكبث، ان انا ..
+
+155
+00:10:02,970 --> 00:10:07,590
+ان انا الآن عزيزي من كودر، وكان يخبرها عن الحكومة
+
+156
+00:10:07,590 --> 00:10:12,130
+وكان يخبرها أن الرجل يأتي إلينالذلك السيدة مكبثة
+
+157
+00:10:12,130 --> 00:10:14,910
+بدأت تفكير عن كيف يمكنني أن أكمل أخر جزء من
+
+158
+00:10:14,910 --> 00:10:17,790
+التصريحة، كيف يمكنني أن أجعل زوجتي تصبح ملكة
+
+159
+00:10:17,790 --> 00:10:21,210
+سكوتلاند؟ لذلك هي القوة المدهسة خلف اللعبة
+
+160
+00:10:21,210 --> 00:10:25,550
+الإسلامية، هي الواحدة اللي كانت تدفع فكرة زوجتها
+
+161
+00:10:25,550 --> 00:10:30,050
+مع أفكار سيئة و سيئة، أنك يجب أن تكون ملكا، يجب أن
+
+162
+00:10:30,050 --> 00:10:35,850
+تقتل ملك دونكمولكن هذا ما حدث .. سنرى كيف .. لدينا
+
+163
+00:10:35,850 --> 00:10:40,070
+هنا السيدة مكبث كانت تنتظر الراجل عندما يأتي إلى
+
+164
+00:10:40,070 --> 00:10:47,170
+قلعتهم ثم التخلصيات بدأت مع مكبث، بدأ يرى بطارية
+
+165
+00:10:47,170 --> 00:10:53,110
+مجنونة تأتي إليه، وهيوهو يقوده إلى مصر للرئيس،
+
+166
+00:10:53,110 --> 00:10:59,890
+فبدأ يحلوين بعد تحرير زوجته وانتباهها وكانت تقول
+
+167
+00:10:59,890 --> 00:11:05,490
+اقتلوا رئيس دونكن، اقتلوا رئيس دونكن، اقتلوا رئيس
+
+168
+00:11:05,490 --> 00:11:05,810
+دونكن، اقتلوا رئيس دونكن، اقتلوا رئيس دونكن،
+
+169
+00:11:05,810 --> 00:11:07,750
+اقتلوا رئيس دونكن، اقتلوا رئيس دونكن، اقتلوا رئيس
+
+170
+00:11:07,750 --> 00:11:16,110
+دونكن، اقتلوا رئيس دونكن، اقتلوا رئيس
+
+171
+00:11:16,110 --> 00:11:26,110
+دونكن،وهو هنا ويقتل رجل دونكن وهو أول قتل في
+
+172
+00:11:26,110 --> 00:11:32,190
+اللعبة كلها ويقتله رجل دونكن بعد ذلك مالكوم يرى
+
+173
+00:11:32,190 --> 00:11:39,750
+مكبث لكن مكبث لم يقتله مالكوم يراه ويعرف أنك قتل
+
+174
+00:11:39,750 --> 00:11:47,770
+أبوه وانت من قتل أبوهمكبث يتركنه و يهرب إلى مين؟
+
+175
+00:11:47,770 --> 00:11:52,670
+إلى إنجلان، يهرب إلى إنجلان وسنرى روله في نهاية
+
+176
+00:11:52,670 --> 00:11:57,690
+اللعبة ثم لدينا مكداف، هذا مكداف، مكداف مهتم جدا
+
+177
+00:11:57,690 --> 00:12:00,810
+بالرحل، يأتي في الصباح ليرى الرحل، ومكبث كان
+
+178
+00:12:00,810 --> 00:12:05,920
+مثلًا، حسنًا، اذهب ويرى الرحلوكان مفاجئا عن كيف تم
+
+179
+00:12:05,920 --> 00:12:10,940
+قتل الرجل. مكبث هنا لإزالة وإخلاء جميع المخاطرات
+
+180
+00:12:10,940 --> 00:12:15,180
+منه، فقام بقتل الاثنين الحراسيين اللي كانوا يحميوا
+
+181
+00:12:15,180 --> 00:12:19,860
+الرجل، الاثنين الحراسيين اللي كانوا في مخزن الرجل،
+
+182
+00:12:19,860 --> 00:12:25,360
+فأول شيء يقتل هو رجل دونكين، ثم يقتلونه الحراسيين
+
+183
+00:12:26,600 --> 00:12:32,120
+وكان هناك محكمة للرئيس دونكين ثم لدينا بانكو و
+
+184
+00:12:32,120 --> 00:12:36,680
+أبنه فلينز بانكو كان مع مكبث عندما أحصل على
+
+185
+00:12:36,680 --> 00:12:45,330
+المحققات وعرف أن الأخوان الغريبينوقد أعطى مكبث
+
+186
+00:12:45,330 --> 00:12:49,210
+حكومة تقول أنك ستكون رئيس إسقاطلان لكن قبل أن تكون
+
+187
+00:12:49,210 --> 00:12:54,010
+رئيس ثاينوفكودر فهو أصبح رئيس ثاينوفكودر و هو
+
+188
+00:12:54,010 --> 00:12:59,110
+سيكون رئيس إسقاطلان فهو يعتقد أن مكبث هو الشخص
+
+189
+00:12:59,110 --> 00:13:04,730
+اللي قتل رئيس دانكن لكي يكون رئيسه فهو الآن خائف
+
+190
+00:13:04,730 --> 00:13:09,310
+من أبنته فلينز لأن مكبث تحول إلى مصادر قتالة هو
+
+191
+00:13:09,310 --> 00:13:13,670
+يقتل الناس فقط لكي يفعل حكومته وكان خائف من أبنته
+
+192
+00:13:15,560 --> 00:13:21,060
+والخوف كان في مكانته لأننا سنرى ما سيحصل بعد ذلك،
+
+193
+00:13:21,060 --> 00:13:24,860
+من سيكون الراجل التالف؟ بالتأكيد من المصاريف عندما
+
+194
+00:13:24,860 --> 00:13:29,000
+كان يسيطر في القتال ضد التران والتراترين، من هو
+
+195
+00:13:29,000 --> 00:13:33,920
+ذلك؟ وهو مكبث ومكبث هنا هو رجل الملك والدته بجانبه
+
+196
+00:13:35,160 --> 00:13:43,500
+لذلك لدينا مكبث كالرحل، ثم بعد ذلك لدينا مكبث هنا
+
+197
+00:13:43,500 --> 00:13:48,680
+على السيارة و لدينا بانكو و أبنه مكبث، مكبث يطلب
+
+198
+00:13:48,680 --> 00:13:55,110
+من اتجاهبانكو وانه يقتله لإزالة جميع المخاطرات
+
+199
+00:13:55,110 --> 00:13:59,710
+وانه يحرر الجميع اللي يعرف عن الحكومة ويقول نعم
+
+200
+00:13:59,710 --> 00:14:02,510
+لقد حصلت على الحكومة وانا سأكون راجلًا فقام بإرسال
+
+201
+00:14:02,510 --> 00:14:06,590
+أولئك الرجلين اللي كانوا يقتلوا راجل بانكو وانتهت
+
+202
+00:14:06,590 --> 00:14:11,990
+أيضًا كان بانكو ميت وقام أيضًا بإرسالهم لقتل ..
+
+203
+00:14:12,740 --> 00:14:16,160
+أبنه .. أبنه الصغير في لينز، ولكن ابنه الصغير أهرب
+
+204
+00:14:16,160 --> 00:14:21,320
+ولم يكن جزء من ذلك القتل، فبانكو ميت، فرشد دانكين،
+
+205
+00:14:21,320 --> 00:14:26,980
+الاثنين حافظين، بانكو، و بعد ذلك مكبث كان يحفظ مثل
+
+206
+00:14:26,980 --> 00:14:33,260
+مجموعه، كان يقبل كل .. كل ملكته، كل رجاله، و خلال
+
+207
+00:14:33,260 --> 00:14:40,560
+المجموعه، كان يعرف ..هو مجنون ومجنون ووصل إلى
+
+208
+00:14:40,560 --> 00:14:46,000
+مستوى من مجنونته والهلوسينات كانت عالية للناس اللي
+
+209
+00:14:46,000 --> 00:14:50,300
+هو يتكلم معها ومقابلة معها، فالأشياء كانت خارج
+
+210
+00:14:50,300 --> 00:14:54,620
+السيطرة، ومع ذلك زوجته لم تكن تعرف عن مقتل بانكو،
+
+211
+00:14:54,620 --> 00:14:59,720
+كانت فقط تعرف عن مقتل كينغانكين وكانت مباركة لها
+
+212
+00:14:59,720 --> 00:15:05,020
+لأن زوجها أصبح رجل من اسكتلن، لكنها لم تكن تعرف
+
+213
+00:15:05,020 --> 00:15:11,960
+أنه يقتل بانكومكبث بدأ يشاهد أن بانكو محطمة بين
+
+214
+00:15:11,960 --> 00:15:16,800
+الناس في المجموعة وكان غاضبًا جدًا وكان غاضبًا
+
+215
+00:15:16,800 --> 00:15:21,700
+واضحًا جدًا وكذلك ماكدوف لم يستطيع أن يستطيع أن
+
+216
+00:15:21,700 --> 00:15:26,810
+يتكلم عن هذا الموضوع مرة أخرىو بعدها قامت السيدة
+
+217
+00:15:26,810 --> 00:15:31,270
+ماكبيث تخلص جميع الزواج و بدأت تهزم زوجتها و تقول
+
+218
+00:15:31,270 --> 00:15:37,710
+له إنه بخير، يجب أن تفلف هذه التخلصة و ستفلفها
+
+219
+00:15:37,710 --> 00:15:40,770
+بطريقة أو بطريقة أخرى، لكنك فعلت الشيء الصحيح
+
+220
+00:15:44,330 --> 00:15:50,310
+وهذا لم يكن يعمل لأننا سنرى ماذا سيحصل ثم لدينا
+
+221
+00:15:50,310 --> 00:15:53,850
+ثلاث أخوان مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد
+
+222
+00:15:53,850 --> 00:15:54,570
+مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد
+
+223
+00:15:54,570 --> 00:15:54,850
+مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد
+
+224
+00:15:54,850 --> 00:15:55,270
+مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد مجد
+
+225
+00:15:55,270 --> 00:16:11,670
+مجد مجد مجد مجد مج
+
+226
+00:16:11,690 --> 00:16:16,570
+الثلاث أخوان، فهو يذهب إليهم ويخبرونه عن ثلاثة
+
+227
+00:16:16,570 --> 00:16:19,870
+إبارات أو حكومة أخرى، حسنًا؟ فالحكومة الأولى كانت
+
+228
+00:16:19,870 --> 00:16:23,230
+ملحوظة و الأن هو سيحصل على حكومة أخرى و هذه
+
+229
+00:16:23,230 --> 00:16:28,350
+الحكومة .. أول شيء قالوا له هو مكبث، مكبث، مكبث،
+
+230
+00:16:28,350 --> 00:16:33,050
+احذر مكداف، احذر ثين من خمس، سنرى لماذا قالوا له
+
+231
+00:16:33,050 --> 00:16:40,290
+هذاأخر جزء من الحكومة تقول له مكبث، مكبث، مكبث، كن
+
+232
+00:16:40,290 --> 00:16:43,310
+مرحبًا، لا أحد من أولاد أولاد أولاد أولاد أولاد
+
+233
+00:16:43,310 --> 00:16:47,430
+مكبث، لا أحد من أولاد أولاد أولاد أولاد مكبث، لا
+
+234
+00:16:47,430 --> 00:16:47,510
+مكبث، لا أحد من أولاد أولاد أولاد مكبث، لا أحد من
+
+235
+00:16:47,510 --> 00:16:49,530
+أولاد أولاد أولاد مكبث، لا أحد من أولاد أولاد
+
+236
+00:16:49,530 --> 00:16:52,630
+أولاد مكبث، لا أحد من أولاد أولاد أولاد مكبث، لا
+
+237
+00:16:52,630 --> 00:16:55,630
+أحد من أولاد أولاد أولاد مكب
+
+238
+00:17:02,320 --> 00:17:06,640
+I will never be vanquished or defeated by any of a
+
+239
+00:17:06,640 --> 00:17:11,480
+woman born man. So he was so confident. Now the
+
+240
+00:17:11,480 --> 00:17:13,900
+last part of the prophecy they told him that
+
+241
+00:17:13,900 --> 00:17:16,520
+Macbeth shall never vanquish me until great
+
+242
+00:17:16,520 --> 00:17:19,420
+Burnham Wood to high Dunsin Hill shall come
+
+243
+00:17:19,420 --> 00:17:21,760
+against him. Now the last part of the prophecy
+
+244
+00:17:21,760 --> 00:17:25,250
+thatو كيف يمكن أن يتحرك النار إلى قلعته؟ هذا لن
+
+245
+00:17:25,250 --> 00:17:29,410
+يحدث أبدا، لذلك مكبيث كان متأكد أنه لن يتحرك أبدا
+
+246
+00:17:29,410 --> 00:17:35,230
+و أن حياته محافظة عن حرارة، لذلك بعد ذلك، اعتقدت
+
+247
+00:17:35,230 --> 00:17:38,550
+أنه أجل، أنا غير محاربة الأن و لا أستطيع أن أتحرك
+
+248
+00:17:40,520 --> 00:17:45,640
+الان كما قلت، مكداف بدأ يشجع مكبث وكان خائف عن
+
+249
+00:17:45,640 --> 00:17:49,180
+عائلته، فقام بإرحال عائلته بعيدا من سكوت، وقام
+
+250
+00:17:49,180 --> 00:17:54,780
+بإرحالهم إلى منزله، لكن في مكان آخر، لكن ما حدث أن
+
+251
+00:17:54,780 --> 00:17:58,180
+مكبث يعرف عن الشيء، وقام بإرحال الناس، وقام
+
+252
+00:17:58,180 --> 00:18:02,200
+بإعادتهم، وقام بإرحالهم حيًا، وهنا لطفولته
+
+253
+00:18:02,200 --> 00:18:07,850
+الصغيرة، وهنا لطفولته الصغيرةقام بتحريك حياته،
+
+254
+00:18:07,850 --> 00:18:12,990
+فقام بتحريك ملك دانكين والحراس، وقام بتحريك بانكو
+
+255
+00:18:12,990 --> 00:18:17,170
+أيضًا، وابنه حظًا أهرب، فقام بتحريك كل عائلة
+
+256
+00:18:17,170 --> 00:18:22,570
+مكدافس بينما كانوا حيًا، ويقولون إن مكبث قام
+
+257
+00:18:22,570 --> 00:18:26,650
+بتحريك جميع الناس اللي كانوا يعيشين في المكان اللي
+
+258
+00:18:26,650 --> 00:18:28,910
+كانوا يقتلونه، وحتى العباد من المكان اللي كانوا
+
+259
+00:18:28,910 --> 00:18:32,860
+يقتلونهمOkay. So after that, we have Malcolm as we
+
+260
+00:18:32,860 --> 00:18:34,760
+.. as I said from the very beginning .. beginning
+
+261
+00:18:34,760 --> 00:18:39,800
+he fled to .. to .. to England. So Macduff also
+
+262
+00:18:39,800 --> 00:18:43,780
+then go .. goes to England and they .. they start
+
+263
+00:18:43,780 --> 00:18:47,400
+to .. they start to gathering the army at .. in
+
+264
+00:18:47,400 --> 00:18:50,380
+order to bring the kingdom back. So Mac .. we have
+
+265
+00:18:50,380 --> 00:18:55,010
+hereهي ايونية بين مالكام ومكدافن لكي يتخلصوا من
+
+266
+00:18:55,010 --> 00:19:01,890
+الهجوم من مكبات ويحصلوا على ملكية سقاطلان ثم هنا
+
+267
+00:19:01,890 --> 00:19:06,710
+مالكام وهنا جيشه يجمع وانه بالمناسبة يدعم جيش
+
+268
+00:19:06,710 --> 00:19:19,060
+الإنجليزيثم لدينا مالكم مكداف مالكم مالكم مالكم
+
+269
+00:19:19,060 --> 00:19:22,180
+مالكم مالكم مالكم مالكم مالكم مالكم مالكم مالكم
+
+270
+00:19:22,180 --> 00:19:23,280
+مالكم مالكم مالكم مالكم مالكم مالكم مالكم مالكم
+
+271
+00:19:23,280 --> 00:19:24,400
+مالكم مالكم مالكم مالكم مالكم مالكم مالكم مالكم
+
+272
+00:19:24,400 --> 00:19:24,480
+مالكم مالكم مالكم مالكم مالكم مالكم مالكم مالكم
+
+273
+00:19:24,480 --> 00:19:25,520
+مالكم مالك
+
+274
+00:19:28,830 --> 00:19:33,330
+مكبث هنا يصل إلى مستوى أعلى من الإنسانية إنه غير
+
+275
+00:19:33,330 --> 00:19:37,830
+مستقل بالنسبة ليهالوسيناتشن ديجريا أكتر و زوجته
+
+276
+00:19:37,830 --> 00:19:45,210
+أيضا زوجته ماتت الأن لأنها رأيت مقتل ملك دانكن و
+
+277
+00:19:45,210 --> 00:19:49,950
+رأيته عندما قتلت الاثنين الحراس ولم تستطيع أن تقف
+
+278
+00:19:49,950 --> 00:19:53,790
+و تحمل ذلك بعد ذلك فانت ماتت الأن و لدينا مكبث
+
+279
+00:19:53,790 --> 00:19:59,070
+بإنسانتهثم الأن .. الأن الانسانية ستتم توفيرها كما
+
+280
+00:19:59,070 --> 00:20:04,070
+قلت مالكم و مكداف لديهم الوحدة و قرروا أن يحضروا
+
+281
+00:20:04,070 --> 00:20:09,310
+ملكهم و ملك دانكيم للمقابلة فهناك اختلاف صغير بين
+
+282
+00:20:09,310 --> 00:20:14,530
+.. في هذا الوضع و خاصة من فيلم و من الكتابة
+
+283
+00:20:14,530 --> 00:20:17,830
+الحقيقيه في الكتابة مالكم و مكداف يطلبوا الناس
+
+284
+00:20:17,830 --> 00:20:24,990
+لتغيظ .. لتغيظ .. لتغيظ ..من الـ Burning Mood وهذا
+
+285
+00:20:24,990 --> 00:20:29,110
+هو السبب أو كيف سنجد أن الـ Burning Mood تتحرك إلى
+
+286
+00:20:29,110 --> 00:20:35,690
+مدينة مكبث ولكن في الفيلم لدينا النار، هناك نار في
+
+287
+00:20:35,690 --> 00:20:39,050
+الـ Burning Mood التي ستصل إلى مدينة مكبث، لذلك
+
+288
+00:20:39,050 --> 00:20:43,030
+لدينا هنا الـBurning Mood تتحرك ومكبث هو مثلًاOkay
+
+289
+00:20:43,030 --> 00:20:47,150
+بانامود حقًا تحولت إلى قلعة، إلى دانسان، لذلك
+
+290
+00:20:47,150 --> 00:20:51,550
+حياتي ليست محموظة بشرم أو أنا لست محموظة بعد الأن،
+
+291
+00:20:51,550 --> 00:20:57,040
+هل سأكون فاترة؟هنا لدينا مكبث ثم لدينا مكداف، نعم
+
+292
+00:20:57,040 --> 00:21:03,420
+مكداف قرر ان انا سأقابل عائلتي و هو و مكبث .. هو و
+
+293
+00:21:03,420 --> 00:21:07,620
+مكبث تقابلون و يقاتلون و مكبث قال انك تستطيعين
+
+294
+00:21:07,620 --> 00:21:12,100
+تقاتلني لان انا لن أتمكن من التقاتل على رجل مولد و
+
+295
+00:21:12,100 --> 00:21:17,100
+لا احد يستطيع تقاتلني لان لا احد ليس رجل مولد ولكن
+
+296
+00:21:17,100 --> 00:21:23,500
+مكداف هنا يقولمكبث قال له أنك تخسر عملك و أنك تحصل
+
+297
+00:21:23,500 --> 00:21:25,760
+على حياة مدهشة و لا يجب أن تتعامل مع شخصية أولاد
+
+298
+00:21:25,760 --> 00:21:30,040
+أولاد ولكن مكداف قال له أنه على الرغم من مدهشتك و
+
+299
+00:21:30,040 --> 00:21:33,060
+أن الأنجل اللي يتعامل معه يجب أن يتعامل معه حتى أن
+
+300
+00:21:33,060 --> 00:21:38,660
+مكداف كان من حياته والده وانتمي ربه فمكداف ليس
+
+301
+00:21:38,660 --> 00:21:45,280
+شخصية أولاد أولاد أولاد كان ربه من حياته والدهمكبث
+
+302
+00:21:45,280 --> 00:21:50,840
+عرف أنه سيفاتى و الوحوش كانوا يدفعوه و يخططوه
+
+303
+00:21:50,840 --> 00:21:56,160
+لإخلاءه لأن مكداف هو الواحد اللي سيقتله و هو لسه
+
+304
+00:21:56,160 --> 00:22:01,320
+رجل لمولة، فكل الأشياء واضحة حتى الآن، هل فهمت
+
+305
+00:22:01,320 --> 00:22:05,780
+القصة؟Okay, so as I said from the very beginning,
+
+306
+00:22:06,020 --> 00:22:08,560
+the witches say that when the battles are lost and
+
+307
+00:22:08,560 --> 00:22:11,360
+won, we saw the witches that they were waiting
+
+308
+00:22:11,360 --> 00:22:15,040
+Macbeth upon the heath when the battles were won,
+
+309
+00:22:15,800 --> 00:22:18,180
+the Aelon battle in the very beginning, Macbeth
+
+310
+00:22:18,180 --> 00:22:21,160
+won it and now the battles are lost, Macbeth is
+
+311
+00:22:21,160 --> 00:22:24,060
+dead and Macduff killed him, so yes, they were
+
+312
+00:22:24,060 --> 00:22:26,500
+waiting him upon the heath where the battles are
+
+313
+00:22:26,500 --> 00:22:30,150
+lost and wonand we have then the three sisters
+
+314
+00:22:30,150 --> 00:22:34,630
+here and we have Macbeth is dead now and there is
+
+315
+00:22:34,630 --> 00:22:37,790
+a mighty shout of joy Macbeth is dead, the battles
+
+316
+00:22:37,790 --> 00:22:42,110
+has been lost and won and we have Malcolm and now
+
+317
+00:22:42,110 --> 00:22:45,630
+he's crowned as king of Scotland sure after his
+
+318
+00:22:45,630 --> 00:22:49,330
+father then these curtains fall and I need a
+
+319
+00:22:49,330 --> 00:22:56,050
+marker I need a marker نقيتI need a marker okay
+
+320
+00:22:56,050 --> 00:23:01,150
+because this .. this is not working no no
+
+321
+00:23:23,710 --> 00:23:27,410
+I don't have a marker too? there's no marker here?
+
+322
+00:23:28,170 --> 00:23:31,470
+no one have a marker here? how I'm going to
+
+323
+00:23:31,470 --> 00:23:33,010
+explain the analysis?
+
+324
+00:23:36,690 --> 00:23:40,410
+I'm going
+
+325
+00:23:40,410 --> 00:23:45,450
+to write on my fingers انه
+
+326
+00:23:45,450 --> 00:23:48,990
+امش قيصري اه بالظبط كانت من امه يعني ماولدتهاش in
+
+327
+00:23:48,990 --> 00:23:50,170
+a normal path okay
+
+328
+00:23:57,290 --> 00:24:02,750
+Okay thanks okay so the analysis of the plot, we
+
+329
+00:24:02,750 --> 00:24:05,110
+all know that the Aristotelian plot contains or
+
+330
+00:24:05,110 --> 00:24:08,450
+consists of five acts, we have first act one
+
+331
+00:24:11,740 --> 00:24:14,460
+اكت وان، اكت وان هنا نحن لدينا ..هو ..هو معروف
+
+332
+00:24:14,460 --> 00:24:17,820
+كإقدام، هنا نحن لدينا إقدام أكتر من الشخصيات،
+
+333
+00:24:17,820 --> 00:24:21,140
+الأهمية، نحن لدينا ..كما تعلمين، هنا نرى الساحرة،
+
+334
+00:24:21,140 --> 00:24:26,460
+نرى مكبث، بانكو، ونرى السيدة مكبث، ثم بعد ذلك أكتر
+
+335
+00:24:26,460 --> 00:24:30,580
+من الأهمية تم إقدامها، نحن لدينا إعانة، نحن لدينا
+
+336
+00:24:30,580 --> 00:24:35,440
+إبداع، نحن لدينا حرارة، نحن لدينا حرارة، حسنًا؟
+
+337
+00:24:37,700 --> 00:24:43,240
+حسنًا، هنا مكبث يحصل على حكومة، هو يرسل إلى زوجته
+
+338
+00:24:43,240 --> 00:24:47,080
+إنني حصلت على حكومة وانت تحاول ان توفر الحكومة،
+
+339
+00:24:47,080 --> 00:24:48,920
+انت توفر حكومة، انت توفر حكومة، انت توفر حكومة،
+
+340
+00:24:48,920 --> 00:24:49,800
+انت توفر حكومة، انت توفر حكومة، انت توفر حكومة،
+
+341
+00:24:49,800 --> 00:24:50,180
+انت توفر حكومة، انت توفر حكومة، انت توفر حكومة،
+
+342
+00:24:50,180 --> 00:24:51,140
+انت توفر حكومة، انت توفر حكومة، انت توفر حكومة،
+
+343
+00:24:51,140 --> 00:24:55,400
+انت توفر حكومة، انت توفر حكومة، انت توفر حكومة،
+
+344
+00:24:55,400 --> 00:24:59,200
+انت توفر حكومة،
+
+345
+00:24:59,200 --> 00:25:01,040
+انت توفر حكومة
+
+346
+00:25:05,780 --> 00:25:12,920
+ماذا هو المشكلة الرئيسية؟ انتظار المخبأة؟ انتظار
+
+347
+00:25:12,920 --> 00:25:19,100
+المخبأة؟ نعم كيف مكبث سينفعل المخبأة و يبحث عنها؟
+
+348
+00:25:19,100 --> 00:25:21,900
+هل هذا مصطلح اجتماعي؟ لا انه مصطلح اجتماعي حتى
+
+349
+00:25:21,900 --> 00:25:27,380
+الان انه مصطلح اجتماعي حتى الان، المخبأة بين ممكن
+
+350
+00:25:27,380 --> 00:25:32,400
+مكبث و الشياطين لا مصطلح اجتماعي بين الشياطين و
+
+351
+00:25:32,400 --> 00:25:32,620
+مكبث
+
+352
+00:25:38,310 --> 00:25:46,890
+الخارج يحفظ الحقيقة للرئيس والهدف الخارجي هذا
+
+353
+00:25:46,890 --> 00:25:51,770
+مشكلة شخصية ولكن الخارج
+
+354
+00:25:54,080 --> 00:25:57,760
+أه نعم القتال .. نعم القتال قد انتهى بالفعل نعم
+
+355
+00:25:57,760 --> 00:26:00,580
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+356
+00:26:00,580 --> 00:26:03,940
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+357
+00:26:03,940 --> 00:26:08,440
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+358
+00:26:08,440 --> 00:26:09,380
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+359
+00:26:09,380 --> 00:26:09,600
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+360
+00:26:09,600 --> 00:26:09,920
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+361
+00:26:09,920 --> 00:26:10,440
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+362
+00:26:10,440 --> 00:26:14,080
+نعم نعم
+
+363
+00:26:14,080 --> 00:26:21,370
+نعم نعم نهنا لدينا أكت تو وهنا أين يحدث القتل هنا
+
+364
+00:26:21,370 --> 00:26:28,530
+لدينا قتل كينغ دانكن ومكداف يكتشف القتل
+
+365
+00:26:35,420 --> 00:26:39,620
+للقتل .. نعم الهلوسيناتيات .. هناك عمل يجب أن يتم
+
+366
+00:26:39,620 --> 00:26:42,600
+خسره واحده .. نعم الانترال .. و هذا العمل هو عمل
+
+367
+00:26:42,600 --> 00:26:48,140
+انترال و ليس عمل خارجي نعم لدينا الهلوسيناتيات ..
+
+368
+00:26:48,140 --> 00:26:51,120
+أنا لا أعرف الهلوسيناتيات .. أنا أتكلم عن .. عن
+
+369
+00:26:51,120 --> 00:26:56,480
+الانترال المشاكل بين .. صحيح؟ مهمته و قيمته .. نعم
+
+370
+00:26:56,480 --> 00:27:01,340
+.. صحيح؟ اللي يأتي إلى نهاية مقلقة بجمعمن زوجته؟
+
+371
+00:27:01,340 --> 00:27:05,640
+نعم من ليدي ماكبار ، لذلك ليدي ماكبار جعلت
+
+372
+00:27:05,640 --> 00:27:09,980
+الانتقام الداخلي يأتي إلى أن إم أنك يجب أن تقتل
+
+373
+00:27:09,980 --> 00:27:13,660
+رجل دونكن، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+374
+00:27:13,660 --> 00:27:14,500
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+375
+00:27:14,500 --> 00:27:18,140
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+376
+00:27:18,140 --> 00:27:18,280
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+377
+00:27:18,280 --> 00:27:18,460
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+378
+00:27:18,460 --> 00:27:23,340
+نعم، نعم، نعم، نعم، نعم، نعم، نعم
+
+379
+00:27:27,320 --> 00:27:32,920
+وهو ماذا؟ من هو الشرطة هنا؟ الشرطة هي الواقعية،
+
+380
+00:27:32,920 --> 00:27:39,300
+لذلك الواقعية تتعذب من من؟ مكبا، صحيح، لذا أعني أن
+
+381
+00:27:39,300 --> 00:27:45,860
+الواقعية والحق يتعذبون من مكبا لأنه قاتل ..
+
+382
+00:27:48,920 --> 00:27:54,800
+الحراس الحقيقة هي أنها مخاطرة والمخاطر هو مكباك
+
+383
+00:27:54,800 --> 00:27:59,780
+مكباك ولكنه نفسه كان .. مخاطراً من زوجته وزوجته
+
+384
+00:27:59,780 --> 00:28:02,120
+نفسه وزوجته نفسه وزوجته نفسه نفسه نفسه نفسه نفسه
+
+385
+00:28:02,120 --> 00:28:04,600
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+386
+00:28:04,600 --> 00:28:04,840
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+387
+00:28:04,840 --> 00:28:05,180
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+388
+00:28:05,180 --> 00:28:05,480
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+389
+00:28:05,480 --> 00:28:05,840
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+390
+00:28:21,340 --> 00:28:25,220
+مالكام ومكدارف وحتى الساحرة
+
+391
+00:28:28,680 --> 00:28:32,700
+يجب أن نضع مقداف لهم لذلك لدينا مشاكل في إيقافهم
+
+392
+00:28:32,700 --> 00:28:38,180
+مقداف، بانكو، مالكوم ومحافظة مالكوم ومحافظة مالكوم
+
+393
+00:28:38,180 --> 00:28:40,960
+ومحافظة مالكوم ومحافظة مالكوم ومحافظة مالكوم
+
+394
+00:28:40,960 --> 00:28:41,580
+ومحافظة مالكوم ومحافظة مالكوم ومحافظة مالكوم
+
+395
+00:28:41,580 --> 00:28:42,900
+ومحافظة مالكوم ومحافظة مالكوم ومحافظة مالكوم
+
+396
+00:28:42,900 --> 00:28:44,540
+ومحافظة مالكوم ومحافظة مالكوم ومحافظة مالكوم
+
+397
+00:28:44,540 --> 00:28:46,740
+ومحافظة مالكوم ومحافظة مالكوم ومحافظة مالكوم
+
+398
+00:28:46,740 --> 00:28:52,040
+ومحافظة مالكوم
+
+399
+00:28:52,040 --> 00:28:57,890
+ومwe have Malcolm he flees to England in this act
+
+400
+00:28:57,890 --> 00:29:04,790
+then we reach here act three yes
+
+401
+00:29:04,790 --> 00:29:09,830
+we reach act three here we have Macbeth
+
+402
+00:29:26,610 --> 00:29:27,610
+مش مشكلة طبعا
+
+403
+00:29:34,000 --> 00:29:38,020
+في الحلقة الثالثة، عائلة مالكم محطمة على حياتها،
+
+404
+00:29:38,020 --> 00:29:43,540
+وكانوا جميعا مقتلين، ومكداف قرر أن يقتل .. يتعذب
+
+405
+00:29:43,540 --> 00:29:47,720
+على رجل .. عائلته، ثم لدينا الآن .. في نهاية
+
+406
+00:29:47,720 --> 00:29:51,100
+الحلقة الثالثة، مكبث قرر أن يذهب إلى الوحوش مرة
+
+407
+00:29:51,100 --> 00:29:54,060
+أخرى، لكي يتأكد أن لا أحد .. لا أحد يستطيع ..
+
+408
+00:29:54,060 --> 00:30:01,250
+تعرف، أن يفاجأه، وانه غير مهتموعن طريق أكت 4 و ..
+
+409
+00:30:01,250 --> 00:30:03,050
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+410
+00:30:03,050 --> 00:30:03,290
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+411
+00:30:03,290 --> 00:30:03,590
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+412
+00:30:03,590 --> 00:30:03,790
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+413
+00:30:03,790 --> 00:30:06,230
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+414
+00:30:06,230 --> 00:30:06,650
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+415
+00:30:06,650 --> 00:30:06,850
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+416
+00:30:06,850 --> 00:30:10,350
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+417
+00:30:10,350 --> 00:30:17,150
+و .. و .. و .. و .. و .. و ..
+
+418
+00:30:23,090 --> 00:30:28,330
+أكت خمسة في الواقع أننا لدينا بانمود يتحرك إلى
+
+419
+00:30:28,330 --> 00:30:35,250
+مكبث مكبث دونسون ومكداف ومالكام يتعامل مع بعضهم
+
+420
+00:30:35,250 --> 00:30:35,830
+يتعامل مع بعضهم يتعامل مع بعضهم يتعامل مع بعضهم
+
+421
+00:30:35,830 --> 00:30:37,250
+يتعامل مع بعضهم يتعامل مع بعضهم يتعامل مع بعضهم
+
+422
+00:30:37,250 --> 00:30:38,650
+يتعامل مع بعضهم يتعامل مع بعضهم يتعامل مع بعضهم
+
+423
+00:30:38,650 --> 00:30:39,970
+يتعامل مع بعضهم يتعامل مع بعضهم يتعامل مع بعضهم
+
+424
+00:30:39,970 --> 00:30:40,530
+يتعامل مع بعضهم يتعامل مع بعضهم يتعامل مع بعضهم
+
+425
+00:30:40,530 --> 00:30:41,990
+يتعامل مع بعضهم يتعامل مع بعضهم يتعامل مع بعضهم
+
+426
+00:30:41,990 --> 00:30:45,750
+يتعاملهم يمكنهم أن يفعلوا ما يرغبون به، ولكن هنا
+
+427
+00:30:45,750 --> 00:30:48,850
+يؤمن أن نعم أنا سأتمكن من المفاجأة لأن البرنامج
+
+428
+00:30:48,850 --> 00:30:53,250
+يتحرك إلى قلعتي ولكنه لم يعرف هنا أن مكداف كان
+
+429
+00:30:53,250 --> 00:30:59,230
+قطعا من حملة أمه، هنا يقاتل مع مكداف ويخبره أنني
+
+430
+00:30:59,230 --> 00:31:05,630
+أخذت وقطعت من حملة أمي وكما تعلمون وقتل مكبث بعد
+
+431
+00:31:05,630 --> 00:31:12,060
+قتل مكبث، رجل .. رجل جدي هو مالكومthat's regarding
+
+432
+00:31:12,060 --> 00:31:16,220
+the analysis okay then we moves to .. to Macbeth
+
+433
+00:31:16,220 --> 00:31:19,360
+as a .. as a tragic hero now Macbeth we all know
+
+434
+00:31:19,360 --> 00:31:20,160
+that Macbeth
+
+435
+00:31:23,250 --> 00:31:27,090
+مكبث هو شخص من قيمة عالية، نرى من البداية أنه كان
+
+436
+00:31:27,090 --> 00:31:29,990
+واحد من الملكيين، هو مخلص، عزيزي، يتحرك في
+
+437
+00:31:29,990 --> 00:31:33,510
+القتالات ضد التيران و هو شخص من قيمة عالية، يبدأ
+
+438
+00:31:33,510 --> 00:31:39,430
+بأنه ما؟ بأنه ثاني من الغلامس، ثم كان رجل من كودر،
+
+439
+00:31:39,430 --> 00:31:44,490
+فهو من قيمة عالية، عزيزي، عزيزي وعالي المحترم بسبب
+
+440
+00:31:44,490 --> 00:31:48,670
+القتالات التي كان يتحرك فيها، هو قوة، هو قوي جدًا،
+
+441
+00:31:48,670 --> 00:31:54,440
+هو مهتمهو .. هو رحمة ومعرفة، ثم خاطرته .. هو يستمع
+
+442
+00:31:54,440 --> 00:31:58,520
+للحكومة التي تقول عنها الشياطين إذا لم ي .. إذا لم
+
+443
+00:31:58,520 --> 00:32:04,160
+يصدق أو إذا .. إذا لم يبدأ بالفكرة بهذه الحكومة
+
+444
+00:32:04,160 --> 00:32:06,760
+بشكل جدًا، لن يحدث أي شيء، ورغبته في أن يكون
+
+445
+00:32:06,760 --> 00:32:10,540
+راجلًا، لأنه يؤمن بالحكومة، نعم، نعم، نعم، نعم،
+
+446
+00:32:10,540 --> 00:32:11,180
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+447
+00:32:11,180 --> 00:32:11,300
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+448
+00:32:11,300 --> 00:32:20,860
+نعم، نعم، نخلاص بيكفّي ما أقل بيزي خلاص
+
+449
+00:32:20,860 --> 00:32:24,120
+بيكفّي ما أقل بيزي خلاص بيكفّي ما أقل بيزي خلاص
+
+450
+00:32:24,120 --> 00:32:25,460
+بيكفّي ما أقل بيزي خلاص بيكفّي ما أقل بيزي خلاص
+
+451
+00:32:25,460 --> 00:32:25,480
+بيكفّي ما أقل بيزي خلاص بيكفّي ما أقل بيزي خلاص
+
+452
+00:32:25,480 --> 00:32:28,400
+بيكفّي ما أقل بيزي خلاص بيكفّي ما أقل بيزي خلاص
+
+453
+00:32:28,400 --> 00:32:41,220
+بيكفّي ما أقل بيزي خلاص بيكفّي ما أقل بيزي خلاص
+
+454
+00:32:45,980 --> 00:32:52,640
+هو لا يستطيع أن يتعامل مع قواتها. نعم هو غير قوة
+
+455
+00:32:52,640 --> 00:32:58,280
+قبل ذلك. نعم. ونيكي كان يجب أن ينفذ حقه. لم يكن
+
+456
+00:32:58,280 --> 00:33:03,520
+يستطيع. لأنها أقسمت وكانت مثلًا أنك يجب أن تنفذ
+
+457
+00:33:03,520 --> 00:33:06,900
+الحكومة وأنك ستكون راجلًا لأن أول جزء من الحكومة
+
+458
+00:33:06,900 --> 00:33:14,030
+تم تنفذ.Okay okay I'm going I'm going to end so in
+
+459
+00:33:14,030 --> 00:33:17,130
+the end he had he he he allows his wife to
+
+460
+00:33:17,130 --> 00:33:20,170
+manipulate his ambition ambitious desires and we
+
+461
+00:33:20,170 --> 00:33:22,610
+talk about this suffers a fall which also brings
+
+462
+00:33:22,610 --> 00:33:25,050
+disaster to others he he didn't only bring the
+
+463
+00:33:25,050 --> 00:33:27,730
+catastrophe or the disaster for himself but he
+
+464
+00:33:27,730 --> 00:33:30,890
+killed the king the guards Malcolm McDuff's family
+
+465
+00:33:30,890 --> 00:33:35,510
+and killed a lot of people in his way okay then in
+
+466
+00:33:35,510 --> 00:33:42,040
+come onالسؤال هنا لك هو إذا كان مكبث مقتل، إنه
+
+467
+00:33:42,040 --> 00:33:45,720
+مصطلح مقتل، إنه مجرم، إنه يستحق النهاية التي كان
+
+468
+00:33:45,720 --> 00:33:51,940
+لديه، أو إنه ضحك زوجته، زوجته كانت تنفذ عقله، تنفذ
+
+469
+00:33:51,940 --> 00:33:59,540
+عقله بالعقل السحابي أو إنه ضحك السحابين
+
+470
+00:34:05,380 --> 00:34:10,200
+أنا متأكد ..أنا لا أعتقد أن ..انه مرضى ..ليس فقط
+
+471
+00:34:10,200 --> 00:34:16,860
+انه مرضى ..انه مرضى الحقوق والعبادة أولاً، فالوحيد
+
+472
+00:34:16,860 --> 00:34:22,980
+المقتل اللي كان ..أقصد قتل ورحلفي البداية كانت
+
+473
+00:34:22,980 --> 00:34:28,780
+الحقيقة و في النهاية كانت الحقية مستعيدة عندما كان
+
+474
+00:34:28,780 --> 00:34:34,320
+مقتل .. هذا كل الشيء و هو في .. و .. و .. و .. و
+
+475
+00:34:34,320 --> 00:34:35,920
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+476
+00:34:35,920 --> 00:34:36,420
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+477
+00:34:36,420 --> 00:34:36,860
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+478
+00:34:36,860 --> 00:34:37,140
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+479
+00:34:37,140 --> 00:34:37,220
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+480
+00:34:37,220 --> 00:34:37,240
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+481
+00:34:37,240 --> 00:34:37,480
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+482
+00:34:37,480 --> 00:34:40,860
+.. و .. و .. و .. و .. و .. و .. و .. و ..
+
+483
+00:34:47,500 --> 00:34:53,920
+الكتارسيز هو الشيخ لأنه
+
+484
+00:34:53,920 --> 00:34:58,300
+أحصل على ما كان يستحقه وكان قتل في النهاية لأننا
+
+485
+00:34:58,300 --> 00:35:03,070
+نعرف أنه بطلhe's a good person at the end because
+
+486
+00:35:03,070 --> 00:35:07,690
+from the very beginning you know he was with with
+
+487
+00:35:07,690 --> 00:35:09,710
+the king he was leading the battles against the
+
+488
+00:35:09,710 --> 00:35:13,110
+tyrants and he's good he's honorable he's not bad
+
+489
+00:35:13,110 --> 00:35:16,310
+okay
+
+490
+00:35:16,310 --> 00:35:20,290
+he starts with being good he starts with being
+
+491
+00:35:20,290 --> 00:35:23,930
+good okay but after his wives you know and things
+
+492
+00:35:23,930 --> 00:35:26,530
+she did he started to think otherwise
+
+493
+00:35:29,340 --> 00:35:33,740
+and I felt happy when his wife died and when they
+
+494
+00:35:33,740 --> 00:35:36,540
+came to tell him right that your wife died and he
+
+495
+00:35:36,540 --> 00:35:40,740
+said she should have died anyway yes yes yes I
+
+496
+00:35:40,740 --> 00:35:49,360
+read this that he himself right was not that I
+
+497
+00:35:49,360 --> 00:35:52,860
+mean so he deserves what happened to him and
+
+498
+00:35:52,860 --> 00:35:55,260
+that's all I have okay thanks
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/5Qge3gDobcs_raw.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/5Qge3gDobcs_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..e6b97125cd905b864d40e616832b95a5916de5df
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/5Qge3gDobcs_raw.srt
@@ -0,0 +1,1640 @@
+1
+00:00:20,720 --> 00:00:23,920
+بسم الله الرحمن الرحيم، سوف نبدأ دراستنا اليوم.
+
+2
+00:00:25,660 --> 00:00:30,480
+أود أن أذكركم ما فعلناه السابق مرة. تحدثنا عن
+
+3
+00:00:30,480 --> 00:00:37,650
+مفهوم الإمتحان بشكل عام، مميزات بلاتوقبل دراساتنا
+
+4
+00:00:37,650 --> 00:00:43,870
+كانت عن إجابة عريسطوتل لمميزة،
+
+5
+00:00:43,870 --> 00:00:49,250
+لمن؟ لـPlato كما قلت لك أنه لم يجد أي شيء خاطئ في
+
+6
+00:00:49,250 --> 00:00:55,660
+الانعكاس، على العكس، وجد انعكاس لـBهي مخلوقية
+
+7
+00:00:55,660 --> 00:01:00,500
+ومحبوبة طبيعية وأيضًا ليس لديها .. اعني ليس كل
+
+8
+00:01:00,500 --> 00:01:05,800
+الانتقالات نفسها، صحيح اليوم سنذهب إلى الجزء
+
+9
+00:01:05,800 --> 00:01:10,320
+الثاني من التقصير اللي يتعلق بالتجارب بشكل عام
+
+10
+00:01:11,620 --> 00:01:15,820
+الأول الشيء اللي بدأ به جيدًا، حسنًا، والذي هو
+
+11
+00:01:15,820 --> 00:01:22,940
+تصميم المصادر من التجارة، حسنًا؟ ويقول إن أي
+
+12
+00:01:22,940 --> 00:01:28,500
+تجارة، أي عمل مصطلح، بالطبع أنا أتحدث عن، حسنًا،
+
+13
+00:01:28,500 --> 00:01:33,780
+تجارة كميزة أساسية في ذلك الوقتAt that time you
+
+14
+00:01:33,780 --> 00:01:35,740
+have to remember that they never had short
+
+15
+00:01:35,740 --> 00:01:40,280
+stories. They never had novels. Even the comedies
+
+16
+00:01:40,280 --> 00:01:44,460
+were not actually appreciated at all. But the
+
+17
+00:01:44,460 --> 00:01:48,640
+highest or the most sublime form of poetry at that
+
+18
+00:01:48,640 --> 00:01:52,820
+time according to Aristotle, it was the tragedy.
+
+19
+00:01:54,980 --> 00:01:59,980
+وبسبب أن هذا الرجل حقًا عميق، كان أول شخص يقوم
+
+20
+00:01:59,980 --> 00:02:07,680
+بتحليل التجارة، وأيضًا أريد أن أذكركم مرة أخرى بأن
+
+21
+00:02:07,680 --> 00:02:14,740
+هذه التحليلية تعتمد على ماذا؟ على تعليم الحفاظ على
+
+22
+00:02:14,740 --> 00:02:20,380
+كتابة وقته. أعني أنه لم يقوم بتحليل التحليل
+
+23
+00:02:20,380 --> 00:02:27,560
+الخارق،ولكنها تعتمد على دراسة الكتابة، الكتابة
+
+24
+00:02:27,560 --> 00:02:32,120
+الموجودة في وقته وعلى مبادرة هذه الدراسة الدخلية،
+
+25
+00:02:32,120 --> 00:02:40,690
+فهو استطاع أن يتعامل معها في أشياء مختلفةوالأول
+
+26
+00:02:40,690 --> 00:02:45,770
+موضوع اللي تكلمنا عنه السابق كان الـ Plot، صحيح؟
+
+27
+00:02:45,770 --> 00:02:49,450
+واحد من النقطة التي انا .. نحن ندفع الـ Plot، واحد
+
+28
+00:02:49,450 --> 00:02:54,110
+.. انا أقصد النقطة اللي أود أن أكتشفها قبل أن أبدأ
+
+29
+00:02:54,110 --> 00:02:59,910
+بمجموعات الـ Plots، صحيح؟ في تفريقه للـ Plot، يقول
+
+30
+00:02:59,910 --> 00:03:06,610
+إنها إمتازة من حركة، صحيح؟حسنًا، ما هو الموضوع
+
+31
+00:03:06,610 --> 00:03:10,930
+الذي لم أركز عليه الساعة الأخيرة، وهو كلمة and
+
+32
+00:03:10,930 --> 00:03:17,990
+عندما يقول إنها عميلة and كلمة and يعني واحدة
+
+33
+00:03:17,990 --> 00:03:25,110
+حلوة، واحدة حلوة، صحيح؟ من حركة، ما أقصده هنا أنه
+
+34
+00:03:25,110 --> 00:03:30,260
+باعتبار حلوة عريسوتل، صحيح؟التراجيط يجب أن يكون
+
+35
+00:03:30,260 --> 00:03:35,380
+لديه فقط مصطلح واحد مصطلح واحد مصطلح ولكن مصطلحين
+
+36
+00:03:35,380 --> 00:03:39,240
+ليسوا مسموحين على المصطلح على المصطلح على المصطلح
+
+37
+00:03:39,240 --> 00:03:40,620
+على المصطلح على المصطلح على المصطلح على المصطلح
+
+38
+00:03:40,620 --> 00:03:40,680
+على المصطلح على المصطلح على المصطلح على المصطلح
+
+39
+00:03:40,680 --> 00:03:40,920
+على المصطلح على المصطلح على المصطلح على المصطلح
+
+40
+00:03:40,920 --> 00:03:41,240
+على المصطلح على المصطلح على المصطلح على المصطلح
+
+41
+00:03:41,240 --> 00:03:42,660
+على المصطلح على المصطلح على المصطلح على المصطلح
+
+42
+00:03:42,660 --> 00:03:48,220
+على المصطلح على المصطلح على المصطلح على المصطلح
+
+43
+00:03:48,220 --> 00:03:55,480
+على المصطلح على
+
+44
+00:03:55,480 --> 00:03:58,880
+المصط
+
+45
+00:03:59,450 --> 00:04:01,150
+Did you study anything for William Shakespeare?
+
+46
+00:04:01,590 --> 00:04:05,850
+All right. For example, those who are in the
+
+47
+00:04:05,850 --> 00:04:08,010
+literary section, you studied King Lear. Is that
+
+48
+00:04:08,010 --> 00:04:12,250
+correct? Good. In King Lear, for example, that we
+
+49
+00:04:12,250 --> 00:04:15,750
+have two major plots. What are they?مجرد قصة
+
+50
+00:04:15,750 --> 00:04:26,050
+الراجل و أبنائه و كنت و أبنائه و أبنائه و أبنائه و
+
+51
+00:04:26,050 --> 00:04:26,290
+كنت و أبنائه و كنت و أبنائه و كنت و أبنائه و كنت و
+
+52
+00:04:26,290 --> 00:04:26,290
+أبنائه و كنت و أبنائه و كنت و أبنائه و كنت و
+
+53
+00:04:26,290 --> 00:04:27,890
+أبنائه و كنت و أبنائه و كنت و أبنائه و كنت و
+
+54
+00:04:27,890 --> 00:04:27,950
+أبنائه و كنت و أبنائه و كنت و أبنائه و كنت و
+
+55
+00:04:27,950 --> 00:04:28,230
+أبنائه و كنت و أبنائه و كنت و أبنائه و كنت و
+
+56
+00:04:28,230 --> 00:04:31,670
+أبنائه و كنت و أبنائه و كنت و أبنائه و كنت و
+
+57
+00:04:31,670 --> 00:04:39,360
+أبنائه و كنت و أبنائه و كنت و أبنبلط، ولكن باعتبار
+
+58
+00:04:39,360 --> 00:04:45,260
+عريسوتيل، لا تسمح لك بلط خلفية، ولكن فقط بلط واحد،
+
+59
+00:04:45,260 --> 00:04:53,520
+صحيح؟ ثم يعطينا التصميم، بلط، قال، صحيح؟ أن أي
+
+60
+00:04:53,520 --> 00:04:58,020
+تراجعية يمكن أن تتميز إلى هذه الأشياء السادسة، بلط
+
+61
+00:04:58,020 --> 00:05:01,880
+أو ماذا نسمي بلط مرة أخرى؟لأ لأ لأ لأ افعالية
+
+62
+00:05:01,880 --> 00:05:07,620
+دراماتيكية صحيح؟ الشخصية، الفكرة، الدكتوراه،
+
+63
+00:05:07,620 --> 00:05:13,960
+الأغاني، ومشاهدة ومشاهدة ما سنفعله اليوم، صحيح؟
+
+64
+00:05:13,960 --> 00:05:19,720
+سنبدأ بالركز على الموضوع الأول، والذي هو المصطلح،
+
+65
+00:05:19,720 --> 00:05:21,480
+حسنا، صحيح؟
+
+66
+00:05:24,710 --> 00:05:29,850
+هو يبدأ بالتصميم من نوعي الـ plots وقد أعطيتك فكرة
+
+67
+00:05:29,850 --> 00:05:34,070
+عن ذلك المرة الأخيرة، صحيح؟ من يتذكر ذلك؟ صحيح؟
+
+68
+00:05:34,070 --> 00:05:38,150
+قالنا أن هناك ثلاثة نوعين، الـ plot بسيط، صحيح؟
+
+69
+00:05:38,150 --> 00:05:42,490
+الـ complex plot و الـ episodic plot، صحيح؟ الـ
+
+70
+00:05:42,490 --> 00:05:50,030
+plot بسيط الذي يبدأوأخيرًا ولكنه ليس لديه ميدالية
+
+71
+00:05:50,030 --> 00:05:57,070
+أو تطور ليس لديه ما نسميه المشكلة صحيح؟ صحيح؟ وقلت
+
+72
+00:05:57,070 --> 00:06:05,350
+لك إنه القصة التي يتحرك الروح من حالة المعجزة إلى
+
+73
+00:06:05,350 --> 00:06:11,910
+السعادة أو عكس أو عكس عكس صحيح؟ وهذا صحيح؟ هذا
+
+74
+00:06:11,910 --> 00:06:19,320
+النوع من القصة ليس حقًاهل يحب أو يحب أن يكتب قصة
+
+75
+00:06:19,320 --> 00:06:21,880
+قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة
+
+76
+00:06:21,880 --> 00:06:28,680
+قصة قصة قصة
+
+77
+00:06:33,490 --> 00:06:37,610
+الشيء غير مكمل، نعم
+
+78
+00:06:37,610 --> 00:06:44,090
+لأنه لا يحتوي على ذلك الشخص التطوري، أو التعامل مع
+
+79
+00:06:44,090 --> 00:06:48,230
+المشكلة، وسأخبرك ما هي التعامل مع المشكلة اليوم،
+
+80
+00:06:48,230 --> 00:06:53,430
+لذلك لديه بداية و نهاية و لذلك يعتبرها غير مكملة
+
+81
+00:06:53,990 --> 00:06:59,010
+والذي يفضل أكتر، حسنًا، هو الـ Complex Plot، الـ
+
+82
+00:06:59,010 --> 00:07:04,070
+Complex Plot، حسنًا، وهنا ما يقوله، يقول إن هذا هو
+
+83
+00:07:04,070 --> 00:07:07,610
+الـ Plot، لديه بداية، كما قلت لك، إقدام أو إظهار،
+
+84
+00:07:07,610 --> 00:07:12,150
+حسنًا، لديه، حسنًا، المدالة، التطور، حسنًا، حسنًا،
+
+85
+00:07:13,690 --> 00:07:19,330
+المشكلة و أخيرًا النهاية أو ما يسمونه الكتاسترافية
+
+86
+00:07:19,330 --> 00:07:25,350
+ولكن حسنًا، التعاملات الحديثة، نسميها ماذا؟القرار.
+
+87
+00:07:25,730 --> 00:07:31,070
+لماذا لا نقول إنها محطمة؟ لماذا؟ لأن إذا أردنا أن
+
+88
+00:07:31,070 --> 00:07:36,070
+نحقق قصة أو نحقق أي قصة قصيرة، فليس بالطبع أن
+
+89
+00:07:36,070 --> 00:07:41,650
+تنتهي من محطمة أو اتلقاء الجهد الجيد. وهذا هو
+
+90
+00:07:41,650 --> 00:07:46,540
+السبب في استخدام كلمة القرار اليوم.الخطوة الأخيرة
+
+91
+00:07:46,540 --> 00:07:51,560
+والأسوأ من المصطلحين بالنسبة لعريسوتال هو المصطلح
+
+92
+00:07:51,560 --> 00:07:58,360
+الأساسي والمصطلح الأساسي هو المصطلح الذي يحتوي على
+
+93
+00:07:58,360 --> 00:08:04,120
+ماذا؟ بداية، مصطلح، لكنه لا يحتوي على نهاية، لا
+
+94
+00:08:04,120 --> 00:08:12,530
+يأتي إلى نهاية، إنه غير مكملولماذا هو يعتبر ذلك
+
+95
+00:08:12,530 --> 00:08:16,730
+نوع من أسرع أو أسرع نوع من ما أسرع نوع من الوضع
+
+96
+00:08:16,730 --> 00:08:23,990
+ببساطة لأنه لا يصلح كتارسيه
+
+97
+00:08:23,990 --> 00:08:30,390
+لا يتجري أشعار الحفاظ والخوف لأن الحفاظ والخوف
+
+98
+00:08:30,390 --> 00:08:38,800
+مرتبط بالنهايةالعزيزة وإذا لم تنتهي العزيزة وكان
+
+99
+00:08:38,800 --> 00:08:43,880
+عليك أن تنتظر حياتي أخرى تأتي، صحيح؟ ستشعرين
+
+100
+00:08:43,880 --> 00:08:48,160
+بالعزيزة، صحيح؟ زي ما كانوا في رمضان، حطولكم باب
+
+101
+00:08:48,160 --> 00:08:50,700
+الحارة، تستنوا أخر الشهر، تيجي النهاية، قولولكم
+
+102
+00:08:50,700 --> 00:08:56,680
+استنوا لرمضان اتجاه، صحيح؟ صحيح؟ ولذلك تشعرين أن
+
+103
+00:08:56,680 --> 00:09:00,760
+الشعور ليس تمامًا، لا نحن لدينا ذلك شعور بالعززة
+
+104
+00:09:01,550 --> 00:09:07,430
+والخوف وهو هذا هو أسوأ من .. حسنا، لذا ما سنفعله
+
+105
+00:09:07,430 --> 00:09:14,250
+الآن هو أن يركز كثيرًا على الشخص الثاني، وهو ..
+
+106
+00:09:14,250 --> 00:09:22,550
+حسنًا، ولذلك هذا ما سنشرحه اليوم، حسنًا؟ ما هي
+
+107
+00:09:22,550 --> 00:09:27,130
+تاريخ المشكلة باعتبار أريستوطل، حسنًا؟ كيف يجب أن
+
+108
+00:09:27,130 --> 00:09:29,110
+يكون، حسنًا،
+
+109
+00:09:33,540 --> 00:09:40,380
+Okay So he said that Aristotelian try I mean plot
+
+110
+00:09:40,380 --> 00:09:46,720
+the traditional way right Usually
+
+111
+00:09:46,720 --> 00:09:50,640
+have this shape Or some other people they will
+
+112
+00:09:50,640 --> 00:09:58,880
+make it like this Right Right in other wordsلدينا
+
+113
+00:09:58,880 --> 00:10:05,480
+حركة مرتفعة لدينا هنا أعلى من المشكلة ما نسميه الـ
+
+114
+00:10:05,480 --> 00:10:11,440
+Climax و لدينا حركة مرتفعة، صحيح؟ إذا كانت
+
+115
+00:10:11,440 --> 00:10:16,020
+المرتفعة بسرعة أو ما يجعل الفرق بين هذه الشكلة و
+
+116
+00:10:16,020 --> 00:10:19,840
+هذه الشكلة؟ هذه الشكلة هي أن المرتفع بسرعة جدًا،
+
+117
+00:10:19,840 --> 00:10:24,380
+بسرعة جدًا نسميها المرتفع الدramatic نسميها ماذا؟
+
+118
+00:10:24,490 --> 00:10:29,070
+اللي يعني انها تسرق بسرعة و ماذا تسرق من الهيرو
+
+119
+00:10:29,070 --> 00:10:33,230
+اذا كانت هذه الشكلة او هذه الشكلة هي نفسها، صحيح؟
+
+120
+00:10:33,230 --> 00:10:39,470
+حسنًا، في البداية هنا، صحيح؟ ماذا لدينا؟ لدينا ما
+
+121
+00:10:39,470 --> 00:10:46,610
+نسميه، حسنًا، الاختبار، هذا، صحيح؟ الاختبار يمكن
+
+122
+00:10:46,610 --> 00:10:51,890
+أن يسمى الاختبار. ما هو بالضبط
+
+123
+00:10:54,730 --> 00:10:56,590
+في الاختيار الاجتماعي
+
+124
+00:11:00,550 --> 00:11:05,190
+المشكلة الرئيسية تم إقدامها. المشكلة الرئيسية تم
+
+125
+00:11:05,190 --> 00:11:09,730
+إقدامها. يجب أن نعرف ما هي المشكلة الرئيسية، صحيح؟
+
+126
+00:11:09,730 --> 00:11:16,830
+أيضًا، صحيح؟ قوات القتال أيضًا تم إقدامها. نعرف من
+
+127
+00:11:16,830 --> 00:11:21,650
+هو الواحد الجيد ومن هو الواحد السيئ وصحيح؟ أو على
+
+128
+00:11:21,650 --> 00:11:27,050
+الجانب، من هو ضد من؟ من هو ضد؟هم ، لذلك المشكلة
+
+129
+00:11:27,050 --> 00:11:30,530
+الرئيسية تم تفضيلها بشكل صحيح الانتصار تم تفضيله
+
+130
+00:11:30,530 --> 00:11:35,290
+ولدينا أيضًا الشخصيات الرئيسية تم تفضيلها بشكل
+
+131
+00:11:35,290 --> 00:11:38,750
+صحيح الهيرو صحيح
+
+132
+00:11:42,250 --> 00:11:47,610
+والمشاركات المهمة والمشاركات المهمة والمشاركات
+
+133
+00:11:47,610 --> 00:11:51,750
+المهمة والمشاركات المهمة والمشاركات المهمة
+
+134
+00:11:51,750 --> 00:11:57,090
+والمشاركات المهمة والمشاركات المهمة والمشاركات
+
+135
+00:11:57,090 --> 00:11:58,170
+المهمة والمشاركات المهمة والمشاركات المهمة
+
+136
+00:11:58,170 --> 00:11:58,170
+والمشاركات المهمة والمشاركات المهمة والمشاركات
+
+137
+00:11:58,170 --> 00:11:58,170
+المهمة والمشاركات المهمة والمشاركات المهمة
+
+138
+00:11:58,170 --> 00:11:58,170
+والمشاركات المهمة والمشاركات المهمة والمشاركات
+
+139
+00:11:58,170 --> 00:11:58,390
+المهمة والمشاركات المهمة والمشاركات المهمة
+
+140
+00:11:58,390 --> 00:12:03,050
+والمشاركات المهمة والمشاركات المهمة
+
+141
+00:12:07,430 --> 00:12:11,890
+هذا المشكلة المهمة إذا كانت ستكون حلوة مباشرة
+
+142
+00:12:11,890 --> 00:12:21,450
+ستكون قصة بسيطة ولكن ما نتوقعه في مجموعة مجموعة
+
+143
+00:12:21,450 --> 00:12:27,230
+مجموعة أن المشكلة المباشرة أو المشكلة الأولى ستصبح
+
+144
+00:12:27,230 --> 00:12:34,230
+أكتر مضغوطة وماذا نقول بكلمة مضغوطة هنا أنها تصبح
+
+145
+00:12:34,230 --> 00:12:41,010
+أكتر منأحد المشكلات المرتبطة، أكتر من أحد المشكلات
+
+146
+00:12:41,010 --> 00:12:45,950
+المرتبطة، المشكلة أن المشكلة هي نتيجة ماذا؟ من
+
+147
+00:12:45,950 --> 00:12:51,930
+المشكلة الرئيسية، صحيح؟ حسنًا، صحيح؟ لذلك، هذه
+
+148
+00:12:51,930 --> 00:12:56,470
+التطور أو هذا التطور نسميه الانتقال، صحيح؟ انتقال
+
+149
+00:12:58,510 --> 00:13:03,290
+حسنًا، هذه الحركة العالية التي يصبح المشكلة مشكلة
+
+150
+00:13:03,290 --> 00:13:07,770
+أو يصبح أكتر من مشكلة مرتبطة بشكل واحد ، مشكلة
+
+151
+00:13:07,770 --> 00:13:09,570
+مرتبطة بشكل واحد ،
+
+152
+00:13:16,040 --> 00:13:18,860
+نعم ولكنهم مرتبطين مع بعضنا البعض، لسنا لدينا
+
+153
+00:13:18,860 --> 00:13:22,400
+اثنين مشكلتين مختلفة، لسنا لدينا مخططين مختلفة،
+
+154
+00:13:22,400 --> 00:13:27,940
+مخطط واحد، مشكلتين واحدين، ولكن مشكلتين يتسلقون،
+
+155
+00:13:27,940 --> 00:13:33,600
+نسميها تسلق المشكلة. ماذا يعني تسلق؟يعني أنه يصبح
+
+156
+00:13:33,600 --> 00:13:39,940
+أكثر مشكلة، صحيح؟ يصبح أكثر صعوبة، صحيح؟ أو يصبح
+
+157
+00:13:39,940 --> 00:13:44,860
+أكتر من مشكلة مرتبطة، ليس فقط مشكلة واحدة، بل
+
+158
+00:13:44,860 --> 00:13:49,600
+مشكلتين أخرى، مشكلتين مختلفين لمن؟ مختلفين للمشكلة
+
+159
+00:13:49,600 --> 00:13:54,780
+المهمة، الله نور السماوات والله أكتر.
+
+160
+00:13:57,760 --> 00:14:00,500
+أه هم صورون .. صورت العتم يا أبو حمزة؟
+
+161
+00:14:04,650 --> 00:14:11,710
+طيب نشتغل ولا بدنا نسانا ولا إيش؟ أكمل؟
+
+162
+00:14:11,710 --> 00:14:19,030
+عادي شغال يعني كل شيء؟ أه بس
+
+163
+00:14:19,030 --> 00:14:25,110
+يشتغل هذا كيف؟ بيشتغل لحاله؟ تمام ان شاء الله
+
+164
+00:14:33,090 --> 00:14:39,330
+هذه هي الحركة الانفجارية عندما يأتي المشكلة أو يصل
+
+165
+00:14:39,330 --> 00:14:45,610
+إلى نقطة المشكلة، نحن
+
+166
+00:14:45,610 --> 00:14:51,670
+نسميها الوضع أو النقطة أو النقطة الأعلى من المشكلة
+
+167
+00:14:51,710 --> 00:14:59,850
+و بالطبع لدينا بعد أن المشكلة تصبح في نقطة أعلى،
+
+168
+00:14:59,850 --> 00:15:06,570
+ماذا نتوقع أن يتم حلها؟ سيتم حلها، صح؟ نعم، نعم،
+
+169
+00:15:06,570 --> 00:15:06,570
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+170
+00:15:06,570 --> 00:15:07,670
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+171
+00:15:07,670 --> 00:15:09,570
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+172
+00:15:09,570 --> 00:15:09,630
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+173
+00:15:09,630 --> 00:15:12,050
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+174
+00:15:12,050 --> 00:15:21,210
+نعم، نعم، نعم، نعم، نعم، نعم،
+
+175
+00:15:21,210 --> 00:15:28,120
+نواحد بعد آخر حتى نصل إلى ما هي حلول المشكلة
+
+176
+00:15:28,120 --> 00:15:32,000
+الرئيسية المشكلة الرئيسية المشكلة الأولى المشكلة
+
+177
+00:15:32,000 --> 00:15:36,900
+المشكلة المبادئة وماذا نسميها في ذلك الوقت عندما
+
+178
+00:15:36,900 --> 00:15:41,660
+يتم حلل المشكلة الرئيسية نسميها حلول أو كتاسترافية
+
+179
+00:15:41,660 --> 00:15:47,080
+وفي التجارة باعتبار أريستروتيل هذه الحلوة عادة يجب
+
+180
+00:15:47,080 --> 00:15:48,460
+أن يتضمن كل
+
+181
+00:15:51,400 --> 00:15:57,880
+هذا هو الموضوع، هذا ما يتعلق بالموضوع، أعني لماذا
+
+182
+00:15:57,880 --> 00:16:02,280
+نسميها تراجديه؟ لأنه سيكون هناك نهاية آسفة، نهاية
+
+183
+00:16:02,280 --> 00:16:06,160
+آسفة، صحيح؟
+
+184
+00:16:24,820 --> 00:16:29,920
+ما هي الحالات المحتاجة
+
+185
+00:16:29,920 --> 00:16:34,500
+لكي تكتشفها في
+
+186
+00:16:34,500 --> 00:16:38,860
+القصة الارستوطالية؟
+
+187
+00:16:38,860 --> 00:16:43,300
+نعم الـ three unities ونقصدها بـ unity of action
+
+188
+00:16:43,300 --> 00:16:47,280
+one single thought unity of time should not exceed
+
+189
+00:16:47,280 --> 00:16:53,400
+the single revolution of sun and unity of place
+
+190
+00:16:54,220 --> 00:16:56,980
+good this is the first condition but we have many
+
+191
+00:16:56,980 --> 00:16:58,760
+conditions actually right
+
+192
+00:17:01,710 --> 00:17:06,170
+الأول هو أنه يجب أن يكون لديه ثلاث مجموعات، ثلاث
+
+193
+00:17:06,170 --> 00:17:10,970
+مجموعات، وماذا نقصد بالثلاث مجموعات؟ مجموعة الوقت،
+
+194
+00:17:10,970 --> 00:17:15,990
+المكان، المفعل، مفعل،
+
+195
+00:17:15,990 --> 00:17:21,990
+مفعل، مفعل، مفعل، مفعل، مفعل، مفعل، مفعل، مفعل،
+
+196
+00:17:21,990 --> 00:17:22,830
+مفعل، مفعل، مفعل، مفعل، مفعل، مفعل، مفعل، مفعل،
+
+197
+00:17:22,830 --> 00:17:23,050
+مفعل، مفعل، مفعل، مفعل، مفعل، مفعل، مفعل، مفعل،
+
+198
+00:17:23,050 --> 00:17:23,050
+مفعل، مفعل، مفعل، مفعل، مفعل، مفعل، مفعل، مفعل،
+
+199
+00:17:23,050 --> 00:17:28,980
+مفعل، مفعل، مفعل، مفعل، مفعل، مفالعرض يجب أن يحدث
+
+200
+00:17:28,980 --> 00:17:33,600
+.. لا يجب أن يتجاوز مرحلة واحدة في الوقت، مثلا يوم
+
+201
+00:17:33,600 --> 00:17:38,720
+واحد، 24 ساعات حسنًا، هذا قليل من المضحك، كيف يبدأ
+
+202
+00:17:38,720 --> 00:17:43,100
+قصة في .. في ساعة واحدة، في يوم واحدة، 24 ساعات،
+
+203
+00:17:43,100 --> 00:17:48,420
+هل هذا مقبول لك؟ أعني زمان وقت المشكلة، صحيح؟ هل
+
+204
+00:17:48,420 --> 00:17:54,090
+يجب أن يكون صحيح؟ صحيح؟ أن يكون فقط يوم واحد؟إذا
+
+205
+00:17:54,090 --> 00:17:58,510
+كانت المشاكل في العالم تبدأ في الصباح وفي اللحظة ،
+
+206
+00:17:58,510 --> 00:18:02,750
+فالحياة ستكون حياة مفهومة، تعرفين؟ هل تفهم ما
+
+207
+00:18:02,750 --> 00:18:08,650
+أقصده؟ لكن في الواقع، هذا لا يحدث، هذا غير حقيقي،
+
+208
+00:18:08,650 --> 00:18:14,290
+أن الوقت من المشكلة قد يدوم لسنوات، قد يدوم
+
+209
+00:18:14,290 --> 00:18:20,970
+لسنوات، لكن ما يتطلبه في مجموعة الوقت هو الوقت
+
+210
+00:18:20,970 --> 00:18:27,500
+للعبورالعمل الحقيقي على المسابقه يجب أن يغطي فقط
+
+211
+00:18:27,500 --> 00:18:32,620
+واحد عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل
+
+212
+00:18:32,620 --> 00:18:32,860
+عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل
+
+213
+00:18:32,860 --> 00:18:32,860
+عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل
+
+214
+00:18:32,860 --> 00:18:32,860
+عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل
+
+215
+00:18:32,860 --> 00:18:32,940
+عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل
+
+216
+00:18:32,940 --> 00:18:33,020
+عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل
+
+217
+00:18:33,020 --> 00:18:35,060
+عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل
+
+218
+00:18:35,060 --> 00:18:35,660
+عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل عمل
+
+219
+00:18:35,660 --> 00:18:35,660
+عمل عمل عمل عمل عمل
+
+220
+00:18:46,520 --> 00:18:52,320
+صحيح؟ لأن وقت القصة قد يغطي .. صحيح؟ صحيح؟ أخر
+
+221
+00:18:52,320 --> 00:18:57,860
+فترة، أعني فترة طويلة، صحيح؟ ولكن وقت الاجهزة،
+
+222
+00:18:57,860 --> 00:19:03,120
+الاجهزة الحقيقية، صحيح؟ على المسار، ولكي يجعلها
+
+223
+00:19:03,120 --> 00:19:07,600
+حقيقية ويكون حقيقية، يجب أن يغطي فقط 24 ساعات. هل
+
+224
+00:19:07,600 --> 00:19:12,790
+هذا يعني أنهم يجب أن يبقوا 24 ساعات على المسار؟لأ؟
+
+225
+00:19:12,790 --> 00:19:17,330
+صحيح؟ لكن الوقت مقفل على .. صحيح؟ هذا .. أو من
+
+226
+00:19:17,330 --> 00:19:23,330
+المشكلة أو عادة يوم هو يوم حلول المشكلة صحيح؟ أعني
+
+227
+00:19:23,330 --> 00:19:31,150
+الأخير .. أهم 24 ساعات كانت وقت المشكلة حلولها لكن
+
+228
+00:19:31,150 --> 00:19:37,060
+كيف نعرف عن المشكلة؟ صحيح؟ صحيح؟هل تفهمين ما
+
+229
+00:19:37,060 --> 00:19:41,280
+أعنيه؟ إذا كنا نذهب أو في الوقت الواقعي، اللحظة
+
+230
+00:19:41,280 --> 00:19:47,220
+فقط تغطي اليوم الأخير أو يوم الوصول، كيف نعرف عن
+
+231
+00:19:47,220 --> 00:19:53,820
+المشكلة؟ عندما بدأت؟ كيف تتطور؟ أشياء مثل ذلك،
+
+232
+00:19:53,820 --> 00:20:03,850
+صحيح؟نستطيع أن نفهم قصة المشكلة، جينيولوجيا الرجل،
+
+233
+00:20:03,850 --> 00:20:09,370
+الرواحان، من خلال اتنين أشياء. الأولة، من خلال
+
+234
+00:20:09,370 --> 00:20:16,640
+أغاني الأغاني. من خلال أغاني الأغانيSome might
+
+235
+00:20:16,640 --> 00:20:21,740
+tell me what do you mean by chorus and we don't ..
+
+236
+00:20:21,740 --> 00:20:26,500
+we never I mean saw chorus in .. in .. in a modern
+
+237
+00:20:26,500 --> 00:20:35,390
+drama. That yesسيكون هناك أغاني
+
+238
+00:20:35,390 --> 00:20:39,210
+في القرص القديم ولكنها ليست محتاجة في القرص القديم
+
+239
+00:20:39,210 --> 00:20:43,850
+جيد، فأحد الأشياء الأساسية للتراجيه في القرص
+
+240
+00:20:43,850 --> 00:20:51,210
+القديم هي القرصالقرص وكانت مجلسة مجموعة طفل من طفل
+
+241
+00:20:51,210 --> 00:20:56,070
+ويعادة تغيب أغاني أغاني أغاني بالنسبة للعديد من
+
+242
+00:20:56,070 --> 00:21:01,310
+الحاجات التي سنشرحها عندما نصل إلى تجارب الأغاني
+
+243
+00:21:01,310 --> 00:21:07,450
+صحيح؟ لكن هذه صحيحإنهم يعطوننا نوع من المعرفة عن
+
+244
+00:21:07,450 --> 00:21:12,630
+أصل المشكلة، أن تاريخ المشكلة يمكن أن يتم حفظها من
+
+245
+00:21:12,630 --> 00:21:16,450
+خلال أغانيها الخاصة، هذا هو الطريقة الأولى، طريقة
+
+246
+00:21:16,450 --> 00:21:20,810
+ثانية أو طريقة ثانية في التي نعرف عن تاريخ
+
+247
+00:21:20,810 --> 00:21:26,830
+المشكلة، إنها من خلال الاتصالمن من؟ من الشخصيات من
+
+248
+00:21:26,830 --> 00:21:32,330
+خلال الاتصال مع الشخصيات، نحن كشبكة نتعرف على
+
+249
+00:21:32,330 --> 00:21:38,450
+ماذا؟ مع تاريخ المشكلة ومتطوراتها، على سبيل
+
+250
+00:21:38,450 --> 00:21:41,630
+المثال، على سبيل المثال، في Audibleibus، اللي
+
+251
+00:21:41,630 --> 00:21:47,350
+سنقوم به، سنطبق عليه، لـSophocles
+
+252
+00:21:48,980 --> 00:21:56,720
+المشكلة هي أن وقت المشكلة تقريبًا 50 سنة، وهو عمر
+
+253
+00:21:56,720 --> 00:22:02,960
+الحروب، من الوقت الذي ولده إلى الوقت الذي تركته،
+
+254
+00:22:02,960 --> 00:22:08,910
+إلى الوقت الذي اختفى من مدينته الخاصة،قريباً من
+
+255
+00:22:08,910 --> 00:22:13,610
+خمس سنة، ولكن الاختصار الحقيقي صحيح هو فقط 24
+
+256
+00:22:13,610 --> 00:22:19,730
+ساعات صحيح؟ كيف نعرف كيف بدأ المشكلة؟ وكيف تتطور؟
+
+257
+00:22:19,730 --> 00:22:25,270
+ماذا حدث له؟ من خلال أغاني الكورس والتحدث نحن
+
+258
+00:22:25,270 --> 00:22:32,960
+نتعرف من خلال التحدث من من؟ من .. صحيح جيدحسنًا،
+
+259
+00:22:32,960 --> 00:22:39,140
+هذا يتعلق بالمجموعة في الوقت والمجموعة في اللعب،
+
+260
+00:22:39,140 --> 00:22:44,820
+حسنًا؟ أن كل الأعمال يجب أن تتعامل في مكان واحد،
+
+261
+00:22:44,820 --> 00:22:50,120
+وليس في المسجد أو في السياتر أو .. حسنًا، مختلفًا
+
+262
+00:22:50,120 --> 00:22:55,720
+من وليام شكسبير، حسنًا؟من يتحرك من مدينة واحدة إلى
+
+263
+00:22:55,720 --> 00:22:59,020
+مدينة أخرى ومن مدينة واحدة إلى مدينة أخرى، صحيح؟
+
+264
+00:22:59,020 --> 00:23:04,780
+أريستوطل يعتقد أن قصة يجب أن تأخذ فقط مكان واحد،
+
+265
+00:23:04,780 --> 00:23:11,760
+مكان واحد، صحيح؟ لأنه غير حقيقي أن تتحرك من مدينة
+
+266
+00:23:11,760 --> 00:23:15,240
+واحدة إلى مدينة أخرى ومن مدينة واحدة إلى مدينة
+
+267
+00:23:15,240 --> 00:23:21,410
+أخرى خلال 24 ساعاتهل تفهمين ما أقصده؟ وهو الوحدة
+
+268
+00:23:21,410 --> 00:23:27,050
+من الوقت ولذلك قال إن كل الحركة يجب أن تحدث في
+
+269
+00:23:27,050 --> 00:23:30,730
+مكان واحد وحسنًا ، حسنًا ، عوضبس على سبيل المثال
+
+270
+00:23:30,730 --> 00:23:33,850
+مرة أخرى، أنا أعود إلى عوضبس حسنًا لأعطي نفس
+
+271
+00:23:33,850 --> 00:23:39,950
+المثال لأن كل الحركة تحدث في أمام مصدر روحان عوضبس
+
+272
+00:23:39,950 --> 00:23:47,650
+كل اللعبة، كل اللعبة في أمام مصدر روحان عوضبس في
+
+273
+00:23:47,650 --> 00:23:53,030
+مكان واحدأعتقد أن هذه المقالات التي لا تتبعها بعد
+
+274
+00:23:53,030 --> 00:23:58,230
+الأن، صحيح؟ ولكن أي شخص لا يتبعها ليس معتقدًا بأنه
+
+275
+00:23:58,230 --> 00:24:08,330
+أرستوطيليان، بأنه أرستوطيليان، صحيح؟ صحيح؟ هذا
+
+276
+00:24:08,330 --> 00:24:18,610
+مصطلح أخر، وهو الاضطراب والفرصة، صحيح؟ نعمأرجوك
+
+277
+00:24:18,610 --> 00:24:21,290
+اذهب للعودة لـ unity of time اذا كنا .. اذا كنا ..
+
+278
+00:24:21,290 --> 00:24:24,770
+اذا كنا خسرنا ال unity of time هل ال .. ال .. ال
+
+279
+00:24:24,770 --> 00:24:26,390
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+280
+00:24:26,390 --> 00:24:27,250
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+281
+00:24:27,250 --> 00:24:27,690
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+282
+00:24:27,690 --> 00:24:28,130
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+283
+00:24:28,130 --> 00:24:29,390
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+284
+00:24:29,390 --> 00:24:29,390
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+285
+00:24:29,390 --> 00:24:30,230
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+286
+00:24:30,230 --> 00:24:30,230
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+287
+00:24:30,230 --> 00:24:30,290
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+288
+00:24:30,290 --> 00:24:30,290
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+289
+00:24:30,290 --> 00:24:33,100
+.. ال .. ال .. ال .. ال ..وإنها مفهومة. أعني أنه
+
+290
+00:24:33,100 --> 00:24:36,900
+ليس من المفترض أن يغطي أكتر من 24 ساعات. يوم
+
+291
+00:24:36,900 --> 00:24:42,320
+التحلل. الحركة على المسار هو يوم التحلل. فيه
+
+292
+00:24:42,320 --> 00:24:46,440
+المشكلة ملحوظة. لكننا نعرف كل شيء عن المشكلة كما
+
+293
+00:24:46,440 --> 00:24:50,740
+قلت لك من الاتصال ومن واحد، صحيح؟ لذلك الحركة تحدث
+
+294
+00:24:50,740 --> 00:24:53,220
+في اليوم الأخير، في اليوم الأخير في اللي فيه
+
+295
+00:24:53,220 --> 00:24:59,190
+المشكلة ملحوظة، صحيح؟ لكن إذا لم يكن ملحوظةit
+
+296
+00:24:59,190 --> 00:25:02,770
+means that it is incomplete it is incomplete it
+
+297
+00:25:02,770 --> 00:25:05,430
+has a beginning and middle but it doesn't have it
+
+298
+00:25:05,430 --> 00:25:09,390
+is it has an open-ended right open-ended plot but
+
+299
+00:25:09,390 --> 00:25:11,890
+necessarily right episodic because we don't know
+
+300
+00:25:11,890 --> 00:25:14,710
+whether you're going to have another episode or or
+
+301
+00:25:14,710 --> 00:25:19,530
+not right well
+
+302
+00:25:19,530 --> 00:25:25,700
+necessity and probability rightهل هناك أحد يريد أن
+
+303
+00:25:25,700 --> 00:25:30,400
+يخبرني ماذا يعني أن الـ plot يجب أن يتبع قواعد
+
+304
+00:25:30,400 --> 00:25:35,500
+الاحتياطات والاحتمالات الاحتياطات هنا ما يجب أن
+
+305
+00:25:35,500 --> 00:25:41,660
+يحدث الاحتمالات هي ما يمكن أن يحدث ما يمكن ومن
+
+306
+00:25:41,660 --> 00:25:46,920
+المفترض أن يكون كلاهما من أجل أن يجعل ال plot
+
+307
+00:25:46,920 --> 00:25:51,760
+حقيقي أنه من المفترض أن يحدث في الحقيقة
+
+308
+00:25:55,390 --> 00:25:58,530
+and necessary to happen. some actions are
+
+309
+00:25:58,530 --> 00:26:03,510
+necessary to happen. نعم يا أستاذ نحن يجب أن نتخلص
+
+310
+00:26:03,510 --> 00:26:05,810
+من الاثنين والأربعين نحن نتخلص من الاثنين
+
+311
+00:26:05,810 --> 00:26:08,470
+والأربعين نحن نتخلص من الاثنين والأربعين نحن نتخلص
+
+312
+00:26:08,470 --> 00:26:09,470
+من الاثنين والأربعين نحن نتخلص من الاثنين
+
+313
+00:26:09,470 --> 00:26:11,530
+والأربعين نحن نتخلص من الاثنين والأربعين نحن نتخلص
+
+314
+00:26:11,530 --> 00:26:12,490
+من الاثنين والأربعين نحن نتخلص من الاثنين
+
+315
+00:26:12,490 --> 00:26:13,090
+والأربعين نحن نتخلص من الاثنين والأربعين نتخلص من
+
+316
+00:26:13,090 --> 00:26:15,510
+الاثنين والأربعين نتخلص من الاثنين والأربعحسنًا
+
+317
+00:26:15,510 --> 00:26:19,810
+جيد لجعلها حقيقية كما قلنا حسنًا أن القصة أظهر
+
+318
+00:26:19,810 --> 00:26:24,050
+حسنًا على سبيل المثال حسنًا إذا أردنا نتحدث عن
+
+319
+00:26:24,050 --> 00:26:30,350
+حسنًا كينغلير حسنًا كمثال عارف أنك قد درسته في
+
+320
+00:26:30,350 --> 00:26:34,710
+كينغلير حسنًا الثلاث أبناء حسنًا واحدة منهم
+
+321
+00:26:34,710 --> 00:26:40,120
+كورديليا الأخيرة حسنًاليس جيدًا في التعامل، لذلك
+
+322
+00:26:40,120 --> 00:26:45,780
+لم تستطيع أن تتعامل بحبها لأبها، بينما أولاد
+
+323
+00:26:45,780 --> 00:26:50,420
+الأطفال كانوا جادين جدًا، صحيح؟ وكانوا يعرفون كيف
+
+324
+00:26:50,420 --> 00:26:55,640
+يستخدموا الكلمات لإيقاف أبهم نفسهم، صحيح؟ وفعلوا
+
+325
+00:26:55,640 --> 00:26:59,980
+ذلك، صحيح؟ هل هذه الحركة حدثة .. أعني ممكن أن تحدث
+
+326
+00:26:59,980 --> 00:27:08,680
+أو لا؟هو ممكن يحدث، لكنه نفسه، ملك لير، قام بخطأ،
+
+327
+00:27:08,680 --> 00:27:13,460
+قام بخطأ ضد ابنته الصغيرة ويجب أن يكون مجرده مجرده
+
+328
+00:27:13,460 --> 00:27:14,100
+مجرده مجرده مجرده مجرده مجرده مجرده مجرده مجرده
+
+329
+00:27:14,100 --> 00:27:17,360
+مجرده مجرده مجرده مجرده مجرده مجرده مجرده مجرده
+
+330
+00:27:17,360 --> 00:27:17,440
+مجرده مجرده مجرده مجرده مجرده مجرده مجرده مجرده
+
+331
+00:27:17,440 --> 00:27:19,100
+مجرده مجرده مجرده مجرده مجرده مجرده مجرده مجرده
+
+332
+00:27:19,100 --> 00:27:26,760
+مجرده مجصحيح؟ لذلك أي قتل، صحيح؟ يجب أن يكون
+
+333
+00:27:26,760 --> 00:27:30,780
+مجرمًا. هذا قواعد المحتاجات. هذا قواعد المحتاجات.
+
+334
+00:27:30,820 --> 00:27:36,080
+لذلك سنجد أن الاختيارات في ال .. ال .. صحيح؟ في
+
+335
+00:27:36,080 --> 00:27:40,760
+التجارة، باعتبار أريستوتل، يجب أن يكونوا إما،
+
+336
+00:27:40,760 --> 00:27:47,720
+صحيح؟ قد يحدث أو يجب أن يحدث. يجب أن يحدث. صحيح؟
+
+337
+00:27:47,720 --> 00:27:53,600
+لذلك عندما نجد على سبيل المثال، صحيح؟ رجلالذي يحدث
+
+338
+00:27:53,600 --> 00:27:59,780
+خطأ، يجعل .. يقوم بخطأ، هذا الخطأ نسميه خطأ محقق،
+
+339
+00:27:59,780 --> 00:28:06,280
+نسميه خطأ محقق، لذلك يحتاج لهذا الروحان أن يسقط في
+
+340
+00:28:06,280 --> 00:28:10,960
+النهاية، إذا لم يسقط، فهو سيكون عرونمان، هو سيكون
+
+341
+00:28:10,960 --> 00:28:17,970
+سوبرمان، هو سي .. وهومستحيل أن يحدث، وهو مستحيل أن
+
+342
+00:28:17,970 --> 00:28:22,370
+يحدث، لكن ما يحتاج أن يحدث هو أنه يحتاج أن يسقط في
+
+343
+00:28:22,370 --> 00:28:27,590
+النهاية بسبب الخطأ الفاتل الذي فعله بسبب الفاتل هل
+
+344
+00:28:27,590 --> 00:28:30,250
+حصلت على النقطة يا أختي؟ أشعر أنك لم تحصل على
+
+345
+00:28:30,250 --> 00:28:35,950
+النقطة. حصلت على النقطة، صحيح؟ جيد.الثالث محتاج،
+
+346
+00:28:35,950 --> 00:28:36,990
+صحيح؟
+
+347
+00:28:41,320 --> 00:28:45,840
+جزء من القصة باعتبار أريستوطل أنه يجب أن يكون لديه
+
+348
+00:28:45,840 --> 00:28:51,840
+أشياء واحدة أنه يسمي البرفتيا وواحدة أنه يسميها
+
+349
+00:28:51,840 --> 00:28:57,780
+انجنروسيا واحدة يسميها البرفتيا وواحدة يسميها
+
+350
+00:28:57,780 --> 00:29:04,320
+انجنروسيا هذه الكلمات، واحدة نسميها البرفتيا في
+
+351
+00:29:04,320 --> 00:29:08,920
+الإنجليزيا والثانية نسميها لحظة المعرفة
+
+352
+00:29:11,840 --> 00:29:16,900
+حسنًا، انتظر، انتظر، نعم، ماذا أقصد بهذا؟ حسنًا،
+
+353
+00:29:16,900 --> 00:29:22,220
+انتظر إلى هذه الشكلة هنا، هذا هو المصطلح
+
+354
+00:29:22,220 --> 00:29:27,180
+الارسوتاليوني، هذا هو الاختيار، حسنًا، حركة، وماذا
+
+355
+00:29:27,180 --> 00:29:32,300
+هو هذا؟ حسنًا، ماذا هو هذا؟ كلمة كلمة كلمة كلمة
+
+356
+00:29:32,300 --> 00:29:33,100
+كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة
+
+357
+00:29:33,100 --> 00:29:34,520
+كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة
+
+358
+00:29:34,520 --> 00:29:35,280
+كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة
+
+359
+00:29:35,280 --> 00:29:36,860
+كلمة كلمة كلمة كلمة كلمة كلمة كلمة كلمة
+
+360
+00:29:39,210 --> 00:29:44,270
+عادةً في الهجوم تأتي أولاً، صحيح؟ الـ Peripheria
+
+361
+00:29:44,270 --> 00:29:50,390
+ما هو في الهجوم؟ في الهجوم، إنه لحظة من الإلحاد،
+
+362
+00:29:50,390 --> 00:29:56,190
+لحظة من المعرفة، صحيح؟ لحظة من الفتحة في التي
+
+363
+00:29:56,190 --> 00:30:02,750
+يكتشف الحروب، صحيح؟ شيء للمرة الأولى، صحيح؟ ونقول
+
+364
+00:30:02,750 --> 00:30:10,070
+عادةً، صحيح؟ لحظات أسوأ، صحيح؟ في حياة الإنسانwhen
+
+365
+00:30:10,070 --> 00:30:15,930
+the fool discovers that he's a fool but
+
+366
+00:30:15,930 --> 00:30:19,050
+this hardly happens do you know why? because he's
+
+367
+00:30:19,050 --> 00:30:19,450
+a fool
+
+368
+00:30:23,020 --> 00:30:27,200
+وهذا ما حدث لـ King Lear، وجد King Lear في موقع
+
+369
+00:30:27,200 --> 00:30:33,300
+محدد أنه غبي، والغبي معاه كان الرجل المعرفي، وفي
+
+370
+00:30:33,300 --> 00:30:37,740
+الموقع اللي اكتشف الحقيقة عن أبناء أبناءه كانت
+
+371
+00:30:37,740 --> 00:30:43,280
+موقع من غير إجابةحسنًا، حسنًا، أكتشف أنه لم يكن
+
+372
+00:30:43,280 --> 00:30:48,680
+يعرف أبنته الخاصة بشكل جيد، ومن الذي أحبه حقًا،
+
+373
+00:30:48,680 --> 00:30:55,080
+حسنًا، رحلتها، و أعطى كل ملكته للناس الخاطئين،
+
+374
+00:30:55,080 --> 00:31:00,930
+فأكتشف أنه فعلت شيءخطأ. لذلك إكتشاف شيء للمرة
+
+375
+00:31:00,930 --> 00:31:06,810
+الأولى، صحيح؟ نسميها لحظة الإبتكار. نسميها
+
+376
+00:31:06,810 --> 00:31:12,650
+Ignorance. إنها اللحظة التي يعرف الروح شيء للمرة
+
+377
+00:31:12,650 --> 00:31:19,430
+الأولى. وهذه المعرفة ستتسبب في تغيير حظته نفسه.
+
+378
+00:31:19,950 --> 00:31:27,030
+نعم، أرجوك.نعم شيء .. نعم هو في الواقع عادةً سيئ
+
+379
+00:31:27,030 --> 00:31:31,450
+عادةً .. حسنًا، نعم. فهو وقت الانسانية و
+
+380
+00:31:31,450 --> 00:31:35,890
+الانسانية، صحيح؟ هو وقت الانسانية و الانسانية. هو
+
+381
+00:31:35,890 --> 00:31:36,710
+وقت الانسانية و الانسانية. هو وقت الانسانية و
+
+382
+00:31:36,710 --> 00:31:36,750
+الانسانية. هو وقت الانسانية و الانسانية. هو وقت
+
+383
+00:31:36,750 --> 00:31:36,970
+الانسانية و الانسانية. هو وقت الانسانية و
+
+384
+00:31:36,970 --> 00:31:38,690
+الانسانية. هو وقت الانسانية و الانسانية. هو وقت
+
+385
+00:31:38,690 --> 00:31:40,130
+الانسانية و الانسانية. هو وقت الانسانية و
+
+386
+00:31:40,130 --> 00:31:44,550
+الانسانية. هو وقت الانسانية و الانسانية. هو وقت
+
+387
+00:31:44,550 --> 00:31:52,800
+الانسانية و الانسانية. هو وقتحسنًا بينما البريبتيا
+
+388
+00:31:52,800 --> 00:31:57,640
+يأتي بعد هذا المعرفة بعد حسنًا لذلك هذا المعرفة
+
+389
+00:31:57,640 --> 00:32:03,460
+سيؤدي إلى تغيير في حظته الخوف حسنًا في حظته
+
+390
+00:32:03,460 --> 00:32:08,860
+السعادة من أن تكون سعادة جيدة إلى ماذا؟ سعادة
+
+391
+00:32:08,860 --> 00:32:13,540
+سيئة، لذلك البريبتيا هي حلقة تغيير من حالة ما إلى
+
+392
+00:32:13,540 --> 00:32:19,660
+حالة عكسيةللعكس. لذلك نقول إنه راجل راجل راجل
+
+393
+00:32:19,660 --> 00:32:25,480
+ويعتقد أنه كان راجل لوقت طويل. في لحظة يكتشف أنه
+
+394
+00:32:25,480 --> 00:32:30,600
+أصبح راجل لأنه قتل والدته وزوجته والدته. لذلك كل
+
+395
+00:32:30,600 --> 00:32:37,160
+شيء سيبدأ بالنزل. لحظة التغيير في اللحظة التي
+
+396
+00:32:37,160 --> 00:32:40,680
+تتغير حظه من مصطلح واحد إلى مصطلح آخر. ماذا
+
+397
+00:32:40,680 --> 00:32:42,580
+نسميها؟ نسميها الـ Perpetual.
+
+398
+00:32:45,110 --> 00:32:47,430
+في نقطة الانتقال. إنه نقطة الانتقال. لذلك
+
+399
+00:32:47,430 --> 00:32:52,210
+انيجنوروزيس يأتي هنا بينما البريبيتشا هنا. وكلاهما
+
+400
+00:32:52,210 --> 00:32:57,090
+جزء من الانتهاء. صحيح؟ كلاهما جزء من ماذا؟ من
+
+401
+00:32:57,090 --> 00:32:57,650
+الانتهاء.
+
+402
+00:33:06,970 --> 00:33:08,210
+جيد. حسنًا.
+
+403
+00:33:13,830 --> 00:33:19,370
+حسنًا، فما فعلناه اليوم، نفسنا، نفسنا، نفسنا،
+
+404
+00:33:19,370 --> 00:33:20,090
+نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا،
+
+405
+00:33:20,090 --> 00:33:20,930
+نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا،
+
+406
+00:33:20,930 --> 00:33:23,290
+نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا،
+
+407
+00:33:23,290 --> 00:33:25,390
+نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا،
+
+408
+00:33:25,390 --> 00:33:29,310
+نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا،
+
+409
+00:33:29,310 --> 00:33:31,030
+نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا،
+
+410
+00:33:31,030 --> 00:33:35,550
+نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، نفسنا، ن
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/6SWRq6_G6pM_raw.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/6SWRq6_G6pM_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..c1dc7033f04d5822c8a6eae0bbf4a6c4ed2e83e5
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/6SWRq6_G6pM_raw.srt
@@ -0,0 +1,1956 @@
+1
+00:00:22,120 --> 00:00:25,000
+م السلام عليكم جميعًا انا عمير الوزرقالي بمجرد
+
+2
+00:00:25,000 --> 00:00:29,020
+مراجعه و اليوم ان شاء الله سنقوم بقصة قريبة لشيري
+
+3
+00:00:29,020 --> 00:00:33,580
+عن قصة الوزرقالي التي هي كاركترالان كما تعلمين،
+
+4
+00:00:33,580 --> 00:00:36,120
+هنحن نتحدث عن بعض التعاملات و الاختصارات عن كيف
+
+5
+00:00:36,120 --> 00:00:39,760
+يجب أن يكون شراشك الهيرو و أولاً يقولون أن شراشك
+
+6
+00:00:39,760 --> 00:00:42,720
+الهيرو يجب أن يكون شخص جيد، شخص جيد بالنسبة لي أو
+
+7
+00:00:42,720 --> 00:00:47,220
+شخص جيد بالنسبة لي و في Oedipus The King، في
+
+8
+00:00:47,220 --> 00:00:50,300
+Oedipus
+
+9
+00:00:50,300 --> 00:00:54,200
+The King، هذا يظهر في العديد من الحالات و العديد
+
+10
+00:00:54,200 --> 00:00:58,960
+من الأشياءوللأول باسود سير يقول له أنه سيكون
+
+11
+00:00:58,960 --> 00:01:03,880
+والدته ويزوجي أمته ويهرب من البرنامج لكي لا يفعل
+
+12
+00:01:03,880 --> 00:01:10,720
+أشياء مثلها و أيضًا يخطر حياته لإنقاذ الناس من
+
+13
+00:01:10,720 --> 00:01:15,660
+السيطس بإعطاء مساعدته لإجابة ردر السيطس أنا أقصد
+
+14
+00:01:15,660 --> 00:01:20,920
+أنه ليس جزء من هذه المدينة وفي حالة هذا يقضي على
+
+15
+00:01:20,920 --> 00:01:28,920
+نفسهو أيضًا هذا أظهر عندما أعدى ناسه من ناس تيبس
+
+16
+00:01:28,920 --> 00:01:34,700
+أنه سيجد المقتل أو المقتل من كينغلياس و يقوم
+
+17
+00:01:34,700 --> 00:01:39,180
+بإنقاذه و حتى عندما اكتشف أنه نفسه هو مقتل
+
+18
+00:01:39,180 --> 00:01:46,400
+كينغلياس فقام بإنقاذ نفسه و أخسر نفسه
+
+19
+00:01:46,400 --> 00:01:49,720
+من تيبسAlso his goodness appeared when the
+
+20
+00:01:49,720 --> 00:01:53,460
+messenger of Prometh told him that his father or
+
+21
+00:01:53,460 --> 00:01:58,540
+let's say king Polypus died
+
+22
+00:02:08,210 --> 00:02:16,090
+وبدأ يعتقد أن صحيح كان خاطئًا ولم يحدث نفس
+
+23
+00:02:16,090 --> 00:02:23,190
+التصحيح، فهذه هي أول أقوال لـTragic Hero والأقوال
+
+24
+00:02:23,190 --> 00:02:28,510
+الأخرى سوف نتوقف عنها بعد أن نقوم بالتحليق، شكرا
+
+25
+00:02:28,510 --> 00:02:33,750
+جزيلا، شكرا جزيلا اليوم،
+
+26
+00:02:33,750 --> 00:02:37,660
+الجزء الثاني من Oedipusوماذا نعنيه بالجزء الثاني؟
+
+27
+00:02:37,660 --> 00:02:43,680
+أنا أعالجه أنه سيكون اللعبة، ليس أي شيء لم يتم
+
+28
+00:02:43,680 --> 00:02:50,860
+تقديمه، لقد قلنا قصة عربيس، لكننا سنحقق ما يحدث في
+
+29
+00:02:50,860 --> 00:02:56,820
+هذا المجلد، كيف بدأ اللعبة؟ ما كان الحركة المدهشة؟
+
+30
+00:02:58,350 --> 00:03:04,150
+هذا ما يحدث في البداية، هذا هو الصورة أو الصورة
+
+31
+00:03:04,150 --> 00:03:11,290
+الأولى، الصورة الأولى للعبور، الناس اللي مريضة
+
+32
+00:03:12,290 --> 00:03:20,110
+العزيزين يتكلمون كثير عن حياتهم و هم محطمين و
+
+33
+00:03:20,110 --> 00:03:23,110
+محطمين يحتاجون .. هم يعرفون ما أعنيه محطمين؟
+
+34
+00:03:23,110 --> 00:03:28,250
+محطمين يعني محطمة، يعني محطمة، صحيح؟ و هم يأتيون
+
+35
+00:03:28,250 --> 00:03:32,890
+إلى من؟ إلى الحروب اللي حفظهم من قبل، صحيح؟ من كان
+
+36
+00:03:32,890 --> 00:03:38,660
+الحروب اللي حفظهم من قبل؟ حفظهم من ماذا؟من قرص
+
+37
+00:03:38,660 --> 00:03:45,160
+السفينكس وهذا أيضًا أول إشارة أنهم يعتقدون أنه هو
+
+38
+00:03:45,160 --> 00:03:50,240
+الذي يمكن أن ينقذهم يعني أنهم ما زالوا يؤمنون أن
+
+39
+00:03:50,240 --> 00:03:56,790
+أوريبوس هو الهيرو اللي هو السحر لهموهو يظهر أنه
+
+40
+00:03:56,790 --> 00:04:01,390
+جيد وهو هو وحتى الناس يعتقدون أنه جيد جدا جدا جدا
+
+41
+00:04:01,390 --> 00:04:02,030
+جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا
+
+42
+00:04:02,030 --> 00:04:02,710
+جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا
+
+43
+00:04:02,710 --> 00:04:03,090
+جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا
+
+44
+00:04:03,090 --> 00:04:05,050
+جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا
+
+45
+00:04:05,050 --> 00:04:05,950
+جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا
+
+46
+00:04:05,950 --> 00:04:06,810
+جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا
+
+47
+00:04:06,810 --> 00:04:06,810
+جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا
+
+48
+00:04:06,810 --> 00:04:08,390
+جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا جدا
+
+49
+00:04:27,230 --> 00:04:32,370
+ماذا هو الـ spectacle؟ الـ spectacle، صحيح؟ هذا هو
+
+50
+00:04:32,370 --> 00:04:36,670
+الـ spectacle هنا كما ترى في الصورة كل الحركة تحدث
+
+51
+00:04:36,670 --> 00:04:42,090
+في أمام مدينة أوريبوس نفسها، صحيح؟ لذلك المكان في
+
+52
+00:04:42,090 --> 00:04:47,570
+أمام مدينة رجل أوريبوس، صحيح؟ ماذا يوجد هنا؟ الناس
+
+53
+00:04:47,570 --> 00:04:53,990
+اللي في حالة غامضة، غامضة أسلوب كذلك لا شيء، لكن،
+
+54
+00:04:53,990 --> 00:05:02,670
+صحيح؟القلعة، بداية ما نسميه مصر، بداية مصر ونطلب
+
+55
+00:05:02,670 --> 00:05:07,310
+منه أن نكون عاملين، نعيش
+
+56
+00:05:07,310 --> 00:05:11,670
+في حالة من الاستجابة، ماهو معنى الاستجابة؟ ان
+
+57
+00:05:11,670 --> 00:05:17,870
+الانفراد، حيث أن الناس حتى انها انفرادة، حيث انها
+
+58
+00:05:17,870 --> 00:05:20,590
+تتجمد، تتجمد، تتجمد، تتجمد، تتجمد، تتجمد، تتجمد،
+
+59
+00:05:20,590 --> 00:05:20,670
+تتجمد، تتجمد، تتجمد، تتجمد، تتجمد، تتجمد، تتجمد،
+
+60
+00:05:20,670 --> 00:05:20,670
+تتجمد، تتجمد، تتجمد، تتجمد، تتجمد، تتجمد، تتجمد،
+
+61
+00:05:20,670 --> 00:05:20,730
+تتجمد
+
+62
+00:05:24,070 --> 00:05:30,170
+أجل، صحيح؟ قحت، لكن ليس فقط محطة على الأرض، بل حتى
+
+63
+00:05:30,170 --> 00:05:34,910
+محطة في الناس، محطة في؟ في الناس، ما نسميه محطة أو
+
+64
+00:05:34,910 --> 00:05:39,910
+محطة، حسنًا، صحيح؟ وانت من المفترض أن تنقذنا، انت
+
+65
+00:05:39,910 --> 00:05:43,950
+قد نقذنا قبل، هذا صحيح، محطة، انت قد تنقذت المحطة
+
+66
+00:05:43,950 --> 00:05:50,610
+قبل، و .. صحيح؟ نتوقع أنك ستنقذنا مرة أخرى، صحيح؟
+
+67
+00:05:50,610 --> 00:05:51,730
+و
+
+68
+00:05:54,960 --> 00:06:01,980
+ماذا يتوقع أن يكون فعله؟ ماذا تعتقد أنه يفعل؟ نعم،
+
+69
+00:06:01,980 --> 00:06:06,360
+جيد،
+
+70
+00:06:06,360 --> 00:06:14,580
+فأول شيء فعله هو ماذا؟ أنه يرسل .. لمن؟ عرقل دلفي،
+
+71
+00:06:14,580 --> 00:06:19,000
+الجميع يرسل للعرقل دلفي، لماذا؟
+
+72
+00:06:23,790 --> 00:06:28,590
+إنهم يتوقعوا أنه يرى ما يقولونه، لأن هذا ما نسميه
+
+73
+00:06:28,590 --> 00:06:35,130
+كتابة من الوضعية، أن عرقل ديلفي مغلق، لا يستطيع أن
+
+74
+00:06:35,130 --> 00:06:41,470
+يراه، لكنهم يذهبون عادة لتتحدث معاه لكي يعرفوا شيء
+
+75
+00:06:41,470 --> 00:06:43,170
+ما يتجاوز قدر قدر قدر قدر قدر قدر قدر قدر قدر قدر
+
+76
+00:06:43,170 --> 00:06:47,860
+قدر قدر قدر قدر قدر قدرالذي يسمى ذلك عربيًا، لكنه
+
+77
+00:06:47,860 --> 00:06:54,640
+يقودهم إلى الطريق. هذا ما نسميه عربيًا. فإن
+
+78
+00:06:54,640 --> 00:06:58,960
+الاختلاف يتم تحريره بمجرد مجرد مجرد مجرد مجرد مجرد
+
+79
+00:06:58,960 --> 00:07:04,090
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجردلن يحضروا
+
+80
+00:07:04,090 --> 00:07:08,410
+أطفال، لن يحضروا أطفال، صحيح؟ هم يأتوا إلى رجل
+
+81
+00:07:08,410 --> 00:07:13,330
+أوديبا لإنقاذهم، هذا ما يسمح بالوضع بالكام، صحيح؟
+
+82
+00:07:13,330 --> 00:07:17,930
+ثم أوديبا يعدى لإنقاذهم ويرسل كريان، من هو
+
+83
+00:07:17,930 --> 00:07:27,290
+الكريان؟ أخوه، أخوه والده، صحيح؟ أخوه والده، صحيح؟
+
+84
+00:07:27,290 --> 00:07:31,450
+أخوه والده، صحيح؟ أخوه والده، صحيح؟ أخوه والده،
+
+85
+00:07:31,450 --> 00:07:31,450
+صحيح؟ أخوه والده، صحيح؟ أخوه والده، صحيح؟ أخوه
+
+86
+00:07:31,450 --> 00:07:34,350
+والده، صحيح؟ أخوه والده، صحيح؟ أخright paternal or
+
+87
+00:07:34,350 --> 00:07:39,990
+maternal pater paterno is it right he is the
+
+88
+00:07:39,990 --> 00:07:43,410
+sister of giocasta right giocasta is his mother
+
+89
+00:07:43,410 --> 00:07:48,150
+and his own wife right so so what is he crying
+
+90
+00:07:48,150 --> 00:07:56,310
+uncle paternal or maternal عم ولا خال maternal
+
+91
+00:07:56,310 --> 00:07:59,410
+right
+
+92
+00:07:59,410 --> 00:08:09,400
+okay fineلذلك قام بإرسال كريان لعرقل
+
+93
+00:08:09,400 --> 00:08:17,360
+دلثي لعرقل دلثي لعرقل دلثي لعرقل دلثي لعرقل دلثي
+
+94
+00:08:17,360 --> 00:08:25,800
+لعرقل دلثي لعرقل دلثي لعرقل دلثي لعرقل دلثي لعرقل
+
+95
+00:08:25,800 --> 00:08:26,240
+دلثي لعرقل دلثي لعرقل دلثي لعرقل دلثي لعرقل دلثي
+
+96
+00:08:26,240 --> 00:08:29,520
+لعرقل دلثي لعرقل دلثي لعرقل دلثي لعرقل دلثي لعرقل
+
+97
+00:08:29,520 --> 00:08:31,160
+دلثي لعرقل دلثي لعرقل دلثي لعرقل دلثي لعرقل دلثي
+
+98
+00:08:31,160 --> 00:08:35,690
+لعرقأعني أنه معروف جدًا بأنه الشخص المعرفي أكتر
+
+99
+00:08:35,690 --> 00:08:39,730
+على الأرض، أعني باعتبار الميثولوجيا السورية،
+
+100
+00:08:39,730 --> 00:08:46,050
+لماذا؟ لأن هذا الشخص كان يعيش لقرية ألف سنة كشخص،
+
+101
+00:08:46,050 --> 00:08:52,870
+كشخص مولد مثل طفولة، ثم مات، ثم تعيش موت، ثم تعود
+
+102
+00:08:52,870 --> 00:08:59,270
+مثل امرأة مثل امرأة، صح؟ وكان يعيش كل تجاربالناس
+
+103
+00:08:59,270 --> 00:09:07,230
+وكان مغلق لعرف تجارب جميع الناس لهذا السبب نسميه
+
+104
+00:09:07,230 --> 00:09:13,330
+جوجل القديم جوجل القديم لأنه
+
+105
+00:09:13,330 --> 00:09:19,030
+يعرف جميع التجارب بين الرجال والناس وهذا السبب ان
+
+106
+00:09:19,030 --> 00:09:24,350
+الجميع يذهب الى عرقل دلفي لكي يجدوا إجابة لكي
+
+107
+00:09:24,350 --> 00:09:32,380
+تجدوا إجابةوكما تعلمون، عادةً المحظوظين لا يعطون
+
+108
+00:09:32,380 --> 00:09:37,760
+إجابة صحيحة، لا يعطون إجابة صحيحة، صحيح؟ في شكل
+
+109
+00:09:37,760 --> 00:09:42,520
+مصادقة أو أي شيء أيضا، صحيح؟ لذا كريون طلب منه كيف
+
+110
+00:09:42,520 --> 00:09:49,440
+يحرر .. صحيح؟ كرسي، فقال له أنه يجب أن تحرر
+
+111
+00:09:49,440 --> 00:09:56,130
+المطاردة، يجب أن تحرر المطاردةماذا يعنيه؟ بمصادفة،
+
+112
+00:09:56,130 --> 00:10:00,470
+صحيح؟ من هي المصادفة؟ ماذا هي المصادفة؟ لذلك قائلة
+
+113
+00:10:00,470 --> 00:10:05,210
+الأوراقل قالت بأن مقتل اللووث يجب أن يتم إخراجه من
+
+114
+00:10:05,210 --> 00:10:10,070
+النار، هذه هي المصادفة، صحيح؟ لذلك كراين ذهب مرة
+
+115
+00:10:10,070 --> 00:10:15,230
+أخرى، إلى من؟ إلى أوريبوس، وقال له أننا يجب أن
+
+116
+00:10:15,230 --> 00:10:22,240
+نخلص المصادفة، من هي المصادفة؟ المقتلالان المشكلة
+
+117
+00:10:22,240 --> 00:10:28,360
+ليست المشكلة من ماذا؟ المشكلة من المسلحين الصحيحين
+
+118
+00:10:28,360 --> 00:10:32,060
+المشكلة من المسلحين الصحيحين المشكلة من إزالة
+
+119
+00:10:32,060 --> 00:10:37,040
+المخاطرات لا، انتجت إلى مشكلة ثانوية مشكلة مرتبطة
+
+120
+00:10:37,040 --> 00:10:44,120
+أولا نحتاج أن نعرف من هو المقتل أولا لكي نحل
+
+121
+00:10:44,120 --> 00:10:50,530
+المشكلة الأصلية فالمشكلة بدأت إلى ماذا؟وبدأت
+
+122
+00:10:50,530 --> 00:10:52,030
+تتعامل تتعامل تتتعامل تتتعامل تتتعامل تتتعامل
+
+123
+00:10:52,030 --> 00:10:52,110
+تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل
+
+124
+00:10:52,110 --> 00:10:54,490
+تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل
+
+125
+00:10:54,490 --> 00:10:58,450
+تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل
+
+126
+00:10:58,450 --> 00:10:59,670
+تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل
+
+127
+00:10:59,670 --> 00:11:04,590
+تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل تتتعامل
+
+128
+00:11:04,590 --> 00:11:09,730
+تتتعامل
+
+129
+00:11:15,060 --> 00:11:23,740
+وهو يحرره وكسلون يتعامل مع الشياطين لم يفشل أحد ما
+
+130
+00:11:23,740 --> 00:11:29,480
+يحاول أن يطلب المساعدة لذلك عدباس يحرر أسلم على
+
+131
+00:11:29,480 --> 00:11:36,620
+المقتل ويقول أنا سأجده و أنا سأ .. ماذا؟ أنا
+
+132
+00:11:36,620 --> 00:11:43,180
+سأحرره و أحرره من الـThebes لكنه لا يعرف أنه يتكلم
+
+133
+00:11:43,180 --> 00:11:49,790
+عنSo right right you see okay, so he promises to
+
+134
+00:11:49,790 --> 00:11:54,110
+make him live in darkness Right what's the meaning
+
+135
+00:11:54,110 --> 00:11:58,970
+of living in darkness? Right it is very easy to
+
+136
+00:11:58,970 --> 00:12:04,110
+say I would kill him, but he did not why? I Mean
+
+137
+00:12:04,110 --> 00:12:09,410
+he said that I am going. Yeah again Good right
+
+138
+00:12:10,870 --> 00:12:14,470
+حسنًا ، لذلك باعتبار الميثولوجيا الليلويكية ،
+
+139
+00:12:14,470 --> 00:12:19,290
+حسنًا ، الانتهاء أو الموت هو عرض سهل ، عرض سهل ،
+
+140
+00:12:19,290 --> 00:12:22,110
+عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ،
+
+141
+00:12:22,110 --> 00:12:23,930
+عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ،
+
+142
+00:12:23,930 --> 00:12:23,930
+عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ،
+
+143
+00:12:23,930 --> 00:12:23,930
+عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ،
+
+144
+00:12:23,930 --> 00:12:27,210
+عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ، عرض سهل ،
+
+145
+00:12:27,210 --> 00:12:39,200
+عرض سهل ، عرض سهل ، عرض سهل ، عرض سأخيرًا، وهذا هو
+
+146
+00:12:39,200 --> 00:12:41,580
+السبب فيما قال أنني سأجعله يعيش في الظلام وأنا
+
+147
+00:12:41,580 --> 00:12:43,980
+سأجعله يعيش في الظلام وأنا سأجعله يعيش في الظلام و
+
+148
+00:12:43,980 --> 00:12:50,200
+سنفهم ما يعنيه حقًا عندما يقول إنه يعيش في الظلام،
+
+149
+00:12:50,200 --> 00:12:55,160
+وهو أنه يخرج عينه الخاصة، صحيح؟ هو يرسل القرايون
+
+150
+00:12:55,160 --> 00:13:00,880
+مرة أخرى إلى تايريس ليعرف من هو المقتل، صحيح؟لذلك
+
+151
+00:13:00,880 --> 00:13:06,940
+اخبرنا ماذا اعني ان عرقل ديلفي يمكن ان يقول ان
+
+152
+00:13:06,940 --> 00:13:08,320
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+153
+00:13:08,320 --> 00:13:08,600
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+154
+00:13:08,600 --> 00:13:10,640
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+155
+00:13:10,640 --> 00:13:10,640
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+156
+00:13:10,640 --> 00:13:28,920
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد م
+
+157
+00:13:28,950 --> 00:13:33,750
+عندما يقول .. اعني عندما يقول العرقل أنك مقتل، صح؟
+
+158
+00:13:33,750 --> 00:13:38,530
+بطريقة مباشرة، مباشرة، ماذا سيحدث؟ سيكون المذكرة
+
+159
+00:13:38,530 --> 00:13:44,850
+مقاومة، صح؟ ولذلك، صح؟ تايرسيوس يقول أن أوديباس هو
+
+160
+00:13:44,850 --> 00:13:51,390
+المقتل، صح؟ حسنا، الآن، المشكلة ليست مع تايرسيوس،
+
+161
+00:13:51,390 --> 00:13:59,790
+لكن الأن ستكون مع كراين، صح؟ حسنا، لكنالاجابات
+
+162
+00:13:59,790 --> 00:14:03,410
+الرئيسية كما قلت لك ماذا حدث لأن الحكيم يعرف نفسه
+
+163
+00:14:04,340 --> 00:14:08,620
+ان يكون مخالفًا أنه لم يقتل راجل لاوس حتى لو لم
+
+164
+00:14:08,620 --> 00:14:13,660
+يرى راجل لاوس قبل او كما يظن أنه يعرف وقلنا لك
+
+165
+00:14:13,660 --> 00:14:17,400
+المرة الأخيرة أن هذا واحد من طرقه السيئة الخاصة
+
+166
+00:14:17,400 --> 00:14:23,820
+ماهي طرقه السيئة؟ غلطة غلطة عن ادنته الخاصة غلطة
+
+167
+00:14:23,820 --> 00:14:30,220
+عن حياته الخاصة اعني المنزل غلطة عن الحقيقة صحيح؟
+
+168
+00:14:30,220 --> 00:14:35,470
+ومن أسبب هذا الطرق السيئ؟صحيح؟ إنه .. فرده .. لأن
+
+169
+00:14:35,470 --> 00:14:38,810
+فرده عادة .. لا لا ليس فرده، إنه أبناء أبناءه ..
+
+170
+00:14:38,810 --> 00:14:42,170
+إنه أبناءه .. إنه أبناءه .. إنه أبناءه .. إنه
+
+171
+00:14:42,170 --> 00:14:42,170
+أبناءه .. إنه أبناءه .. إنه أبناءه .. إنه أبناءه
+
+172
+00:14:42,170 --> 00:14:42,430
+.. إنه أبناءه .. إنه أبناءه .. إنه أبناءه .. إنه
+
+173
+00:14:42,430 --> 00:14:43,610
+أبناءه .. إنه أبناءه .. إنه أبناءه .. إنه أبناءه
+
+174
+00:14:43,610 --> 00:14:43,610
+.. إنه أبناءه .. إنه أبناءه .. إنه أبناءه .. إنه
+
+175
+00:14:43,610 --> 00:14:47,770
+أبناءه .. إنه أبناءه .. إنه أبناءه .. إنه أبناءه
+
+176
+00:14:47,770 --> 00:14:58,750
+.. إنه أبناءه .. إنه أب
+
+177
+00:14:59,790 --> 00:15:05,310
+الشخص اللي موجود هنا، والديه والدته اللي استعملوه
+
+178
+00:15:05,310 --> 00:15:09,950
+وهو نفسهحسنًا، لا يمكنك .. لا يمكنك .. حسنًا، هذا
+
+179
+00:15:09,950 --> 00:15:14,710
+ما يريد الكتاب صوفاكليس أن نؤمن به أن المشكلة هي
+
+180
+00:15:14,710 --> 00:15:18,170
+المشكلة للحياة، حسنًا؟ ولكن في الحقيقة أجدها
+
+181
+00:15:18,170 --> 00:15:22,230
+مختلفة تمامًا، أجد أن .. حسنًا؟ الخطأ هو الخطأ من
+
+182
+00:15:22,230 --> 00:15:25,750
+والدهم، حسنًا؟ إذا .. إذا كان الـ Fortune Teller
+
+183
+00:15:25,750 --> 00:15:28,950
+يقول إنك .. على سبيل المثال، ذهبت إلى قصيرة ..
+
+184
+00:15:28,950 --> 00:15:33,630
+أعني إلى Fortune Teller وقال لك أنك ستموت صغيرًا،
+
+185
+00:15:33,630 --> 00:15:40,990
+ماذا ستفعل؟ سأعيش .. سأفعل ما ..هل تصدقه؟ لا
+
+186
+00:15:40,990 --> 00:15:47,250
+تعرفين، هذا يعني أنك تتفكير عظيم، صحيح؟ إذا صدقته،
+
+187
+00:15:47,250 --> 00:15:52,730
+ستتفكك عظيمًا، وستفعل ما يفضل، وستفعل ما يفضل، ما
+
+188
+00:15:52,730 --> 00:15:57,940
+حدث للكنغ لاوس وزوجته الخاصة أنهم صدقواأوراكل
+
+189
+00:15:57,940 --> 00:16:02,420
+وكانوا يفعلوا بطريقة مناسبة لإيمانهم في الأوراكل
+
+190
+00:16:02,420 --> 00:16:06,020
+إذا كانوا غير مؤمنين حسنا لا شيء كان ممكن أن يحدث
+
+191
+00:16:06,020 --> 00:16:15,200
+ولكن عندما كانوا .. أعني عندما أرادوا تنجحوا من
+
+192
+00:16:15,200 --> 00:16:19,820
+مصيرهم ولكنهم لم يعرفوا أنهم يهربون إلى مصيرهم
+
+193
+00:16:19,820 --> 00:16:24,400
+حسناالمشكلة نفسها مع ايه؟ مع الاثنين والدتين
+
+194
+00:16:24,400 --> 00:16:28,220
+الأخرى، والدتين المعارفين عندما قالوا أنك أبنة
+
+195
+00:16:28,220 --> 00:16:32,720
+بيولوجيا لنا، لذلك فإنهم حصلوا على حالة غلطية،
+
+196
+00:16:32,720 --> 00:16:37,280
+ولكن إذا كان عارف من حياته، أعني من حياته، لا شيء
+
+197
+00:16:37,280 --> 00:16:43,100
+سيحصل، لذلك لا يجب علينا أن نذكر الحياة بعد كل
+
+198
+00:16:43,100 --> 00:16:46,440
+شيء. ماذا جعل والدتين الى العراق في أول مكان؟
+
+199
+00:16:46,440 --> 00:16:52,490
+حياتهم. مرة أخرى؟ ماذا جعل والدتين؟تذهب للعراقل في
+
+200
+00:16:52,490 --> 00:16:57,150
+المكان الأول؟ حسنا، يجب أن لا تخبرني أنه عندما
+
+201
+00:16:57,150 --> 00:17:02,790
+أتحقق جوجل، إنه موضوع محقق، صحيح؟ هل فهمت ما
+
+202
+00:17:02,790 --> 00:17:04,430
+أقصدي؟ نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+203
+00:17:04,430 --> 00:17:04,850
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+204
+00:17:04,850 --> 00:17:05,870
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+205
+00:17:05,870 --> 00:17:07,050
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+206
+00:17:07,050 --> 00:17:07,110
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+207
+00:17:07,110 --> 00:17:11,480
+نعم، نعم، نعم، نعم، نعندما لا نعرف شيء نحب أن
+
+208
+00:17:11,480 --> 00:17:15,520
+نعرفه إذا كنت تبحث على سبيل المثال كما قلت لك جوجل
+
+209
+00:17:15,520 --> 00:17:19,480
+وكذلك وجدت الكثير من الإجابات وكثير منها غير صحيحة
+
+210
+00:17:19,480 --> 00:17:21,680
+هل تعتقد أن جميع الإجابات التي تم إعطائها جوجل
+
+211
+00:17:21,680 --> 00:17:28,780
+صحيحة؟ لا ليسوا صحيحةولذلك، لدي عقل لأفكر في ما هو
+
+212
+00:17:28,780 --> 00:17:30,520
+صحيح، وماذا تؤمن، وماذا تؤمن، وماذا تؤمن، وماذا
+
+213
+00:17:30,520 --> 00:17:32,140
+تؤمن، وماذا تأمن، وماذا تأمن، وماذا تأمن، وماذا
+
+214
+00:17:32,140 --> 00:17:33,460
+تأمن، وماذا تأمن، وماذا تأمن، وماذا تأمن، وماذا
+
+215
+00:17:33,460 --> 00:17:33,960
+تأمن، وماذا تأمن، وماذا تأمن، وماذا تأمن، وماذا
+
+216
+00:17:33,960 --> 00:17:35,080
+تأمن، وماذا تأمن، وماذا تأمن، وماذا تأمن، وماذا
+
+217
+00:17:35,080 --> 00:17:38,580
+تأمن، وماذا تأمن، وماذا تأمن، وماذا تأمن، وماذا
+
+218
+00:17:38,580 --> 00:17:46,080
+تأمن، وماذا تأمن،
+
+219
+00:17:46,080 --> 00:17:49,840
+وماذ
+
+220
+00:17:50,670 --> 00:17:58,150
+عندما أخبره أنك قاتل ويعرف أنه قاتل وليس قاتل،
+
+221
+00:17:58,150 --> 00:18:06,730
+يعتذر كريون و تايرسيوس لكتابة ضده كما أنكما كما
+
+222
+00:18:06,730 --> 00:18:11,050
+أنكما كما أنكما كما أنكما كما أنكما كما أنكما كما
+
+223
+00:18:11,050 --> 00:18:11,130
+أنكما كما أنكما كما أنكما كما أنكما كما أنكما كما
+
+224
+00:18:11,130 --> 00:18:11,130
+أنكما كما أنكما كما أنكما كما أنكما كما أنكما كما
+
+225
+00:18:11,130 --> 00:18:11,510
+أنكما كما أنكما كما أنكما كما أنكما كما أنكما كما
+
+226
+00:18:11,510 --> 00:18:11,890
+أنكما كما أنكما كما أنكما كما أنكما كما أنكما كما
+
+227
+00:18:11,890 --> 00:18:11,890
+أنكما كما أنكما كما أنكما كما أنكما كما أنكما كما
+
+228
+00:18:11,890 --> 00:18:14,090
+أنكما كما أنكما كما أنكما كما أنكماأنت تعتذرني
+
+229
+00:18:14,090 --> 00:18:21,670
+لشيء لم أفعله، لم أفعله، وبدأوا يتكوارلون بماذا؟
+
+230
+00:18:21,670 --> 00:18:27,390
+بصوت صامت، التكوارل من الأدبس والكريانة تجعل جو
+
+231
+00:18:27,390 --> 00:18:31,530
+كاستا يخرج، تجعل جو كاستا يخرج من المنزل ليخبرهم
+
+232
+00:18:31,530 --> 00:18:36,010
+أن تهدأوا، ماذا تفعلون؟ لا تتعاملوا مثل الأطفال
+
+233
+00:18:39,000 --> 00:18:45,320
+والعزيزة قلت لها ما قاله العلوكي، أن العلوكي قال
+
+234
+00:18:45,320 --> 00:18:51,900
+إنني قتلت رجل لاوش، لكنني لم أفعل ذلك، لذا قالت لا
+
+235
+00:18:51,900 --> 00:18:57,060
+تصدقه، والآن هي تقول لا تصدقه، لماذا لم تصدقه
+
+236
+00:18:57,060 --> 00:18:59,460
+أولا؟ هل تفهمين ما أقصد؟
+
+237
+00:19:02,940 --> 00:19:07,840
+الان انا ارادتها على زوجها لا يؤمن بالأوراقل
+
+238
+00:19:07,840 --> 00:19:11,420
+ولكنها أؤمنت بالأوراقل عندما أخبرتها أن طفلك
+
+239
+00:19:11,420 --> 00:19:19,720
+سيقتل؟ لماذا لم تخلقه أولا؟Okay, so he cannot be
+
+240
+00:19:19,720 --> 00:19:24,100
+trusted, then she brings indirect surprise. She
+
+241
+00:19:24,100 --> 00:19:30,520
+tells again how Laos was killed by saying that he
+
+242
+00:19:30,520 --> 00:19:36,730
+was killed at a place where three roads meetهذه هي
+
+243
+00:19:36,730 --> 00:19:44,770
+المشكلة التي تجعل أوديبستي يبدأ يفكر أو يعتقد نفسه
+
+244
+00:19:44,770 --> 00:19:49,530
+أو يعتقد نفسه إذا كان قاتل أو لا ولكنه لم يكن يعرف
+
+245
+00:19:49,530 --> 00:19:52,950
+في ذلك الوقت أن الرجل اللي مات في مكان تقع ثلاث
+
+246
+00:19:52,950 --> 00:19:57,930
+طرق كان رجلصحيح؟ لذلك اوديبست بدأ بالطبع بالتخيل
+
+247
+00:19:57,930 --> 00:20:04,630
+أنه قد قتل الراجل بدون أن يعرف من كان هو صحيح؟
+
+248
+00:20:04,630 --> 00:20:09,490
+لذلك أراد أن يكون متأكد هو يريد الآن أن يذهب في
+
+249
+00:20:09,490 --> 00:20:14,770
+مهمة للمعلومات أكتر مهمة للمعلومات صحيح؟ لذلك
+
+250
+00:20:14,770 --> 00:20:19,130
+لإنهاء كل الشيء فالوحيد اللي يعرفه هو الوحيد اللي
+
+251
+00:20:19,130 --> 00:20:20,310
+يعرفه هو الوحيد اللي يعرفه هو الوحيد اللي يعرفه هو
+
+252
+00:20:20,310 --> 00:20:21,670
+الوحيد اللي يعرفه هو الوحيد اللي يعرفه هو الوحيد
+
+253
+00:20:21,670 --> 00:20:26,960
+اللي يعرفه هو الوحيد اللي يعرفهلتهرب، هم يتذكرون
+
+254
+00:20:26,960 --> 00:20:32,360
+عندما أخبرتكم أنه قتل الوضع الوحيد، الرجل ووضعه
+
+255
+00:20:32,360 --> 00:20:35,140
+الوحيد، إلا لرجل الهرزمان اللي استطاعت الهرزمان
+
+256
+00:20:35,140 --> 00:20:37,400
+اللي استطاعت الهرزمان اللي استطاعت الهرزمان اللي
+
+257
+00:20:37,400 --> 00:20:37,800
+استطاعت الهرزمان اللي استطاعت الهرزمان اللي
+
+258
+00:20:37,800 --> 00:20:38,520
+استطاعت الهرزمان اللي استطاعت الهرزمان اللي
+
+259
+00:20:38,520 --> 00:20:39,100
+استطاعت الهرزمان اللي استطاعت الهرزمان اللي
+
+260
+00:20:39,100 --> 00:20:42,100
+استطاعت الهرزمان اللي استطاعت الهرزمان اللي
+
+261
+00:20:42,100 --> 00:20:50,040
+استطاعت الهرزمان اللي استطاعت الهرزمان
+
+262
+00:20:50,040 --> 00:20:56,690
+اللي استطاعت الهرزمرسل جاء من كورنث مرسل جاء من
+
+263
+00:20:56,690 --> 00:21:04,930
+كورنث لإخبار أونيبوس أن أبوك رئيس بوليبوس كورنث
+
+264
+00:21:04,930 --> 00:21:09,010
+مات لقد
+
+265
+00:21:09,010 --> 00:21:16,630
+أشعر بالسعادة لماذا؟ لأن الحكومة لم تفتح أنه لم
+
+266
+00:21:16,630 --> 00:21:22,610
+يقتلعلى أفضل معرفته الخاصة، هذا ما نقوله على أفضل
+
+267
+00:21:22,610 --> 00:21:29,590
+معرفته الخاصة أنه لم يقتل أي شيء، لكن كمشاهدين،
+
+268
+00:21:29,590 --> 00:21:34,610
+كمشاهدين، كما نعرفنا، أوريباث يصبح سعيدًا لأنه لم
+
+269
+00:21:34,610 --> 00:21:40,590
+يقتل أبته الخاصة، كما لو كان الأوراقيل كانت محفظة
+
+270
+00:21:40,590 --> 00:21:45,990
+بالفعل، لازم يخوف أنه يمكن أن يزوج أمه الخاصة، لذا
+
+271
+00:21:45,990 --> 00:21:52,510
+فإنه ينفذ أن يعودماذا؟ إلى كورنيث، فقال إنني لن
+
+272
+00:21:52,510 --> 00:21:57,450
+أعود إلى كورنيث لأنني خائف أنني سأتزوج إلى أمي
+
+273
+00:21:57,450 --> 00:22:02,170
+ميروبي، صح؟ لكنه لا يعرف أن ميروبي ليس أمته
+
+274
+00:22:02,170 --> 00:22:08,690
+الخاصة، صح؟ لذلك الرسالة لإجعله يدخل قال له ميروبي
+
+275
+00:22:08,690 --> 00:22:15,770
+ليس أمك، ميروبي هي؟ تعود و لا تقلق عن هذا، فهذا هو
+
+276
+00:22:15,770 --> 00:22:24,540
+الثانيموضوع اول موضوع ماذا؟ اتعرف على شيء للمرة
+
+277
+00:22:24,540 --> 00:22:29,780
+الأولى، اتعرف على الأشياء للمرة الأولى، هذا سيتبع
+
+278
+00:22:29,780 --> 00:22:36,880
+بماذا؟مع الـ Peripetia أو نقطة تتحول عندما يتحول
+
+279
+00:22:36,880 --> 00:22:45,080
+المسكين للهيرو ضده و الأشياء ستبدأ بالتسلق تسلق
+
+280
+00:22:45,080 --> 00:22:47,460
+تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق
+
+281
+00:22:47,460 --> 00:22:47,480
+تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق
+
+282
+00:22:47,480 --> 00:22:48,520
+تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق
+
+283
+00:22:48,520 --> 00:22:50,040
+تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق تسلق
+
+284
+00:22:50,040 --> 00:22:58,140
+تسلق تسلق تسلق ت
+
+285
+00:22:59,700 --> 00:23:04,500
+a king يعني هو ملك ويبقى يدي كمان عشان يصير ملك طب
+
+286
+00:23:04,500 --> 00:23:11,460
+مافي ناس كتير يعني well he also admits that he got
+
+287
+00:23:11,460 --> 00:23:16,900
+Oedipus as an infant by one of Laos men who was
+
+288
+00:23:16,900 --> 00:23:21,420
+listening at the same time his wife and his mother
+
+289
+00:23:21,420 --> 00:23:24,980
+listening to the conversation listening to what
+
+290
+00:23:25,520 --> 00:23:30,780
+التحدث، صحيح؟ لذلك الآن هي تدرك أن هذا الرجل هو
+
+291
+00:23:30,780 --> 00:23:36,640
+أبنها الخاصة، صحيح؟ هي تدرك أن هذا الرجل هو ابنها
+
+292
+00:23:36,640 --> 00:23:44,030
+الخاصة، صحيح؟وماذا يحدث؟ نحن نصل إلى الكتاسترافية،
+
+293
+00:23:44,030 --> 00:23:49,610
+الأشياء بدأت تتسلق، الآن ندرك أن المشكلة للغامضية
+
+294
+00:23:49,610 --> 00:23:57,050
+ستتم حلها بمجرد لحظة من الاكتشاف، ثم لدينا المشكلة
+
+295
+00:23:57,050 --> 00:23:59,270
+الثانية اللي هي المشكلة المرتبطة الثانية اللي هي
+
+296
+00:23:59,270 --> 00:24:05,660
+اكتشاف المقتل منوالرحل يتم حلها لأن الرحل يأتي
+
+297
+00:24:05,660 --> 00:24:14,080
+ويثبت أنه المقتل. فهو يعرف من هو المقتل. ثم ماذا
+
+298
+00:24:14,080 --> 00:24:20,930
+لدينا؟ بعد ذلكجو كاستا يدخل ويقتل نفسها ويقتل
+
+299
+00:24:20,930 --> 00:24:24,530
+نفسها ويقتل نفسها ويقتل نفسها ويقتل نفسها ويقتل
+
+300
+00:24:24,530 --> 00:24:24,870
+نفسها ويقتل نفسها ويقتل نفسها ويقتل نفسها ويقتل
+
+301
+00:24:24,870 --> 00:24:28,210
+نفسها ويقتل نفسها ويقتل نفسها ويقتل نفسها ويقتل
+
+302
+00:24:28,210 --> 00:24:30,050
+نفسها ويقتل نفسها ويقتل نفسها ويقتل نفسها ويقتل
+
+303
+00:24:30,050 --> 00:24:30,050
+نفسها ويقتل نفسها ويقتل نفسها ويقتل نفسها ويقتل
+
+304
+00:24:30,050 --> 00:24:30,870
+نفسها ويقتل نفسها ويقتل نفسها ويقتل نفسها ويقتل
+
+305
+00:24:30,870 --> 00:24:42,670
+نفسها ويقتل نفسها ويقتل نفسها ويقتل نفسها ويقتل
+
+306
+00:24:42,670 --> 00:24:54,090
+نفسها ويوالذي هو عذر والذي هو مقتل ومعذر ولم يقوم
+
+307
+00:24:54,090 --> 00:25:01,530
+بإنشاء صحيحة أو مثال صحيح؟ عليبس لم يقوم بإنشاء
+
+308
+00:25:01,530 --> 00:25:12,000
+مثال صحيح؟ حسناففي هذه اللحظة، ما يجعله مرحبًا
+
+309
+00:25:12,000 --> 00:25:21,200
+وخوفًا عندما يحافظ على أطفاله والدم يخرج من عيونه
+
+310
+00:25:21,200 --> 00:25:23,580
+ويبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى
+
+311
+00:25:23,580 --> 00:25:24,860
+يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى
+
+312
+00:25:24,860 --> 00:25:26,700
+يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى
+
+313
+00:25:26,700 --> 00:25:27,780
+يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى
+
+314
+00:25:27,780 --> 00:25:29,640
+يبقى يبقى يبقى يبقى
+
+315
+00:25:32,010 --> 00:25:36,650
+أنا لا أعرف لأن الناس اللي بيحصلون عليها هي اللي
+
+316
+00:25:36,650 --> 00:25:41,090
+مظلمة، نعم ولكن
+
+317
+00:25:41,090 --> 00:25:46,810
+لماذا؟ لماذا السماء مظلمة؟ لأنه راجل، راجل من
+
+318
+00:25:46,810 --> 00:25:53,400
+ماذا؟ من .. راجل غريق اللي يعني أنه يكون أحمرولكن
+
+319
+00:25:53,400 --> 00:25:58,800
+عادة، وليس فقط في الحاجات، في الحاجات الثانوية،
+
+320
+00:25:58,800 --> 00:26:01,760
+ولكن أيضا في الفيلمين الثانوية، ستجد دائما أن
+
+321
+00:26:01,760 --> 00:26:07,020
+الناس السحرين لديهم رأس مظلم، رأس مظلم، والسحرين
+
+322
+00:26:07,020 --> 00:26:11,760
+دائما برد، برد، برد، برد
+
+323
+00:26:13,970 --> 00:26:21,150
+يقول إنه يعيش في لحظة خوفية وانهيار مع أطفاله
+
+324
+00:26:21,150 --> 00:26:25,850
+الخاصة وكانت حقًا ملموسة وكانت حقًا ملموسة وكان
+
+325
+00:26:25,850 --> 00:26:32,400
+يطلب أن يكون مخلصHe exiles himself and only one
+
+326
+00:26:32,400 --> 00:26:36,540
+daughter attends him. Her name is Antigone. Her
+
+327
+00:26:36,540 --> 00:26:41,020
+name is Antigone and she goes out of the city with
+
+328
+00:26:41,020 --> 00:26:44,620
+him. Of course with his daughter and his own
+
+329
+00:26:44,620 --> 00:26:45,960
+sister.
+
+330
+00:26:50,280 --> 00:26:53,020
+انتوا عارفين هي؟ لازم تضحكوا كل مرة يعني؟
+
+331
+00:26:56,150 --> 00:27:01,510
+أنا أريد أن أسأل لماذا لا نشعر بالمشاكل إليه؟ لأنه
+
+332
+00:27:01,510 --> 00:27:05,630
+لم يعرف نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+333
+00:27:05,630 --> 00:27:08,310
+نفسه نفسه نفسه
+
+334
+00:27:10,970 --> 00:27:13,970
+أنا لست أتذكره، أنا أتذكر والدته الخاص بيه، انا
+
+335
+00:27:13,970 --> 00:27:17,470
+أشرح نفسي اعتباري، أعني من البداية من الصلاة.
+
+336
+00:27:22,150 --> 00:27:26,610
+من قال هذا؟ أنا أقول إنه جيد، إذا كان يعرف
+
+337
+00:27:26,610 --> 00:27:34,900
+الحقيقة، لن يحدث أي شيءولكن صوفوكليس أعطاه أسلحة
+
+338
+00:27:34,900 --> 00:27:40,480
+أسوأ من ما يمكن أن يكون موضوعه بإنسان، ولكننا ما
+
+339
+00:27:40,480 --> 00:27:45,400
+زلنا نشرفه، حتى لو قتل والدته وزوجته والدته،
+
+340
+00:27:45,400 --> 00:27:49,780
+ولكننا ما زلنا نشرفه، إنه مثل الفيلمين، عندما تشرف
+
+341
+00:27:49,780 --> 00:27:55,880
+النار وليس الشرطةهو بالضبط عندما تشبث مع الشرطة
+
+342
+00:27:55,880 --> 00:28:00,360
+وليس مع الشرطة، أليس كذلك؟ إنها نوع من خطأ
+
+343
+00:28:00,360 --> 00:28:05,660
+الاتجاه، خطأ التواصل مع الحقيقة، أليس كذلك؟ حسنًا،
+
+344
+00:28:05,660 --> 00:28:12,320
+بخير، حسنًا، ولذلك المخطط تم إزالة، المخطط كان
+
+345
+00:28:14,620 --> 00:28:19,780
+ماذا؟ المشكلة الرئيسية، المشكلة الرئيسية كانت
+
+346
+00:28:19,780 --> 00:28:25,000
+أولاً الـ Plague، لذا كانت الأخرى الشيء يكون
+
+347
+00:28:25,000 --> 00:28:30,980
+حلوًا، لأن ما يحدث، نحن سنجد أن المشكلة المرتبطة
+
+348
+00:28:30,980 --> 00:28:36,820
+ستكون حلوة أولاً وفي النهاية، المشكلة الرئيسية
+
+349
+00:28:36,820 --> 00:28:46,040
+ستكون حلوةوهذا هو الطريقة التي اتخذتها بعض
+
+350
+00:28:46,040 --> 00:28:53,540
+المدرسين ووضعتها على المجموعة ومن الملفات الماضية
+
+351
+00:28:53,540 --> 00:28:59,470
+التي تم إعطائها للمدرسينسنجد أن لدينا قيادة حركة
+
+352
+00:28:59,470 --> 00:29:05,350
+هنا قيادة حركة ماذا يحدث؟ الـ Plague، صحيح؟ هو
+
+353
+00:29:05,350 --> 00:29:12,050
+مشكلة و المعدل أيضًا مشكلة أخرى عندما يعدل أنه سي
+
+354
+00:29:12,050 --> 00:29:16,270
+.. ماذا؟ سيقتل .. يجعل الم .. الم .. الم .. أسف
+
+355
+00:29:16,270 --> 00:29:22,390
+المقتل يعيش في الظلام و أن يجعله يهرب أيضًا مشكلة
+
+356
+00:29:22,390 --> 00:29:28,550
+نعرف أنها مشكلة أخرى، لماذا؟ لأنهو المقتل هو
+
+357
+00:29:28,550 --> 00:29:33,430
+المقتل، صحيح؟ لذلك هم يذهبوا إلى الأوراقل، صحيح؟
+
+358
+00:29:33,430 --> 00:29:37,510
+لأجل ماذا؟ لذلك مشكلتهم الأولى هي أن تعرفوا من هو
+
+359
+00:29:37,510 --> 00:29:41,690
+المقتل، كيف تعرف أن هو المقتل، أسف، كيف تعرف أن هو
+
+360
+00:29:41,690 --> 00:29:43,810
+المقتل، كيف تعرف أن هو المقتل، كيف تعرف أن هو
+
+361
+00:29:43,810 --> 00:29:43,810
+المقتل، كيف تعرف أن هو المقتل، كيف تعرف أن هو
+
+362
+00:29:43,810 --> 00:29:43,810
+المقتل، كيف تعرف أن هو المقتل، كيف تعرف أن هو
+
+363
+00:29:43,810 --> 00:29:43,870
+المقتل، كيف تعرف أن هو المقتل، كيف تعرف أن هو
+
+364
+00:29:43,870 --> 00:29:44,090
+المقتل، كيف تعرف أن هو المقتل، كيف تعرف أن هو
+
+365
+00:29:44,090 --> 00:29:44,210
+المقتل، كيف تعرف أن هو المقتل، كيف تعرف أن هو
+
+366
+00:29:44,210 --> 00:29:50,720
+المقتل،ثم عرقل يضع مشكلة أخرى عرقل يضع عرقل يضع
+
+367
+00:29:50,720 --> 00:29:51,560
+عرقل يضع عرقل يضع عرقل يضع عرقل يضع عرقل يضع عرقل
+
+368
+00:29:51,560 --> 00:29:54,920
+يضع عرقل يضع عرقل يضع عرقل يضع عرقل يضع عرقل يضع
+
+369
+00:29:54,920 --> 00:29:57,160
+عرقل يضع عرقل يضع عرقل يضع عرقل يضع عرقل يضع عرقل
+
+370
+00:29:57,160 --> 00:30:02,000
+يضع عرقل يضع عرقل يضع عرقل يضع عرقل يضع عرقل يضع
+
+371
+00:30:02,000 --> 00:30:10,060
+عرقل يضع عرقل يضع عرقل يضع عرقل يضع عرقل يضع عرقل
+
+372
+00:30:10,060 --> 00:30:14,840
+يضثم جوكاستا يأتي ويقول له هذا هو الوقت اللي ..
+
+373
+00:30:14,840 --> 00:30:18,280
+الوقت .. الوقت من الاعتبار، هذا هو الوقت من
+
+374
+00:30:18,280 --> 00:30:23,040
+الاعتبار في الواقع اللي يعرف شيء عن نفسه للمرة
+
+375
+00:30:23,040 --> 00:30:27,860
+الأولى، ثم يأتي الرسالة، صحيح؟ هنا الانتباه، هو
+
+376
+00:30:27,860 --> 00:30:31,060
+ليس .. هو ليس .. انا أقصد بشكل متأكد أن هو المقتل،
+
+377
+00:30:31,060 --> 00:30:36,040
+لكنه بدأ .. ماذا؟ يتوقع أنه قد يكون أو يمكن أن
+
+378
+00:30:36,040 --> 00:30:43,120
+يكون مقتللكن حاجة الـ anagnosis هي عندما يأتي
+
+379
+00:30:43,120 --> 00:30:48,200
+الرسول ويخبره أن كلا بوليفس وميروبي ليسوا أفضل
+
+380
+00:30:48,200 --> 00:30:53,640
+أفضل و بعد ذلك نحن لدينا الـ peripetia البريبتيا
+
+381
+00:30:53,640 --> 00:31:00,940
+في الواضح أن الأشياء بدأت تسقط بسرعة جدا بسرعة
+
+382
+00:31:01,460 --> 00:31:07,740
+حسنًا كما قلنا حسنًا وسنجد أن جو كاستا يقتل نفسها
+
+383
+00:31:07,740 --> 00:31:12,200
+جو كاستا يقتل نفسها اللي هي البداية للكتاثروف
+
+384
+00:31:12,200 --> 00:31:16,980
+البداية للكتاثروف هنا ثم لدينا الموضوع الصحيح بعد
+
+385
+00:31:16,980 --> 00:31:21,600
+إخراج عيونه الخاصة ثم اوديباس اوس يطلب ان يكون
+
+386
+00:31:21,600 --> 00:31:22,580
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+387
+00:31:22,580 --> 00:31:29,240
+مجرد مجرد مجرد مجرد مجرد مجرد مجردالعمل المبادر
+
+388
+00:31:29,240 --> 00:31:36,000
+يتم حله بماذا؟ بإزالة الـ Plague بإزالة الـ Plague
+
+389
+00:31:36,000 --> 00:31:46,060
+لذلك نسمي هذا عملية عملية عملية دراماتية عاملة
+
+390
+00:31:46,060 --> 00:31:48,660
+عاملة عاملة عاملة عاملة عاملة عاملة عاملة عاملة
+
+391
+00:31:48,660 --> 00:31:48,720
+عاملة عاملة عاملة عاملة عاملة عاملة عاملة عاملة
+
+392
+00:31:48,720 --> 00:31:48,720
+عاملة عاملة عاملة عاملة عاملة عاملة عاملة عاملة
+
+393
+00:31:48,720 --> 00:31:49,960
+عاملة عاملة عاملة عاملة عاملة عاملة عاملة عاملة
+
+394
+00:31:49,960 --> 00:31:49,960
+عاملة عاملة عاملة عاملة عاملة عاملة عاملة عاملة
+
+395
+00:31:49,960 --> 00:31:49,980
+عاملة عاملة عاملة عاملة عاملة عاملة عاملة عاملة
+
+396
+00:31:49,980 --> 00:31:52,240
+عاملة عاملة عاملة عاملة عاملة عاملة عاملة
+
+397
+00:32:00,120 --> 00:32:06,140
+الثلاث مجلدات والقواعد
+
+398
+00:32:06,140 --> 00:32:14,520
+المحتاجة والاستثمار إذا كانت تتعلق بالثلاث مجلدات
+
+399
+00:32:14,520 --> 00:32:19,220
+لدينا مجلة فعالية فقط واحدة مشكلة ماهي المشكلة
+
+400
+00:32:19,220 --> 00:32:25,180
+مشكلة ملك عليبوس مشكلة المخطط مشكلة المخطط لكن
+
+401
+00:32:25,180 --> 00:32:31,680
+مشكلة المخططهي أننا لدينا نوع من الاحتياطات
+
+402
+00:32:31,680 --> 00:32:37,300
+المرتبطة بالمشكلة بحسب المشكلة الأصلية لذا لدينا
+
+403
+00:32:37,300 --> 00:32:39,940
+نقطة واحدة وليس لدينا نقطة أخرى لذا لدينا معيار
+
+404
+00:32:41,080 --> 00:32:44,920
+اكشن. صحيح؟ ونحن لدينا مجموعة من الوقت اللي حدثت
+
+405
+00:32:44,920 --> 00:32:49,220
+.. كل شيء حدث في 24 ساعات ونحن لدينا أيضًا مجموعة
+
+406
+00:32:49,220 --> 00:32:53,480
+من ماذا؟ مجموعة من المكان اللي هو Onif صحيح؟ اللي
+
+407
+00:32:53,480 --> 00:32:57,600
+هو Thebes. لذلك ما نراه على المسرح هو فقط Thebes
+
+408
+00:32:57,600 --> 00:33:02,300
+ولكن الكراين يذهب إلى دلفي ويعود وحدي ولكننا لا
+
+409
+00:33:02,300 --> 00:33:05,420
+نراه يذهب، صحيح؟ لا نراه في دلفي،
+
+410
+00:33:11,160 --> 00:33:15,420
+Okay fine. So we have the three units. Now we come
+
+411
+00:33:15,420 --> 00:33:18,980
+to the necessity and the probability, right? Is
+
+412
+00:33:18,980 --> 00:33:25,860
+the action probable to happen or not? Yes, a
+
+413
+00:33:25,860 --> 00:33:28,640
+superhero.
+
+414
+00:33:29,680 --> 00:33:29,980
+Right.
+
+415
+00:33:34,330 --> 00:33:37,690
+الأوتيبوز ماتستيقظ اللى .. اللى .. اللى .. اللى
+
+416
+00:33:37,690 --> 00:33:44,610
+قصة و الأوتيبوز قمت بأشياء حزينة جدا و القصة
+
+417
+00:33:44,610 --> 00:33:46,310
+قتلتهم .. قتلتهم
+
+418
+00:33:50,750 --> 00:33:56,450
+أنا أقصد أن الشخص نفسه ليس أسلحة، بسبب الاطلاق، أي
+
+419
+00:33:56,450 --> 00:34:03,030
+شيء ممكن أن يحدث، يمكن أن يحدث لكل شخص، فقط إذا لم
+
+420
+00:34:03,030 --> 00:34:11,330
+يكن يعرف الحقيقةهو ليس مذنبًا لعقله الخاص، لأن هذا
+
+421
+00:34:11,330 --> 00:34:16,830
+ممكن يحدث، والعلم أيضًا ممكن يحدث، إكتشاف الحقيقة
+
+422
+00:34:16,830 --> 00:34:24,750
+قبل طول، إكتشافها أيضًا ممكن يحدث، لسنا لدينا
+
+423
+00:34:24,750 --> 00:34:34,890
+افعالات خارج ما نسميها طبيعية
+
+424
+00:34:34,890 --> 00:34:39,910
+عالميةحسنًا؟ في كل شيء ولكن كل الأعمال ممكنة وحتى
+
+425
+00:34:39,910 --> 00:34:46,870
+الشخصيات ممكنة كإنسان كإنسان عندما نشرح هذا وفي
+
+426
+00:34:46,870 --> 00:34:51,130
+النهاية نقول إن بعض الأعمال أو الأعمال الدramatic
+
+427
+00:34:51,130 --> 00:34:56,270
+تتحرك بطريقة الهجوم لماذا؟ لأن في البداية هنا
+
+428
+00:34:56,270 --> 00:35:04,340
+لديناعامة وفي النهاية لدينا حجة فهي محتاجة لأي
+
+429
+00:35:04,340 --> 00:35:11,700
+عامة تكون حجة عليها أو إلا فسيكون غير صحيح ، لذلك
+
+430
+00:35:11,700 --> 00:35:16,220
+أعني أننا نسمي كل هذا ، كل هذا ، أعني كل الحركة
+
+431
+00:35:16,220 --> 00:35:22,140
+الدراماتيكية محطمة بالضرورة محطمة بالضرورة كانت
+
+432
+00:35:22,140 --> 00:35:29,290
+محتاجة لحدث لهكان محتاجًا لإعرف الحقيقة لإزالة الـ
+
+433
+00:35:29,290 --> 00:35:36,610
+Plague كان محتاجًا لإعرف الحقيقة لإزالة الـ Plague
+
+434
+00:35:36,610 --> 00:35:41,770
+وكان محتاجًا لإزالة الـ Plague لإزالة الـ Plague
+
+435
+00:35:41,770 --> 00:35:44,990
+لإزالة الـ Plague
+
+436
+00:35:47,880 --> 00:35:51,960
+لذلك، إذا أردنا أن نتعامل عن أفعال الـ Oribos
+
+437
+00:35:51,960 --> 00:35:57,800
+المضحكة، فسنقول إنها أفعال مضحكة مضحكة رستوطينية
+
+438
+00:35:57,800 --> 00:36:00,120
+مضحكة مضحكة مضحكة مضحكة مضحكة مضحكة مضحكة مضحكة
+
+439
+00:36:00,120 --> 00:36:04,340
+مضحكة
+
+440
+00:36:06,650 --> 00:36:09,590
+Okay, then what I want you to prepare, right, the
+
+441
+00:36:09,590 --> 00:36:12,330
+first article in your book after page number 30,
+
+442
+00:36:12,490 --> 00:36:17,050
+which is Oedipus as a tragic hero, Oedipus as, or
+
+443
+00:36:17,050 --> 00:36:21,070
+analyzing the character of Oedipus as a tragic
+
+444
+00:36:21,070 --> 00:36:25,930
+hero, right? I want people to share and I want you
+
+445
+00:36:25,930 --> 00:36:28,810
+to participate, right, along with me. I don't want
+
+446
+00:36:28,810 --> 00:36:31,850
+to be lecturing all the time, right? Yes, sister?
+
+447
+00:36:33,880 --> 00:36:38,280
+سؤال واحد، إلى مدى ما يحدث تجارب آليباس بسبب
+
+448
+00:36:38,280 --> 00:36:44,340
+تجاربه التجاربية؟ هذا السؤال، هو يحصل على تجارب
+
+449
+00:36:44,340 --> 00:36:47,360
+تجاربة، تجاربين تجاربين تجاربية، قلت، حاولت
+
+450
+00:36:54,760 --> 00:37:00,360
+ماذا حدث؟ حسنا، حسنا، إنه تمامًا و تمامًا يؤثر على
+
+451
+00:37:00,360 --> 00:37:04,180
+الدراماتيكية، حسنا؟ إذا قمنا بالتجارب السحرية،
+
+452
+00:37:04,180 --> 00:37:08,320
+التجارب السحرية، حسنا؟ أولًا هي الرحمة، حسنا؟
+
+453
+00:37:08,320 --> 00:37:12,820
+لأنها أسببت قتل الراجل، حسنا؟ غلط، الذي أسببته في
+
+454
+00:37:12,820 --> 00:37:16,300
+ماذا؟ في قتل الراجل و تزوج والدته الخاصة، ولدينا
+
+455
+00:37:16,300 --> 00:37:19,880
+تجارب سحرية أخرىI'm sorry to say it is a tragic
+
+456
+00:37:19,880 --> 00:37:22,860
+flow which is has a quest for knowledge
+
+457
+00:37:26,110 --> 00:37:30,590
+أحيانًا لا تحتاج أن تعرف الأشياء ولكنه يقسم أن
+
+458
+00:37:30,590 --> 00:37:37,950
+يعرف كل شيء وهذا قد يجعله يسقط .. يسقط .. أحيانًا،
+
+459
+00:37:37,950 --> 00:37:41,090
+صحيح؟ هذه المهمة للعلم قد تكون مفتوحة، قد تكون
+
+460
+00:37:41,090 --> 00:37:44,750
+مفتوحة، صحيح؟ وهي أيضًا واحدة من قualities من
+
+461
+00:37:44,750 --> 00:37:49,090
+Oedipus كشخص يحب أن يعرف الحقيقة أو يحصل على مهمة
+
+462
+00:37:49,090 --> 00:37:55,320
+للحقيقة وهذا في الواقعنعم إنه غير علمي، إنه غير
+
+463
+00:37:55,320 --> 00:38:01,180
+علمي بشأن اعتباره، إنه غير علمي بشأن عائلته، إنه
+
+464
+00:38:01,180 --> 00:38:04,880
+غير علمي بشأن عائلته، إنه غير علمي بشأن عائلته،
+
+465
+00:38:04,880 --> 00:38:05,440
+إنه غير علمي بشأن عائلته، إنه غير علمي بشأن
+
+466
+00:38:05,440 --> 00:38:05,980
+عائلته، إنه غير علمي بشأن عائلته، إنه غير علمي
+
+467
+00:38:05,980 --> 00:38:08,460
+بشأن عائلته، إنه غير علمي بشأن عائلته، إنه غير
+
+468
+00:38:08,460 --> 00:38:10,140
+علمي بشأن عائلته، إنه غير علمي بشأن عائلته، إنه
+
+469
+00:38:10,140 --> 00:38:13,540
+غير علمي بشأن عائلته، إنه غير علمي بشأن عائلته،
+
+470
+00:38:13,540 --> 00:38:19,500
+إنه غير علمي بشأن عائلته، إنه غالذي يعني أنه غير
+
+471
+00:38:19,500 --> 00:38:24,840
+عارف عن اعتباره، لكن ليس غير عارف في الواضحة. هل
+
+472
+00:38:24,840 --> 00:38:30,100
+تفهمين ما أقصد؟ نعم،
+
+473
+00:38:30,100 --> 00:38:34,300
+يجب أن نفعل ذلك، باعتبار أرستوتل.
+
+474
+00:38:36,760 --> 00:38:42,640
+هل ستتذكر الله؟ لا، ليس الله. لن نتذكر الله. لكن
+
+475
+00:38:42,640 --> 00:38:52,900
+يمكننا أن نتذكر أبوه و أبوه.الفتحة من الله ماهو
+
+476
+00:38:52,900 --> 00:38:59,120
+نوع من فتحة سيئة نعم
+
+477
+00:38:59,120 --> 00:39:05,440
+أعني أن أبناءه كانوا يعيشون بالفتحة مع الناس اللي
+
+478
+00:39:05,440 --> 00:39:11,720
+كانوا يؤمنون بهم لأننا نسيطر على وقت قصير اعطي
+
+479
+00:39:11,720 --> 00:39:13,160
+فرصة لأخرين
+
+480
+00:39:29,190 --> 00:39:31,910
+وهذا هو السبب لماذا بلاي تو قال أن هؤلاء الناس
+
+481
+00:39:31,910 --> 00:39:38,010
+مفاجئين الدولة، فهم يجب أن يكونوا أخرجوا من ماذا؟
+
+482
+00:39:39,440 --> 00:39:43,440
+من المملكة؟ نحن سنتحدث إذا كنت في بليوتو، صح؟ كيف
+
+483
+00:39:43,440 --> 00:39:47,400
+ستصفى صوفوكليز؟ لماذا ت .. لماذا يجب أن تحصل على
+
+484
+00:39:47,400 --> 00:39:51,860
+صوفوكليز من .. من المملكة؟ لماذا؟ السؤال الذي
+
+485
+00:39:51,860 --> 00:39:55,860
+يمكنني أن أسألكه في التجارة الأخيرة. نعم.
+
+486
+00:40:04,470 --> 00:40:09,170
+لا يوجد شيء يسمى كإيمان محق، أنا لن أدخل هذه
+
+487
+00:40:09,170 --> 00:40:13,270
+التفاصيل الآن، خصوصًا إذا كان لدينا وقت قريب من
+
+488
+00:40:13,270 --> 00:40:16,370
+الوقت، ربما نبدأ مع هذا إن شاء الله المرة القادمة،
+
+489
+00:40:16,370 --> 00:40:16,870
+صحيح؟
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/A8K9RkWWGmg_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/A8K9RkWWGmg_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..bcb8659418087a138553c5b6023650303a289001
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/A8K9RkWWGmg_postprocess.srt
@@ -0,0 +1,2244 @@
+1
+00:00:22,730 --> 00:00:30,690
+وبدأنا بالتحدث عن رمضان ورغبات إخفاء الكتابين من
+
+2
+00:00:30,690 --> 00:00:31,290
+رمضان
+
+3
+00:00:47,630 --> 00:00:50,430
+yes نعم
+
+4
+00:00:56,970 --> 00:01:00,210
+الإمتازات والإمتازات والأسباب الثانية هي
+
+5
+00:01:00,210 --> 00:01:06,350
+الانتصافات من الله، الله مثل الشيطان، والأسباب
+
+6
+00:01:06,350 --> 00:01:08,890
+الثانية هي الأسباب الأحزابية والأسباب الأحزابية
+
+7
+00:01:08,890 --> 00:01:13,490
+ونقل الأسباب الأحزابية إلى ثلاثة، في الحقيقة أنا
+
+8
+00:01:13,490 --> 00:01:18,410
+سأجعلها أربعة اليوم، صحيح؟ الأربعة، الأربعة هي
+
+9
+00:01:18,410 --> 00:01:23,110
+الأشياء الميتية أو الأسباب الميتية أو الأسباب
+
+10
+00:01:23,110 --> 00:01:29,000
+الميتية، نعمحسنًا، لذلك، بالنسبة للمسببات
+
+11
+00:01:29,000 --> 00:01:35,020
+الروحانية، واحد من الأشياء المهمة التي أتت لعقل
+
+12
+00:01:35,020 --> 00:01:41,660
+بلاتو كانت المشاعر التي تم تجريها الدراما، لذلك
+
+13
+00:01:41,660 --> 00:01:48,140
+اعتقد أن الدراما تم تجريه أشياء مختلفة، صحيح؟
+
+14
+00:01:48,140 --> 00:01:56,580
+الحزن والحزن، صحيح؟لماذا؟ لأن إما كمشاهد نحن سنحفظ
+
+15
+00:01:56,580 --> 00:02:07,000
+الرجل لما حدث له أو نحن سنخوف، صح؟ قدرته أو ما حدث
+
+16
+00:02:07,000 --> 00:02:13,180
+له، ما حدث له، وفي كلا الحالاتالتراجيدي لا يجري أي
+
+17
+00:02:13,180 --> 00:02:18,540
+أشعار، ولكن أيضًا عزوز أو .. أو خوف وكما قلت لك
+
+18
+00:02:18,540 --> 00:02:22,480
+الماضي، وجد أن العزوز والخوف، صح؟ هؤلاء العشوائين
+
+19
+00:02:22,480 --> 00:02:27,740
+الأشعار ليسوا مناسبين ل .. لرجال وقلنا له في ذلك
+
+20
+00:02:27,740 --> 00:02:34,020
+الوقت أن هذا نوع من .. صح؟ أجانب الفيمينيةالسبب
+
+21
+00:02:34,020 --> 00:02:38,140
+الأخير اللي سأتكلم عنه اليوم، اللي قد يكون ممكن،
+
+22
+00:02:38,140 --> 00:02:42,380
+في الحقيقة،سبب صحيح، ولكن هذا السبب لم يكن مذكرون
+
+23
+00:02:42,380 --> 00:02:48,800
+بـPlato في المملكة، ولكنه .. صحيح؟ مجرد تفسير من
+
+24
+00:02:48,800 --> 00:02:54,850
+مجتمعات مدني، مجتمعات مدني، صحيح؟الجامعات
+
+25
+00:02:54,850 --> 00:02:59,430
+التقليدية يقولون أن في وقت بلوتو كان هناك نوع من
+
+26
+00:02:59,430 --> 00:03:06,010
+المحاولة بين الهجوم واللغة، بين الهجوم واللغة ماذا
+
+27
+00:03:06,010 --> 00:03:11,530
+أعني بالهجوم واللغة، العلمات الهجومية والعلمات
+
+28
+00:03:11,530 --> 00:03:16,450
+الكتابة، صحيح؟ العلمات الهجوميةparticularly it is
+
+29
+00:03:16,450 --> 00:03:19,970
+a reference to pottery a reference because why
+
+30
+00:03:19,970 --> 00:03:25,010
+pottery at that time was of oral tradition what do
+
+31
+00:03:25,010 --> 00:03:28,030
+you mean by of oral tradition that it I mean
+
+32
+00:03:28,030 --> 00:03:31,790
+transferred orally from one generation to another
+
+33
+00:03:31,790 --> 00:03:36,950
+it was not written it was oralصحيح؟ والروحانيين هم
+
+34
+00:03:36,950 --> 00:03:41,550
+.. صحيح؟ تلقوا جزء من الواقعية .. جزء من الواقعية
+
+35
+00:03:41,550 --> 00:03:47,370
+والكتابة .. صحيح؟ أو الكتابة .. الكتابة كانت فلسفة
+
+36
+00:03:47,370 --> 00:03:53,890
+.. كانت فلسفة صحيح؟ ولذلك .. صحيح؟ هم اعتقدوا أن
+
+37
+00:03:53,890 --> 00:03:59,370
+بلوتو فتح المدرسة .. فتح المدرسة وهو سيكون في
+
+38
+00:03:59,370 --> 00:04:05,510
+المدرسة .. ماذا يعلم؟فلسفة؟ وماهي المعرفة؟ رسم
+
+39
+00:04:05,510 --> 00:04:11,250
+واحد، صحيح؟ ولكن من هم المقاتلين؟ المعارفين اللي
+
+40
+00:04:11,250 --> 00:04:15,610
+هم .. صحيح؟ في أعضاء الـ Orality، في أعضاء الـ
+
+41
+00:04:15,610 --> 00:04:19,230
+Orality، لذلك .. صحيح؟ فهو رجع المعارفين من
+
+42
+00:04:19,230 --> 00:04:25,490
+المملكة لأنه يفضل .. يفضل اللغة عن الـ Orality،
+
+43
+00:04:25,490 --> 00:04:33,310
+صحيح؟ بالطبع ..it is it is right but I mentioned
+
+44
+00:04:33,310 --> 00:04:37,770
+this reason but I am not actually convinced right
+
+45
+00:04:37,770 --> 00:04:42,110
+of such interpretation because right this is a
+
+46
+00:04:42,110 --> 00:04:45,770
+kind of selfishness يعني a utilitarian thinking we
+
+47
+00:04:45,770 --> 00:04:48,210
+call it a utilitarian thinking what's the meaning
+
+48
+00:04:48,210 --> 00:04:53,460
+of utilitarian thinkingنعم، صحيح؟ وبيلوتو، صحيح؟
+
+49
+00:04:53,460 --> 00:04:57,920
+مع فلسفته الخاصة، كان يبحث عن عالم أفضل، صحيح؟
+
+50
+00:04:57,920 --> 00:05:03,460
+عالم، عالم مفهوم، ولذلك، يأتي لي، أنا لا أصدق أن
+
+51
+00:05:03,460 --> 00:05:08,300
+هذا كان أحد الأسباب التي أدت إلى ماذا؟ أدت إلى
+
+52
+00:05:08,300 --> 00:05:13,460
+الانتقال من الكتابين منالرمضانية، ولكن يجب أن أقول
+
+53
+00:05:13,460 --> 00:05:17,780
+هذا لأن، صحيح، إنها علم المدني، صحيح؟ مجتمع المدني
+
+54
+00:05:17,780 --> 00:05:21,520
+يركز على هذا النقطة، خاصة في الولايات المتحدة،
+
+55
+00:05:21,520 --> 00:05:25,240
+إنهم يقولون إن كان هناك قتال بين البطارية، أه،
+
+56
+00:05:25,240 --> 00:05:30,060
+صحيح، كعرض، صحيح، ومقالة، ومقالة، التعليم والتعليم
+
+57
+00:05:30,060 --> 00:05:34,540
+والتعليم الرسمي، لذلك أراد أن يحضر أكتر مستخدمين
+
+58
+00:05:36,080 --> 00:05:40,240
+بإيقاف الروحانيين مستخدمين هنا يعني مصطلح مصطلح
+
+59
+00:05:40,240 --> 00:05:42,240
+مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح
+
+60
+00:05:42,240 --> 00:05:45,200
+مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح
+
+61
+00:05:45,200 --> 00:05:46,620
+مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح
+
+62
+00:05:46,620 --> 00:05:49,160
+مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح
+
+63
+00:05:49,160 --> 00:05:53,740
+مصطلح مصطلح مصطلح مصطلح مصطلح مصطلح
+
+64
+00:05:53,740 --> 00:06:04,000
+مصطلح
+
+65
+00:06:04,580 --> 00:06:11,620
+وهو سيقبلهم في الولايات المتحدة، صحيح؟ أعني أننا
+
+66
+00:06:11,620 --> 00:06:15,760
+سنحب أن نقول أن السبب في إزالة القوات من الولايات
+
+67
+00:06:15,760 --> 00:06:20,880
+المتحدة، نريد أن نجعلهم نفس الشيء، لكي نرى نفس نفس
+
+68
+00:06:20,880 --> 00:06:22,200
+نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس
+
+69
+00:06:22,200 --> 00:06:22,220
+نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس
+
+70
+00:06:22,220 --> 00:06:22,420
+نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس
+
+71
+00:06:22,420 --> 00:06:23,740
+نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس
+
+72
+00:06:23,740 --> 00:06:23,820
+نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس
+
+73
+00:06:23,820 --> 00:06:30,760
+نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نفس نهل
+
+74
+00:06:30,760 --> 00:06:35,840
+قال هذا انا اريد هذا من الكتابات اريدهم لا نقول
+
+75
+00:06:35,840 --> 00:06:44,120
+اننا سنجعلها نوع من الواضح نحن سنعيد السبب لإيقاف
+
+76
+00:06:44,120 --> 00:06:49,320
+الكتابات من المملكة لكي نعرف ما هي القوات الجيدة
+
+77
+00:06:49,320 --> 00:06:56,630
+من الكتابة باعتبار بلوتو مثلاالفتاة ترى، ترى، ترى،
+
+78
+00:06:56,630 --> 00:06:58,890
+ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى،
+
+79
+00:06:58,890 --> 00:06:59,010
+ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى،
+
+80
+00:06:59,010 --> 00:06:59,910
+ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى،
+
+81
+00:06:59,910 --> 00:07:03,370
+ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى،
+
+82
+00:07:03,370 --> 00:07:06,130
+ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى، ترى،
+
+83
+00:07:06,130 --> 00:07:13,810
+ترى،
+
+84
+00:07:13,810 --> 00:07:19,750
+ترى
+
+85
+00:07:19,830 --> 00:07:23,090
+إذا كانت البطارية ذكية ولم تجعلها تتجارب
+
+86
+00:07:23,090 --> 00:07:29,990
+الإحسانات، صحيح؟ كان يقبلهم، لذلك يفضل البطارية أن
+
+87
+00:07:29,990 --> 00:07:37,530
+تكون ذكية وليس إحسانية، صحيح؟ الثاني هو أنه لا
+
+88
+00:07:37,530 --> 00:07:45,160
+يجعله يشعر بذكية وخوف، صحيح؟ لأنه يجعل الناسأشعار
+
+89
+00:07:45,160 --> 00:07:50,240
+أيضًا صحيح في كلمات أخرى أن حسنًا إذا هذه او
+
+90
+00:07:50,240 --> 00:07:55,100
+اتراجعية لا تجري حزب وخوف صحيح كان يكون قد اقبل
+
+91
+00:07:55,100 --> 00:08:00,960
+حسنًا قصارى ولكن دائمًا أسأل نفسي كيف يكون التلقاء
+
+92
+00:08:00,960 --> 00:08:08,420
+أو التراجعية صحيح أعني توقف عن تجري حزب وخوف انها
+
+93
+00:08:08,420 --> 00:08:10,120
+تقريبًا مستحيلة تعرفين نعم
+
+94
+00:08:15,050 --> 00:08:19,110
+القرر يجب أن يكون مرتبط بالعلم العلمي إذا لم يكن،
+
+95
+00:08:19,110 --> 00:08:23,990
+فهو غير معنى. نعم، فهو غير معنى. القرر يجب أن يحصل
+
+96
+00:08:23,990 --> 00:08:27,550
+سعادة من ما يقرر، إذا لم يحصل أي سعادة، فلماذا يجب
+
+97
+00:08:27,550 --> 00:08:30,510
+أن يقرر؟ كيف نعتبر الخوف، وأنا أقصد الحفاظ، نوع من
+
+98
+00:08:30,510 --> 00:08:32,910
+السعادة؟ نعم، نحن نحصل سعادة من ذلك، نحن نحصل
+
+99
+00:08:32,910 --> 00:08:34,630
+سعادة من السعادة، نحن نحصل سعادة من ذلك، نحن نحصل
+
+100
+00:08:34,630 --> 00:08:35,210
+سعادة من ذلك، نحن نحصل سعادة من ذلك، نحن نحصل
+
+101
+00:08:35,210 --> 00:08:36,950
+سعادة من ذلك، نحصل سعادة من ذلك، نحصل س
+
+102
+00:08:45,400 --> 00:08:49,500
+نعم ولكنها تجارب تجارب تتواصل بالتحطم من حرارة
+
+103
+00:08:49,500 --> 00:08:54,000
+تحطم من حرارة جيدة، صحيح؟ هذا هو معنى التجارب إذا
+
+104
+00:08:54,000 --> 00:08:59,900
+كنا نريد أن ندفع ما هو معنى كلمة تجارب سنقول إنها
+
+105
+00:08:59,900 --> 00:09:07,480
+قصة جيدة حرارة ستحطم في نهاية القصة، هذا هو الوضع
+
+106
+00:09:07,480 --> 00:09:11,580
+السهل للتحطم من تجارب تجارب، نعم بفضل الله أعتقد
+
+107
+00:09:11,580 --> 00:09:16,410
+أن فليتر لا يريد تجارب، يريد فقط مضحكةلأ في الواقع
+
+108
+00:09:16,410 --> 00:09:19,670
+لم يعجبني المضحك في المضحك أيضًا، حسنًا؟ حتى
+
+109
+00:09:19,670 --> 00:09:23,570
+أريستوطل، حسنًا؟ لم يكن في أفضل من المضحك على
+
+110
+00:09:23,570 --> 00:09:27,750
+الإطلاق، لماذا؟ لأنه أعتبر أنه أختار الناس أسوء من
+
+111
+00:09:27,750 --> 00:09:32,790
+ما كانوا، حسنًا؟ أعني أن أريستوطل بعد ذلك قال
+
+112
+00:09:33,210 --> 00:09:38,190
+التراجيه اختار رجال أفضل من ما يكونوا وعن المضحكه
+
+113
+00:09:38,190 --> 00:09:41,990
+اختار رجال أسوأ من ما يكونوا لذلك فهو احترم حتى
+
+114
+00:09:41,990 --> 00:09:50,150
+المضحكه ولكن هنا سنجد أنه وجد .. يعني Plato وجد في
+
+115
+00:09:50,150 --> 00:09:59,040
+وجود الكلمات نوع من الضحك للمجتمع، صح؟بسبب ما
+
+116
+00:09:59,040 --> 00:10:03,820
+ذكرته قبل الثالث الشيء اللي نقوله أن الكتابة لا
+
+117
+00:10:03,820 --> 00:10:06,420
+يجب أن تدفع إشعارات مجانية الاجتماعية مثل الضحك
+
+118
+00:10:06,420 --> 00:10:12,880
+حسنًا مثل المقتل مثل التخطيط مثل التخطيط حسنًا
+
+119
+00:10:12,880 --> 00:10:17,300
+أشياء مثل ذلك لكن إذا كانت تدفع إشعارات مختلفة على
+
+120
+00:10:17,300 --> 00:10:22,760
+سبيل المثال إشعارات مبنية المجتمع كانت قد تم
+
+121
+00:10:22,760 --> 00:10:29,340
+إقبالهابلاي طو نفسه، بلاي طو نفسه، صح؟ لذلك مرة
+
+122
+00:10:29,340 --> 00:10:34,520
+أخرى، أود أن أؤكد أن هذه الأشياء لم تكن مذكورة من
+
+123
+00:10:34,520 --> 00:10:42,320
+من؟ من بلاي طو نفسه، الحمد لله، الحمد لله، أعذبكم،
+
+124
+00:10:42,320 --> 00:10:48,680
+أسلحبالكم، أنا أسف، لكن هم نوع من الانتقال لسبب
+
+125
+00:10:48,680 --> 00:10:54,680
+الانتقال من الكتابة من الانتقال، صح؟النقطة الثالثة
+
+126
+00:10:54,680 --> 00:11:00,360
+أو النقطة الرابعة صحيح هو أردت الكتابة تكون ديدكتك
+
+127
+00:11:00,360 --> 00:11:06,540
+صحيح؟ ماذا يعني ديدكتك؟ ديدكتك .. ديدكتك .. نستطيع
+
+128
+00:11:06,540 --> 00:11:11,640
+أن نتعلم من ذلك بعض الدرسات و .. نعم هي .. أعني ..
+
+129
+00:11:13,130 --> 00:11:16,150
+educational it .. it preaches we call it the
+
+130
+00:11:16,150 --> 00:11:18,650
+didactic literature is the literature that
+
+131
+00:11:18,650 --> 00:11:22,650
+preaches it gives moral lessons religious .. I
+
+132
+00:11:22,650 --> 00:11:27,990
+mean lessons to .. to the recipient and how did we
+
+133
+00:11:27,990 --> 00:11:33,650
+know that he wanted literature to be didacticبسبب
+
+134
+00:11:33,650 --> 00:11:39,190
+الأسباب الصحيحة، لأنه قال أن الكلمات أو التجارة لا
+
+135
+00:11:39,190 --> 00:11:44,620
+تدفع إلى الصحيحة، لكن إذا دفعت إلى الصحيحةIt means
+
+136
+00:11:44,620 --> 00:11:48,040
+that it would have been accepted and what kind of
+
+137
+00:11:48,040 --> 00:11:50,200
+moral, I mean literature, what do we call the
+
+138
+00:11:50,200 --> 00:11:52,620
+moral literature? We call it a didactic
+
+139
+00:11:52,620 --> 00:11:56,400
+literature, right? And this is why we say it is
+
+140
+00:11:56,400 --> 00:12:00,500
+also if literature, right, was didactic, it would
+
+141
+00:12:00,500 --> 00:12:06,370
+have been accepted by Platoright the last thing he
+
+142
+00:12:06,370 --> 00:12:11,010
+wanted literature to be ideal to be ideal I mean
+
+143
+00:12:11,010 --> 00:12:16,530
+not to imitate the imitation but to seek the real
+
+144
+00:12:16,530 --> 00:12:21,870
+the world of the real right right so because we
+
+145
+00:12:21,870 --> 00:12:25,570
+said that the first reason behind rejecting the
+
+146
+00:12:25,570 --> 00:12:29,430
+poets it was mimesis it was the mimesis or the
+
+147
+00:12:29,430 --> 00:12:34,490
+imitation of the imitation صحلكن أنا أتساءل كيف
+
+148
+00:12:34,490 --> 00:12:40,950
+يكون الكتابة، صحيح؟ لاتكون مبادرة، هل تفهمين ما
+
+149
+00:12:40,950 --> 00:12:46,990
+أقصد؟ أقصد أنها تقريبًا مستحيلة لأن لإنسان عندما
+
+150
+00:12:46,990 --> 00:12:50,450
+يكتب قصة، صحيح؟ هذه القصة من المفترض أن تكون
+
+151
+00:12:50,450 --> 00:12:54,690
+حقيقية، أتعرفين، صحيح؟ شيء مرتبط بالحياة، شيء ممكن
+
+152
+00:12:54,690 --> 00:13:00,270
+أن يحدث، ممكن أن يحدث، وفي هذه الحالة، كانت تسمى
+
+153
+00:13:00,270 --> 00:13:05,590
+مبادرة، لماذا؟ولذلك، كيف يمكننا أن نقول أن الكتابة
+
+154
+00:13:05,590 --> 00:13:11,050
+يمكن أن تكون، صحيح، أدائية لإظهار الناس الذين
+
+155
+00:13:11,050 --> 00:13:13,870
+يعيشون في الجنة، على سبيل المثال؟ لا يجب أن يكون
+
+156
+00:13:13,870 --> 00:13:19,770
+مفهوم. لا يجب أن يكون مفهوم، أليس كذلك؟ نعم،
+
+157
+00:13:19,770 --> 00:13:25,470
+نعم، نعم،
+
+158
+00:13:25,470 --> 00:13:27,490
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+159
+00:13:27,490 --> 00:13:27,590
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+160
+00:13:27,590 --> 00:13:31,590
+نعم، نعم
+
+161
+00:13:36,560 --> 00:13:39,460
+صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح
+
+162
+00:13:39,460 --> 00:13:39,540
+صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح
+
+163
+00:13:39,540 --> 00:13:44,100
+صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح
+
+164
+00:13:44,100 --> 00:13:44,660
+صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح
+
+165
+00:13:44,660 --> 00:13:44,700
+صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح
+
+166
+00:13:44,700 --> 00:13:48,240
+صحيح
+
+167
+00:13:48,240 --> 00:13:54,640
+صحيح صحيح صحيح صحيح صحيح
+
+168
+00:14:04,610 --> 00:14:10,130
+and who is Aristotle? his own student his own
+
+169
+00:14:10,130 --> 00:14:13,970
+student as we usually say in Arabic علمته الرماية
+
+170
+00:14:13,970 --> 00:14:20,790
+ولمّا اشتد ساعده إيش عمل؟ رمان أول واحد right okay
+
+171
+00:14:20,790 --> 00:14:28,170
+so there is a kind of a painting this painting is
+
+172
+00:14:28,170 --> 00:14:33,590
+a famous paintingأو أعني أن الشخصيات في تلك الصورة
+
+173
+00:14:33,590 --> 00:14:38,170
+التي كانت كتابة، أعني كتابة من مرسل أعزيزي، صحيح؟
+
+174
+00:14:38,170 --> 00:14:45,750
+وهو يتضمن أكتر و أكتر شخصيات في الكتابة، في
+
+175
+00:14:45,750 --> 00:14:50,010
+التاريخ، في الفلسفة، في تلك صورة واحدة وفي تلك
+
+176
+00:14:50,010 --> 00:14:54,610
+الصورة، لدينا كثير منهم، أرستوتل وبيلوتو هم
+
+177
+00:14:54,610 --> 00:14:56,750
+يتحدثون مع بعضهم البعض، صحيح؟
+
+178
+00:14:59,300 --> 00:15:03,560
+ماذا هي الصورة؟ سأطلب منك أن تشوف هذه الصورة،
+
+179
+00:15:03,560 --> 00:15:08,160
+بلاتو وأريستوطل يكتبون صورة، عندما تعود إلى المنزل
+
+180
+00:15:08,160 --> 00:15:18,320
+سنجد أن أريستوطل هو طلاب بلاتو وكذلك كتبت كتابة
+
+181
+00:15:18,320 --> 00:15:22,700
+اسمها Poetics اسمها Poetics، ليس رمضان، لكن
+
+182
+00:15:22,700 --> 00:15:28,410
+Poetics، صح؟وفي هذا الكتاب يضع أول نظرية كتابية في
+
+183
+00:15:28,410 --> 00:15:33,050
+تاريخ الإنسان، صحيح؟ ومع ذلك، لم يكن حقًا كتاب، لم
+
+184
+00:15:33,050 --> 00:15:36,330
+يكن حقًا كتاب، لكن كان مصطفى مصطفى مصطفى مصطفى
+
+185
+00:15:36,330 --> 00:15:36,670
+مصطفى مصطفى مصطفى مصطفى مصطفى مصطفى مصطفى مصطفى
+
+186
+00:15:36,670 --> 00:15:37,350
+مصطفى مصطفى مصطفى مصطفى مصطفى مصطفى مصطفى مصطفى
+
+187
+00:15:37,350 --> 00:15:39,590
+مصطفى مصطفى مصطفى مصطفى مصطفى مصطفى مصطفى مصطفى
+
+188
+00:15:39,590 --> 00:15:47,710
+مصطفى مصطفى مصطفى
+
+189
+00:15:47,710 --> 00:15:51,630
+مصطفى
+
+190
+00:15:51,760 --> 00:15:56,260
+والخيارات المهمة للدراسات المدرسة نفسها، صحيح؟
+
+191
+00:15:56,260 --> 00:16:00,620
+لذا، لدينا اتصالين، أول أتصال هو الـ Republic لـ
+
+192
+00:16:00,620 --> 00:16:05,000
+Plato والثاني هو .. صحيح؟ الـ Poetics لمن؟
+
+193
+00:16:05,000 --> 00:16:09,280
+أرسلوتا، كلا اتصالين في الفيلم يتحدثون مع بعضهم
+
+194
+00:16:09,280 --> 00:16:14,500
+البعض، يتحدثون مع بعضهم البعض سنجد أن Plato يتحمس
+
+195
+00:16:14,500 --> 00:16:21,300
+اتصاله باليد واحد ويجعل اليد الآخر يرفع يديهمثل
+
+196
+00:16:21,300 --> 00:16:27,520
+هذا، صحيح؟ وقريب منه، أريستوتل، شخص أصغر، صحيح؟
+
+197
+00:16:27,520 --> 00:16:32,460
+يحمل كتابه الخاص بيه على يدي اليسار ويجعل خمس
+
+198
+00:16:32,460 --> 00:16:38,580
+أصابعه تنزل، صحيح؟ هذه الصورة تظهر الفرق بين
+
+199
+00:16:38,580 --> 00:16:48,260
+أريستوتل و .. هل يمكنك أن تخيل ماذا يعني هذا؟ نعم
+
+200
+00:16:48,260 --> 00:16:48,500
+أرجاء
+
+201
+00:16:52,620 --> 00:16:58,180
+Good excellent the real world is the one which is
+
+202
+00:16:58,180 --> 00:17:03,800
+none existing it is not now it is not here right
+
+203
+00:17:03,800 --> 00:17:08,420
+while Plato his idea of it means that right the
+
+204
+00:17:08,420 --> 00:17:13,360
+real is the one existing it is what is now and
+
+205
+00:17:13,360 --> 00:17:21,360
+what is here rightفكل واحد يظهر فلسفة حياته بوضع
+
+206
+00:17:21,360 --> 00:17:27,240
+صورة من يديه. لذلك نفهم من بليه إلى فلسفته فلسفة
+
+207
+00:17:27,240 --> 00:17:31,800
+الإيدياليزم، صحيح؟ من العالم اللي لا يوجد، صحيح؟
+
+208
+00:17:31,800 --> 00:17:36,560
+العالم اللي لا يوجد، اللي ليس الآن، ليس هنا، صحيح؟
+
+209
+00:17:36,560 --> 00:17:41,740
+نسميها، صحيح؟ العالم من ماذا؟ من هنا و هنا، العالم
+
+210
+00:17:41,740 --> 00:17:47,470
+من هنا و هناصحيح؟ ويشير إلى ذلك بصفة اعلى بصفة
+
+211
+00:17:47,470 --> 00:17:52,670
+اعلى بينما الواحد الاخر يقول أن العالم الأفضل هو
+
+212
+00:17:52,670 --> 00:17:58,710
+فلسفة الحقيقة هذا العالم صحيح؟ ما نعيشه الأن وهنا
+
+213
+00:17:58,710 --> 00:18:04,090
+ما يمكن أن يكون شهده الـ five senses ما يمكن أن
+
+214
+00:18:04,090 --> 00:18:09,430
+يكون شهده الـ five senses صحيح؟ لذلك نستطيع أن
+
+215
+00:18:09,430 --> 00:18:17,360
+نخطط الأنما هو الفرق بين عريسوتل وبيلوتو ببساطة
+
+216
+00:18:17,360 --> 00:18:22,520
+يقول مثل هذا، صحيح؟
+
+217
+00:18:22,520 --> 00:18:30,040
+فالفلسفة ببيلوتو عن الكتابة لم تكن مباشرة، لكن
+
+218
+00:18:30,040 --> 00:18:31,560
+كانت فعلاً فعلاً فعلاً فعلاً فعلاً فعلاً فعلاً
+
+219
+00:18:31,560 --> 00:18:32,560
+فعلاً فعلاَ فعلاَ فعلاَ فعلاَ فعلاَ فعلاَ فعلاَ
+
+220
+00:18:32,560 --> 00:18:32,660
+فعلاَ فعلاَ فعلاَ فعلاَ فعلاَ فعلاَ فعلاَ فعلاَ
+
+221
+00:18:32,660 --> 00:18:36,430
+فعلاَ فعلاَThat's it. But he did not write direct
+
+222
+00:18:36,430 --> 00:18:39,910
+instructions about how literature should be.
+
+223
+00:18:40,310 --> 00:18:45,230
+Right? And when he was I mean talking right or in
+
+224
+00:18:45,230 --> 00:18:47,270
+writing in his book which is The Republic by the
+
+225
+00:18:47,270 --> 00:18:50,650
+way this is a kind يعني of of a kind of
+
+226
+00:18:50,650 --> 00:18:54,950
+contradiction that he writes The Republic right in
+
+227
+00:18:54,950 --> 00:19:00,200
+a poetic language. Can you see?Right? I .. I mean
+
+228
+00:19:00,200 --> 00:19:04,000
+that there is a kind of a difference between the
+
+229
+00:19:04,000 --> 00:19:07,600
+discourse used and the content of that discourse.
+
+230
+00:19:08,080 --> 00:19:11,560
+Right? The language used in writing the republic,
+
+231
+00:19:12,080 --> 00:19:16,100
+right, is poetic language. And he was using what
+
+232
+00:19:16,100 --> 00:19:19,580
+we call it the oracular tone. What do you mean by
+
+233
+00:19:19,580 --> 00:19:23,720
+oracular tone? Are you familiar with this? It is
+
+234
+00:19:23,720 --> 00:19:31,120
+exactlyمثل صوت .. صح؟ .. صوت رسالة .. صوت رسالة
+
+235
+00:19:31,120 --> 00:19:34,900
+تقول للناس ما يجب أن تفعل .. ما هو جيد و ما هو سيء
+
+236
+00:19:34,900 --> 00:19:37,960
+.. ما يجب أن تنفع .. و ما لا يجب أن تنفع .. لذلك
+
+237
+00:19:37,960 --> 00:19:42,800
+الصوت هو صوت .. نسميه صوت أوراكولر .. صح؟ كما لو
+
+238
+00:19:42,800 --> 00:19:46,860
+كانت إعلانة السماوية .. إعلانة السماوية عن ما هو
+
+239
+00:19:46,860 --> 00:19:55,220
+صح و ما هو خاطئ .. صح؟التي هي عكس الكتابة أو أعني
+
+240
+00:19:55,220 --> 00:20:00,220
+كتابات المدرسة التي هي عملية جدًا، شيء عملية من
+
+241
+00:20:00,220 --> 00:20:05,460
+رجل، صحيح؟ اللي كان عمل، أعني عمل، أعني عمل عمل
+
+242
+00:20:05,460 --> 00:20:11,100
+رائع في نفس الوظيفة، ما أعنيه أن بلاتو كان يحاول
+
+243
+00:20:11,100 --> 00:20:18,280
+أن يضع العقل من نفس نوع فكرته، من نفس رأيه، ليس
+
+244
+00:20:18,280 --> 00:20:25,660
+خارج العمللكن عريسوتل كتب نظرته المحققه بعد أن
+
+245
+00:20:25,660 --> 00:20:34,000
+أعلمها دراما موجود في الوقت منذ زمن طويل، صحيح؟ هل
+
+246
+00:20:34,000 --> 00:20:37,640
+حصلت على النقطة؟ هل أنتي متأكدة؟ نوعا ما، نعم،
+
+247
+00:20:37,640 --> 00:20:42,360
+سأقولها مرة أخرى، صحيح؟ مرة أخرى، بلاتو أعطى أدوات
+
+248
+00:20:42,360 --> 00:20:46,380
+كما لو كان مرسل، ماذا يجب أن تفعل وماذا يجب أن
+
+249
+00:20:46,380 --> 00:20:51,520
+تنفع، ماذا يجب أن تفعل وماذا؟ تنفعصحيح؟ بينما
+
+250
+00:20:51,520 --> 00:20:56,800
+أريستوطل .. أريستوطل كان يعلم الدراما يعلم الدراما
+
+251
+00:20:56,800 --> 00:21:01,080
+وبسبب .. صحيح؟ يعلم الدراما الموجود في وقته الوحيد
+
+252
+00:21:01,080 --> 00:21:06,720
+فإنه استطاع أن يتعامل مع ذلك الدراما في أجزاء ..
+
+253
+00:21:06,720 --> 00:21:13,120
+في أجزاء وكان يتعامل مع نظرية تتعامل مع نظرية
+
+254
+00:21:13,120 --> 00:21:18,580
+التعامل مع أعمال الكتابة في ذلك الوقتأذا إذا كان
+
+255
+00:21:18,580 --> 00:21:24,800
+يعمل تجارب و تجارب ليس أن يعطي القواعد ثم يطلب من
+
+256
+00:21:24,800 --> 00:21:29,440
+الناس ماذا لتتبعها، لا، لكن يعني أنه عمل تجارب و
+
+257
+00:21:29,440 --> 00:21:30,380
+تجارب و بعدها
+
+258
+00:21:33,040 --> 00:21:35,780
+أفكار وقوة صحيح كما لو كانت عملية عملية عملية
+
+259
+00:21:35,780 --> 00:21:36,480
+عملية عملية عملية عملية عملية عملية عملية عملية
+
+260
+00:21:36,480 --> 00:21:38,320
+عملية عملية عملية عملية عملية عملية عملية عملية
+
+261
+00:21:38,320 --> 00:21:39,700
+عملية عملية عملية عملية عملية عملية عملية عملية
+
+262
+00:21:39,700 --> 00:21:40,240
+عملية عملية عملية عملية عملية عملية عملية عملية
+
+263
+00:21:40,240 --> 00:21:41,240
+عملية عملية عملية عملية عملية عملية عملية عملية
+
+264
+00:21:41,240 --> 00:21:41,880
+عملية عملية عملية عملية عملية عملية عملية عملية
+
+265
+00:21:41,880 --> 00:21:41,960
+عملية عملية عملية عملية عملية عملية عملية عملية
+
+266
+00:21:41,960 --> 00:21:41,980
+عملية عملية عملية عملية عملية عملية عملية عملية
+
+267
+00:21:41,980 --> 00:21:43,380
+عملية عملية
+
+268
+00:21:57,110 --> 00:22:01,230
+صحيح؟ عن ما يحدث و .. و كما قلت لك في شكل عبارة عن
+
+269
+00:22:01,230 --> 00:22:03,430
+عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن
+
+270
+00:22:03,430 --> 00:22:05,170
+عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة
+
+271
+00:22:05,170 --> 00:22:05,210
+عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن
+
+272
+00:22:05,210 --> 00:22:06,330
+عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة
+
+273
+00:22:06,330 --> 00:22:06,450
+عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن
+
+274
+00:22:06,450 --> 00:22:14,930
+عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة
+
+275
+00:22:14,930 --> 00:22:25,650
+عن ع
+
+276
+00:22:26,590 --> 00:22:32,470
+ما كان مشكلته الرئيسية لعريستوتل؟ سنجد، عريستوتل
+
+277
+00:22:32,470 --> 00:22:39,610
+كشخص قال،
+
+278
+00:22:39,610 --> 00:22:42,870
+انا
+
+279
+00:22:42,870 --> 00:22:53,500
+اتفق مع أستاذيتي أن كل الفن مبني على الانتقالI
+
+280
+00:22:53,500 --> 00:22:57,180
+agree with my own teacher who is his own teacher
+
+281
+00:22:57,180 --> 00:23:02,540
+again Plato that all arts are based on imitation
+
+282
+00:23:02,540 --> 00:23:06,160
+yeah
+
+283
+00:23:06,160 --> 00:23:10,540
+good but I mean I have nothing I mean against
+
+284
+00:23:10,540 --> 00:23:14,000
+imitation but who said that imitation is wrong
+
+285
+00:23:14,000 --> 00:23:17,640
+right who says imitation is not creative right
+
+286
+00:23:17,640 --> 00:23:21,860
+yeah so he found that imitation is yes sister
+
+287
+00:23:24,100 --> 00:23:30,440
+الحياة .. حياتنا حقيقية و جيدة تتعامل مع إدعاء
+
+288
+00:23:30,440 --> 00:23:34,880
+حياتنا و أرستوطين .. و أرستوطين كانوا موجودين في
+
+289
+00:23:34,880 --> 00:23:40,280
+.. موجودين في .. موجودين في .. موجودين في إعادة
+
+290
+00:23:40,280 --> 00:23:44,120
+حياة تتعامل مع إدعاء نفسها تتعامل مع إدعاء نفسها
+
+291
+00:23:44,120 --> 00:23:44,300
+تتعامل مع إدعاء نفسها تتعامل مع إدعاء نفسها تتعامل
+
+292
+00:23:44,300 --> 00:23:45,480
+مع إدعاء نفسها تتعامل مع إدعاء نفسها تتعامل مع
+
+293
+00:23:45,480 --> 00:23:47,660
+إدعاء نفسها تتعامل مع إدعاء نفسها تتعامل مع إدعاء
+
+294
+00:23:47,660 --> 00:23:52,440
+نفسها تتعامل مع إدعاء نفسها تتعامل مع إدعاء نفسها
+
+295
+00:23:52,440 --> 00:23:56,230
+تتعصحيح؟ لسنا نتكلم عن فلسفةهم بشكل عام ولكننا ..
+
+296
+00:23:56,230 --> 00:24:00,570
+نهتم برأيهم مرتبط إلى ماذا؟ مرتبط إلى الكتابة.
+
+297
+00:24:01,490 --> 00:24:04,930
+لذلك قال أريستوطيل أنا لا أجد أي شيء خاطئ في
+
+298
+00:24:04,930 --> 00:24:09,910
+التجارب. أنا لا أجد أي شيء خاطئ في تجارب. لماذا
+
+299
+00:24:09,910 --> 00:24:15,630
+نعتبر التجارب خاطئة؟ لماذا؟ إنها شيء طبيعي، صحيح؟
+
+300
+00:24:15,630 --> 00:24:19,430
+هناك شيء .. قال إنه سعادة طبيعية، صحيح؟ في
+
+301
+00:24:19,430 --> 00:24:26,310
+التجارب، صحيح؟that how can we learn our own
+
+302
+00:24:26,310 --> 00:24:30,070
+conduct as human beings؟ how do we learn to speak؟
+
+303
+00:24:30,070 --> 00:24:35,480
+by imitation right؟ that imitation is partمن
+
+304
+00:24:35,480 --> 00:24:39,780
+حياتنا الخاصة، صحيح؟ نتعلم أن نمشي، نتعلم أن
+
+305
+00:24:39,780 --> 00:24:43,180
+نتحدث، نتعلم أن نتعامل مع الناس ب .. بـ Imitation.
+
+306
+00:24:43,600 --> 00:24:47,240
+هذا لا يعني أننا مقاطعين من الناس التي نمشي منها.
+
+307
+00:24:47,460 --> 00:24:50,780
+لا، لسنا مقاطعين، سيكون لدينا دائما .. نتعلم من
+
+308
+00:24:50,780 --> 00:24:55,260
+خلال Imitation، لكن هذا لا يعني أننا مقاطعين، لا،
+
+309
+00:24:55,260 --> 00:24:56,180
+نعم ،
+
+310
+00:25:04,250 --> 00:25:08,070
+بالضبط، شكرا جزيلا لك بالإضافة إلى نظرية المشاركة،
+
+311
+00:25:08,070 --> 00:25:14,650
+نظرية المشاركة، نظرية المشاركة، نظرية المشاركة،
+
+312
+00:25:14,650 --> 00:25:18,730
+نظرية المشاركة، نظرية المشاركة، نظرية المشاركة،
+
+313
+00:25:18,730 --> 00:25:19,290
+نظرية المشاركة، نظرية المشاركة، نظرية المشاركة،
+
+314
+00:25:19,290 --> 00:25:19,710
+نظرية المشاركة، نظرية المشاركة، نظرية المشاركة،
+
+315
+00:25:19,710 --> 00:25:22,830
+نظرية المشاركة، نظرية المشاركة، نظرية المشاركة،
+
+316
+00:25:22,830 --> 00:25:28,930
+نظرية المشاركة، نظرية المشاركة، نظرية المشاركة،
+
+317
+00:25:28,930 --> 00:25:31,950
+نظرية
+
+318
+00:25:31,950 --> 00:25:35,760
+المشاركة، نظريةلا يعني أننا نصبح .. صحيح؟ كوبيزات
+
+319
+00:25:35,760 --> 00:25:40,600
+استيريوتيبية، صحيح؟ لا، سنحصل دائما على شيء مختلف،
+
+320
+00:25:40,600 --> 00:25:43,980
+خياراتنا الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة
+
+321
+00:25:43,980 --> 00:25:45,180
+الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة
+
+322
+00:25:45,180 --> 00:25:46,300
+الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة
+
+323
+00:25:46,300 --> 00:25:46,820
+الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة
+
+324
+00:25:46,820 --> 00:25:48,740
+الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة
+
+325
+00:25:48,740 --> 00:25:48,940
+الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة الخاصة
+
+326
+00:25:48,940 --> 00:25:55,440
+الخاصة
+
+327
+00:25:55,440 --> 00:26:01,280
+الخاصة
+
+328
+00:26:01,310 --> 00:26:05,530
+ماذا يعني ثقافتنا؟ ثقافتنا هي ما أسميه عملية
+
+329
+00:26:05,530 --> 00:26:11,210
+مجتمعية، عملية مجتمعية تتعلم ما يجعل ثقافة العرب
+
+330
+00:26:11,210 --> 00:26:17,010
+أو ثقافة العرب مختلفة من الناس السوريين لأنهي
+
+331
+00:26:17,010 --> 00:26:20,550
+لديها مجموعة من الواقعات الصحيحة مجموعة من القواعد
+
+332
+00:26:20,550 --> 00:26:24,090
+مجموعة من المؤمنين صحيح؟ هذا يجعلهم مختلفين من
+
+333
+00:26:24,090 --> 00:26:28,490
+الأخرين صحيح؟ كيف اكتشفوا هذه القواعد والتعامل؟
+
+334
+00:26:28,490 --> 00:26:32,810
+بإمتاغ بإمتاغ ولهذا هذا ما يقوله أن هناك سعادة
+
+335
+00:26:32,810 --> 00:26:36,150
+طبيعي في الإمتاغ صحيح؟ نحن نعمل الإمتاغ ولكننا
+
+336
+00:26:36,150 --> 00:26:40,530
+نبني خياراتنا الخاصة هناك نوع من الخيارات الخاصة
+
+337
+00:26:40,530 --> 00:26:47,810
+في الإمتاغ صحيح؟ صحيح؟ مثل مثل هذاWhen a painter
+
+338
+00:26:47,810 --> 00:26:51,010
+paints a tree, does he paint every single leaf?
+
+339
+00:26:51,270 --> 00:26:54,590
+No, of course not. Right? What does he paint?
+
+340
+00:26:55,590 --> 00:27:03,290
+General image. Yeah. What does he paint? He paints
+
+341
+00:27:03,290 --> 00:27:07,310
+what he finds a beautiful system. He is not a
+
+342
+00:27:07,310 --> 00:27:12,820
+photocopier. He is not a cellphone.ولكن مرشد مرشد
+
+343
+00:27:12,820 --> 00:27:17,620
+ما يجده جميل في تلك الشجرة، صحيح؟ ومن الواضح أنه
+
+344
+00:27:17,620 --> 00:27:23,320
+لا يصنع صورة كتابة، صورة كتابة للشجرة، ولكنه يوضح
+
+345
+00:27:23,320 --> 00:27:28,060
+خيارته الخاصة في استخدام الليلة، في المبادرة، وفي
+
+346
+00:27:28,060 --> 00:27:32,800
+كل شيء، حتى في الضوء، ولهذا السبب، لا يصنع مرشد
+
+347
+00:27:32,800 --> 00:27:35,480
+مرشد مرشد،
+
+348
+00:27:41,430 --> 00:27:46,230
+reality of his own he's making a new reality of
+
+349
+00:27:46,230 --> 00:27:50,770
+his own right he paints what he finds beautiful
+
+350
+00:27:50,770 --> 00:27:57,520
+what he finds attractive rightولذلك نقول إنه نوع
+
+351
+00:27:57,520 --> 00:28:03,320
+من الوضع المخلص للتواصل الواقعي لتواصل الواقع
+
+352
+00:28:03,320 --> 00:28:03,360
+لتواصل الواقع لتواصل الواقع لتواصل الواقع لتواصل
+
+353
+00:28:03,360 --> 00:28:08,560
+الواقع لتواصل الواقع لتواصل الواقع لتواصل الواقع
+
+354
+00:28:08,560 --> 00:28:09,500
+لتواصل الواقع لتواصل الواقع لتواصل الواقع لتواصل
+
+355
+00:28:09,500 --> 00:28:10,660
+الواقع لتواصل الواقع لتواصل الواقع لتواصل الواقع
+
+356
+00:28:10,660 --> 00:28:11,720
+لتواصل الواقع لتواصل الواقع لتواصل الواقع لتواصل
+
+357
+00:28:11,720 --> 00:28:20,120
+الواقع لتواصل الواقع لتواصل الواقع لتواصل
+
+358
+00:28:20,120 --> 00:28:25,460
+الوارأيه وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته
+
+359
+00:28:25,460 --> 00:28:27,160
+وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته
+
+360
+00:28:27,160 --> 00:28:29,040
+وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته
+
+361
+00:28:29,040 --> 00:28:30,900
+وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته
+
+362
+00:28:30,900 --> 00:28:33,140
+وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته
+
+363
+00:28:33,140 --> 00:28:40,700
+وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته وخصوصته
+
+364
+00:28:40,700 --> 00:28:45,300
+وخصوصته
+
+365
+00:28:45,300 --> 00:28:48,180
+وخصو
+
+366
+00:28:48,400 --> 00:28:54,200
+سنسميها موصفة مخلوقية بدلا من أن نسميها .. إمتاحية
+
+367
+00:28:54,200 --> 00:28:58,880
+.. إمتاحية، صحيح؟ لربما لا يكونوا .. أعني ..
+
+368
+00:28:58,880 --> 00:29:02,600
+مختلفين عن بعضهم البعض، ولكن بمجرد ذلك، يظهر أن
+
+369
+00:29:02,600 --> 00:29:04,520
+الأول هو مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+370
+00:29:04,520 --> 00:29:04,600
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+371
+00:29:04,600 --> 00:29:05,480
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+372
+00:29:05,480 --> 00:29:16,280
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد م
+
+373
+00:29:19,220 --> 00:29:25,080
+صحيح فقال مرة أخرى أن كل شيء مميز ولكن لا شيء خاطئ
+
+374
+00:29:25,080 --> 00:29:28,620
+في المميزة لا شيء خاطئ في المميزة لماذا؟ لأننا
+
+375
+00:29:28,620 --> 00:29:33,860
+لدينا سعادة طبيعية أولا في المميزة والثانية لأن
+
+376
+00:29:33,860 --> 00:29:39,920
+المميزة ليست مميزة ليست مميزة هي ماذا؟ موضوع مخلوق
+
+377
+00:29:39,920 --> 00:29:47,280
+مخلوق من الحقيقة مخلوق وما يعنيه بالحقيقة؟
+
+378
+00:29:49,540 --> 00:29:56,440
+هنا، أنا أذكركم، الحقيقة هي ما هو الآن وما هو هنا،
+
+379
+00:29:56,440 --> 00:30:01,160
+ولكن بلوتو، الحقيقة هي، صحيح؟ الواحد هناك، الواحد
+
+380
+00:30:01,160 --> 00:30:04,220
+اللي ما نعرفه، الواحد اللي .. الواحد اللي ليس
+
+381
+00:30:04,220 --> 00:30:11,980
+موجود، الواحد اللي ليس موجود، صحيح؟So here he says
+
+382
+00:30:11,980 --> 00:30:14,840
+that they don't photocopy the world, but they
+
+383
+00:30:14,840 --> 00:30:17,640
+select what they find beautiful and what they find
+
+384
+00:30:17,640 --> 00:30:23,220
+worthy, not like history, right? Right. I usually
+
+385
+00:30:23,220 --> 00:30:26,100
+ask the students, right? Do you know what is the
+
+386
+00:30:26,100 --> 00:30:30,720
+difference between art and history? And they make
+
+387
+00:30:30,720 --> 00:30:36,370
+some right answers whichit doesn't touch what I
+
+388
+00:30:36,370 --> 00:30:40,430
+want to say. So if I .. I'm going to ask you the
+
+389
+00:30:40,430 --> 00:30:43,770
+same question. Do you know is there any difference
+
+390
+00:30:43,770 --> 00:30:48,790
+between history and literature? Yes. History
+
+391
+00:30:48,790 --> 00:30:52,750
+mentions everything. The good and the bad things
+
+392
+00:30:52,750 --> 00:30:56,110
+that like might have happened while literature
+
+393
+00:30:56,110 --> 00:31:02,420
+onlyExcellent. Good. But both of them sister they
+
+394
+00:31:02,420 --> 00:31:07,220
+.. the history and literature they are a record of
+
+395
+00:31:07,220 --> 00:31:11,100
+the human experience. Both of them they might have
+
+396
+00:31:11,100 --> 00:31:16,310
+the same definition. Right?رقم من تجربة الإنسان في
+
+397
+00:31:16,310 --> 00:31:21,410
+حياته، في حياته، صحيح؟ لكن الأول كما قلت لك،
+
+398
+00:31:21,410 --> 00:31:26,990
+الكتابة هي رقم مختلف من تجربة الإنسان، والتاريخ هي
+
+399
+00:31:26,990 --> 00:31:31,030
+رقم مجتمع، صحيح، من تجربة الإنسان. أستطيع، أستطيع،
+
+400
+00:31:31,030 --> 00:31:35,470
+أستطيع أفكار به. نعم، أرجوك. لأنني أتذكر قصة من
+
+401
+00:31:35,470 --> 00:31:39,010
+وينسون ترتشل، قال إن التاريخ مكتوب من الانفجار.
+
+402
+00:31:39,350 --> 00:31:42,290
+نعم، هذا صحيح. نعم، نعم. نستطيع أيضًا أن نتغيرها.
+
+403
+00:31:42,290 --> 00:31:48,780
+نعم.صحيح؟ نعم انا اتفق بهذا و انا اتفق ان التاريخ
+
+404
+00:31:48,780 --> 00:31:52,720
+.. تاريخ لا يمكنك أن تعتمد عليه لأنه .. أخبرتك من
+
+405
+00:31:52,720 --> 00:31:57,880
+أول حاجة أن الوضع الواضح هو فرصة اعتبارية حتى من
+
+406
+00:31:57,880 --> 00:32:03,780
+يقولوا أننا مستخدمين الوضع الواضح هم ليسوا هم ..
+
+407
+00:32:03,780 --> 00:32:06,120
+ليسوا .. تاريخ لا يمكن أن يكونوا مختلفين صحيح؟ هم
+
+408
+00:32:06,120 --> 00:32:10,020
+.. هم مختلفين جدا صحيح؟ لسنا لن نغيّر الدراسة
+
+409
+00:32:10,020 --> 00:32:15,020
+لتصبح دراسة تاريخ صحيح؟ لأن .. نعم أرجوكThey want
+
+410
+00:32:15,020 --> 00:32:17,500
+to show their culture. They just give us the
+
+411
+00:32:17,500 --> 00:32:19,860
+beautiful image. Yes. But they .. but they hide
+
+412
+00:32:19,860 --> 00:32:21,880
+everything bad about their culture, about their
+
+413
+00:32:21,880 --> 00:32:23,760
+history. Right. Yes. Good. Okay. It's like when
+
+414
+00:32:23,760 --> 00:32:27,200
+you read about the tea party for example, like
+
+415
+00:32:27,200 --> 00:32:30,560
+which happened in America. Yes. If you read it for
+
+416
+00:32:30,560 --> 00:32:33,320
+.. like if you read something in a British book,
+
+417
+00:32:33,520 --> 00:32:36,400
+you'll read it in a totally different way from
+
+418
+00:32:36,400 --> 00:32:39,580
+reading it from like a .. an American perspective.
+
+419
+00:32:40,690 --> 00:32:46,970
+الشيء نفسه عندما نقرأ عن قصتنا كقصة المسلمين إذا
+
+420
+00:32:46,970 --> 00:32:52,470
+قرأت نفس .. أنا أقصد مقالة من نظر المسلمين ستكون
+
+421
+00:32:52,470 --> 00:32:56,910
+مختلفة تمامًا، نعم، نعم، بفضل الله و القصة تقرأ كل
+
+422
+00:32:56,910 --> 00:33:01,890
+شيء ولكن القصة تقرأ فقط أهمية أو لا تذهب بعيدًا
+
+423
+00:33:01,890 --> 00:33:05,750
+إذا قرأت القصة الفلسطينية مننا و قرأتها من الجيس
+
+424
+00:33:05,750 --> 00:33:12,600
+أو الإسرائيلحتى من الانتصارات الفلسطينية، صحيح؟
+
+425
+00:33:12,600 --> 00:33:17,440
+التاريخ مختلف، التاريخ مختلف، صحيح؟ صحيح، و لذلك،
+
+426
+00:33:17,440 --> 00:33:22,480
+صحيح، ماذا يجب أن نقول أن هذا ما يجعل الأشياء
+
+427
+00:33:22,480 --> 00:33:28,020
+مخلصة في اللغة؟ نقطة أربعة، صحيح؟ هو اتفق مع علمه
+
+428
+00:33:28,020 --> 00:33:31,340
+نفسه بأن كل الفن مخصص للإمتحان، ولكن ليس كل
+
+429
+00:33:31,340 --> 00:33:36,940
+الإمتحان مثلها، من يستطيع أن يشرح هذا لي؟
+
+430
+00:33:40,700 --> 00:33:46,240
+محددة الدين، Yes please حضرتك Yeah, they're not
+
+431
+00:33:46,240 --> 00:33:48,680
+all the same because we don't take the imitation
+
+432
+00:33:48,680 --> 00:33:50,980
+and reflect it on a mirror, but every single
+
+433
+00:33:50,980 --> 00:33:53,260
+person has his own creative self and his own
+
+434
+00:33:53,260 --> 00:33:56,240
+personality, so he sees the perfection in it and
+
+435
+00:33:56,240 --> 00:33:59,300
+puts it in the poem or in the image, so that's why
+
+436
+00:33:59,300 --> 00:34:03,060
+literature or art is different from one person to
+
+437
+00:34:03,060 --> 00:34:05,960
+another Yeah, thank you, thank you, someone else,
+
+438
+00:34:06,240 --> 00:34:11,860
+yesكل العلماء كانوا يستخدمون الانتقال في عملهم،
+
+439
+00:34:11,860 --> 00:34:16,000
+لكن إذا كنت تبحث عن كل عمل لهم، ستجدون شيء مختلف
+
+440
+00:34:16,000 --> 00:34:20,920
+بينهم، لذلك كل واحد .. كل واحد يظهر فكرةه، فكرةه
+
+441
+00:34:20,920 --> 00:34:23,520
+بطريقة مختلفة، لكن في نفس الفكرة اللي هي موجودة في
+
+442
+00:34:23,520 --> 00:34:24,000
+الدراسة.
+
+443
+00:34:27,620 --> 00:34:32,380
+لعين طبيعي و الاخرين يمكنهم أن يكونوا مع 4 او 5
+
+444
+00:34:32,380 --> 00:34:35,460
+رأس ولكن الشيء اللذي نفسه هو انهم يحصلوا على
+
+445
+00:34:35,460 --> 00:34:39,080
+خياراتهم أو فكرةهم من نفس اللعين ولكنهم كانوا
+
+446
+00:34:39,080 --> 00:34:41,740
+موجودين في موقعين مختلفة واحد كان يبدو كشخص غير
+
+447
+00:34:41,740 --> 00:34:46,000
+حقيقي والآخر كاللعين او شيء مثل هذا نعم هو على
+
+448
+00:34:46,000 --> 00:34:50,140
+خياراته، هذا كيف يرى الأشياء نعم نرى البطاريق من
+
+449
+00:34:50,140 --> 00:34:52,720
+مجموعات مختلفة، هذه السبب لدينا مجموعات مختلفة
+
+450
+00:34:54,320 --> 00:34:59,320
+صحيح، أجل، صحيح، ولكننا نحتاج إلى أكتر مصطلحات،
+
+451
+00:34:59,320 --> 00:35:03,180
+صحيح؟ نعم، نفس الشيء، نحن نرى الأشياء بطريقة
+
+452
+00:35:03,180 --> 00:35:06,280
+مختلفة، إنها مختلفة جدًا، لذا نرى الأشياء بطريقة
+
+453
+00:35:06,280 --> 00:35:09,960
+مختلفة، لذا يمكننا أن نقول إنها مختلفة؟ صحيح، أنه
+
+454
+00:35:09,960 --> 00:35:12,800
+عملتها بهذه الطريقة، أنه عملتها بهذه الطريقة، قال
+
+455
+00:35:12,800 --> 00:35:16,380
+إن كل الفن، كل الفن مختلفة
+
+456
+00:35:17,880 --> 00:35:21,800
+but we cannot .. I mean .. I mean make the same
+
+457
+00:35:21,800 --> 00:35:25,780
+balance or the same formula to every type of art
+
+458
+00:35:25,780 --> 00:35:29,000
+let's say we have .. what are the types of arts?
+
+459
+00:35:29,460 --> 00:35:36,740
+we have what? poetry .. poetry .. right .. music
+
+460
+00:35:36,740 --> 00:35:44,260
+.. and we have painting right
+
+461
+00:35:44,630 --> 00:35:47,670
+الدراما جزء من الفيلم Portrait لأن الدراما في ذلك
+
+462
+00:35:47,670 --> 00:35:50,970
+الوقت كان مكتوب باستخدام الفيلم Portrait باستخدام
+
+463
+00:35:50,970 --> 00:35:57,630
+الفيلم Portrait، صح؟ لذلك، نعم، يقول، نعم، جميعهم
+
+464
+00:35:57,630 --> 00:36:03,730
+ممثلين، ثلاثة منهم بالضبط كما كان قوله بلاتو، هم
+
+465
+00:36:03,730 --> 00:36:09,850
+ممثلين، لكن ليس كل الممثلين نفسهم لأنهم يختلفون في
+
+466
+00:36:09,850 --> 00:36:15,490
+مصمم الممثلينin the medium of imitation they
+
+467
+00:36:15,490 --> 00:36:18,750
+differ in the medium of imitation the medium of
+
+468
+00:36:18,750 --> 00:36:22,910
+imitation in poetry it is called words that we use
+
+469
+00:36:22,910 --> 00:36:27,270
+words to imitate right a story in life imitate a
+
+470
+00:36:27,270 --> 00:36:33,190
+story in life but music it uses the melody right
+
+471
+00:36:33,190 --> 00:36:38,530
+the sound the sound right in order to imitate
+
+472
+00:36:39,170 --> 00:36:42,950
+Right? The music of the world. And painting it
+
+473
+00:36:42,950 --> 00:36:48,910
+uses the color right? As a medium of imitation. So
+
+474
+00:36:48,910 --> 00:36:51,670
+the imitation of portrait is not like the
+
+475
+00:36:51,670 --> 00:36:56,610
+imitation of music and it is not like imitation of
+
+476
+00:36:56,610 --> 00:37:01,390
+painting. Let's say even if they have the same
+
+477
+00:37:01,390 --> 00:37:05,270
+medium, they don't have the same manner. I repeat
+
+478
+00:37:05,270 --> 00:37:10,180
+that again. Even ifthey have the same medium they
+
+479
+00:37:10,180 --> 00:37:14,380
+don't have the same manner for example right let's
+
+480
+00:37:14,380 --> 00:37:17,340
+come down here we will take pottery we will take
+
+481
+00:37:17,340 --> 00:37:22,660
+pottery right it pottery it has right the same
+
+482
+00:37:22,660 --> 00:37:31,100
+medium same medium which iswhich is words, right?
+
+483
+00:37:31,540 --> 00:37:36,100
+But pottery can be divided into two major types,
+
+484
+00:37:36,200 --> 00:37:43,380
+two major types. What are they? The epic, epic and
+
+485
+00:37:43,380 --> 00:37:48,100
+the dramatic. At that time they were they were the
+
+486
+00:37:48,100 --> 00:37:51,900
+most important two types of pottery, the epic and
+
+487
+00:37:52,230 --> 00:37:56,390
+the dramatic right? So what is the manner of
+
+488
+00:37:56,390 --> 00:37:59,890
+imitation in the epic? How does the epic imitate?
+
+489
+00:38:00,630 --> 00:38:03,910
+Epic it imitates by narrating a story, by
+
+490
+00:38:03,910 --> 00:38:10,470
+narrating a story. So the epic narrates a story
+
+491
+00:38:10,470 --> 00:38:12,770
+right?
+
+492
+00:38:13,870 --> 00:38:18,450
+while the drama what does it make it acts a story
+
+493
+00:38:18,450 --> 00:38:23,530
+it acts so it imitates by acting performance by
+
+494
+00:38:23,530 --> 00:38:32,450
+action right or we call it performance right andSo
+
+495
+00:38:32,450 --> 00:38:35,230
+I repeat, so poetry it has the same medium which
+
+496
+00:38:35,230 --> 00:38:40,690
+is words, right? Fine. But it doesn't have the
+
+497
+00:38:40,690 --> 00:38:44,030
+same medium of imitation. Why? Because we have
+
+498
+00:38:44,030 --> 00:38:47,870
+epic and we have dramatic. The manner of imitation
+
+499
+00:38:47,870 --> 00:38:52,730
+used by the epic is narration while the manner of
+
+500
+00:38:52,730 --> 00:38:57,550
+imitation by the dramatic is acting, acting the
+
+501
+00:38:57,550 --> 00:39:01,970
+story or performing the story. Soeven if right not
+
+502
+00:39:01,970 --> 00:39:05,030
+all imitations are the same they differ in the
+
+503
+00:39:05,030 --> 00:39:07,230
+medium even if they have the same medium they
+
+504
+00:39:07,230 --> 00:39:10,110
+don't have the same even if they have the same
+
+505
+00:39:10,110 --> 00:39:14,250
+manner they don't have the same object even if
+
+506
+00:39:14,250 --> 00:39:17,970
+كمان مرة هنعيد كمان مرة even if they have the same
+
+507
+00:39:17,970 --> 00:39:21,530
+manner they don't have the same object right
+
+508
+00:39:27,190 --> 00:39:32,370
+حسنًا دعونا نقول أننا لدينا دراما حسنًا دراما
+
+509
+00:39:32,370 --> 00:39:38,410
+حسنًا هنا لديها نفس الموسيقى نفس الموسيقى اللي هو
+
+510
+00:39:38,410 --> 00:39:45,510
+ماذا؟ كلمات حسنًا و لديها نفس .. ماذا؟ طريقة اللي
+
+511
+00:39:45,510 --> 00:39:51,910
+هي؟ حسنًا اللي هي حركة حسنًا ولكنها ليست لديها نفس
+
+512
+00:39:51,910 --> 00:39:54,490
+الموضوع لماذا؟ لأنها يمكن أن تكون مقيمة إلى اتنين
+
+513
+00:39:54,490 --> 00:39:55,690
+التجارب
+
+514
+00:39:57,620 --> 00:40:02,780
+Right and the comedy right right here the tragedy
+
+515
+00:40:02,780 --> 00:40:09,560
+it imitates right a serious serious object object
+
+516
+00:40:09,560 --> 00:40:15,120
+here it refers to a subject right while the comedy
+
+517
+00:40:15,120 --> 00:40:21,950
+it imitates what a trivial right objectSo the
+
+518
+00:40:21,950 --> 00:40:26,030
+subject matter of the tragedy is very serious it
+
+519
+00:40:26,030 --> 00:40:30,490
+shows men better than they are while the comedy it
+
+520
+00:40:30,490 --> 00:40:34,830
+has a trivial object and it shows men worse than
+
+521
+00:40:34,830 --> 00:40:38,850
+they are right so they don't have the same object
+
+522
+00:40:38,850 --> 00:40:44,370
+right so not all arts are all arts are yeah fine
+
+523
+00:40:44,370 --> 00:40:51,670
+they are imitations but we saythat right if they
+
+524
+00:40:51,670 --> 00:40:55,270
+have they they don't have the same medium if they
+
+525
+00:40:55,270 --> 00:40:57,190
+have the same medium they don't have the same
+
+526
+00:40:57,190 --> 00:40:59,530
+manner if they have the same manner they don't
+
+527
+00:40:59,530 --> 00:41:04,290
+have the same object so it will be unfair it will
+
+528
+00:41:04,290 --> 00:41:09,850
+be unfair to make the artist the painter like
+
+529
+00:41:10,380 --> 00:41:16,020
+الروحاني .. الدراماتيست .. لأن تقصيد الروحاني ليس
+
+530
+00:41:16,020 --> 00:41:21,880
+مثل تقصيد الدراماتيست ولكن بلاتو عندما صنع مثال
+
+531
+00:41:21,880 --> 00:41:29,370
+صنع مثال بين الروحاني و .. و هذا اقرار خطأهذه
+
+532
+00:41:29,370 --> 00:41:33,510
+المقالة غير صحيحة في كلمات أخرى عندما تحكم أن
+
+533
+00:41:33,510 --> 00:41:37,570
+الكلمات يجب أن تخرج من المملكة لأنهم يمثلون
+
+534
+00:41:37,570 --> 00:41:42,530
+الممثلات مثل الموسيقى ومثل ماذا مثل المرسلين هذا
+
+535
+00:41:42,530 --> 00:41:48,570
+مثال غير صحيح لذلك كان غير صحيح لإزالة .. لإزالة
+
+536
+00:41:48,570 --> 00:41:55,790
+.. ماذا؟ الكلمات من المملكة لأنك تعتمدت على مجال
+
+537
+00:41:55,790 --> 00:41:59,910
+غير صحيح غير صحيحgrounded which is what saying
+
+538
+00:41:59,910 --> 00:42:02,930
+that all imitations are the same while actually
+
+539
+00:42:02,930 --> 00:42:09,110
+they are not فاهمين؟
+
+540
+00:42:09,110 --> 00:42:13,410
+من فيكم مش فاهمة؟ ان شاء الله واحدة بترفع أيديها
+
+541
+00:42:17,370 --> 00:42:22,610
+Okay. So this all his own point of view is in
+
+542
+00:42:22,610 --> 00:42:26,530
+regards with one point which is the concept of
+
+543
+00:42:26,530 --> 00:42:31,090
+imitation. So in the first part of the poetics his
+
+544
+00:42:31,090 --> 00:42:36,030
+book right he talks about he talks about imitation
+
+545
+00:42:36,030 --> 00:42:40,670
+right then after that he talks about a tragedy
+
+546
+00:42:40,670 --> 00:42:46,230
+aboutالتراجيه ومبادئ التراجيه ثم بعد ذلك يتكلم عن
+
+547
+00:42:46,230 --> 00:42:50,750
+.. صحيح .. الـ epic صحيح و لذلك ما يمكننا أن نقوله
+
+548
+00:42:50,750 --> 00:42:53,150
+اننا انتهينا .. اعني .. نتكلم عن الوضع الرئيسي
+
+549
+00:42:53,150 --> 00:42:58,190
+للجزء الأول من الـ Poetic اللي هو رفيوتله من ما هو
+
+550
+00:42:58,190 --> 00:43:03,350
+.. او من فكيرات عم أستاذه في .. في .. في .. في ..
+
+551
+00:43:03,350 --> 00:43:04,910
+في .. في .. في .. في .. في .. في .. في .. في .. في
+
+552
+00:43:04,910 --> 00:43:05,150
+.. في .. في .. في .. في .. في .. في .. في .. في ..
+
+553
+00:43:05,150 --> 00:43:05,210
+في .. في .. في .. في .. في .. في .. في .. في .. في
+
+554
+00:43:05,210 --> 00:43:05,610
+.. في .. في .. في .. في .. في .. في .. في .. في ..
+
+555
+00:43:05,610 --> 00:43:05,650
+في .. في .. في .. في .. في .. في .. في .. في .. في
+
+556
+00:43:05,650 --> 00:43:08,570
+.. في .. في .. في .. في .. في .. في .. في .. في ..
+
+557
+00:43:08,570 --> 00:43:09,030
+في ..
+
+558
+00:43:12,250 --> 00:43:16,210
+حسنًا، سنتوقف هنا اليوم ونستمر في المرة القادمة إن
+
+559
+00:43:16,210 --> 00:43:20,370
+شاء الله ما سنتحدث عنه في المرة القادمة، سنتحدث عن
+
+560
+00:43:20,370 --> 00:43:25,450
+كونسيب التجارة، ومصطلح التجارة، وما هي أساسيات
+
+561
+00:43:25,450 --> 00:43:27,170
+التجارة بالنسبة لعريستوطل
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/EFFZ8JMy7Wg_raw.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/EFFZ8JMy7Wg_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..72276b99de9f86aeb9393abcca3b5d67c8ee183c
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/EFFZ8JMy7Wg_raw.srt
@@ -0,0 +1,1592 @@
+1
+00:00:20,740 --> 00:00:25,700
+بسم الله الرحمن الرحيم اليوم سوف نكمل مع الرقصات
+
+2
+00:00:25,700 --> 00:00:29,140
+الرومانسية إن شاء الله المرة الأخيرة تحدثنا عن
+
+3
+00:00:29,140 --> 00:00:34,080
+تقديم الرومانسية وأيضًا عن مصادر الانتقال من
+
+4
+00:00:34,080 --> 00:00:39,060
+الرومانسية ما سنفعله اليوم سنبدأ بشرح الرقصات
+
+5
+00:00:39,060 --> 00:00:45,460
+الرومانسية نوع التفكير نحن سنبدأ بطريقة تحديثية
+
+6
+00:00:45,460 --> 00:00:51,900
+ونوع من التجارب التي تظهربعض التفكير الروماني. ما
+
+7
+00:00:51,900 --> 00:00:56,860
+سأريك .. سأريك بعض الصور. سأعطي النار و سأعطيك بعض
+
+8
+00:00:56,860 --> 00:01:02,520
+الصور و ستتجاوزين معي كيف تشعرين عندما تشاهد هذه
+
+9
+00:01:02,520 --> 00:01:09,000
+الصور، صحيح؟ حسنًا، هذا هو الأول. اعطي النار، اعطي
+
+10
+00:01:09,000 --> 00:01:12,700
+النار جميعها، اعطي النار هنا
+
+11
+00:01:26,780 --> 00:01:33,320
+ماذا تفكري من هذه الصورة؟ انا افكر انها تتسبب في
+
+12
+00:01:33,320 --> 00:01:37,900
+جمال الطبيعة و الانهيارات لتجلس بجانها و لتتعامل
+
+13
+00:01:37,900 --> 00:01:41,380
+مع نفسك اريتك تتكلم عن نفسك كيف ستشعر ان تكون في
+
+14
+00:01:41,380 --> 00:01:44,860
+مكان مثل هذا؟ انا اشعر بالسعادة و المجتمع العالمي
+
+15
+00:01:45,620 --> 00:01:50,060
+هل تحب أن تكون هنا وحدك؟ نعم وحدك؟ نعم نعم نعم نعم
+
+16
+00:01:50,060 --> 00:01:50,340
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+17
+00:01:50,340 --> 00:01:52,040
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+18
+00:01:52,040 --> 00:01:52,040
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+19
+00:01:52,040 --> 00:01:52,960
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+20
+00:01:52,960 --> 00:01:54,600
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+21
+00:01:54,600 --> 00:01:54,840
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+22
+00:01:54,840 --> 00:01:56,300
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+23
+00:01:56,300 --> 00:01:58,240
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+24
+00:01:58,240 --> 00:02:09,200
+نعم نعم ن
+
+25
+00:02:11,990 --> 00:02:14,490
+it's really gloomy and nature in here is gloomy
+
+26
+00:02:14,490 --> 00:02:17,230
+and black and like as if it's like a mud and it's
+
+27
+00:02:17,230 --> 00:02:19,330
+serious you don't find any beauty in such a
+
+28
+00:02:19,330 --> 00:02:22,110
+picture if it's beautiful but it's it's gloomy and
+
+29
+00:02:22,110 --> 00:02:24,470
+it makes me peaceful but a little bit stressful do
+
+30
+00:02:24,470 --> 00:02:26,390
+you think what what is the time in the picture
+
+31
+00:02:26,390 --> 00:02:31,830
+probably dawn right the sun is gonna rise in every
+
+32
+00:02:31,830 --> 00:02:37,750
+minute right or it already set okay someone else
+
+33
+00:02:37,750 --> 00:02:44,190
+yes pleaseI want to go there and be isolated from
+
+34
+00:02:44,190 --> 00:02:49,250
+the whole world. Right. Okay. So I mean would you
+
+35
+00:02:49,250 --> 00:02:52,270
+feel .. would you like to be in a solitary state?
+
+36
+00:02:52,410 --> 00:02:55,350
+I mean not in a company with someone else? Yes.
+
+37
+00:02:55,570 --> 00:02:58,770
+Yeah. For a while I would like to do that. Right.
+
+38
+00:02:59,090 --> 00:03:03,010
+Yes. Yes please. Let me be on the fly again. I
+
+39
+00:03:03,010 --> 00:03:08,370
+don't want to be in loneliness, dirty.Right. What
+
+40
+00:03:08,370 --> 00:03:12,710
+do you think of the .. the fog here, right? And
+
+41
+00:03:12,710 --> 00:03:17,270
+the forest, the dark forest, right? Does it give
+
+42
+00:03:17,270 --> 00:03:18,330
+you a sense of awe?
+
+43
+00:03:21,330 --> 00:03:27,510
+Right. Right.نعم، إنها جميلة. إنها جميلة للغاية.
+
+44
+00:03:28,370 --> 00:03:33,050
+صحيح؟ ومن أي شخص يقول إنها ليست جميلة، يحتاجون أن
+
+45
+00:03:33,050 --> 00:03:37,270
+يتفكّروا. صحيح؟ إنها جميلة. لكن في نفس الوقت،
+
+46
+00:03:37,270 --> 00:03:42,530
+يعطيني شعور من أو. ماذا يعني .. هل أعني ب .. ب أو؟
+
+47
+00:03:42,530 --> 00:03:48,940
+صحيح؟ أو، أعني أنني قليل من خائف. صحيح؟لسة مخيفة،
+
+48
+00:03:48,940 --> 00:03:56,200
+لسة خيفة، ولكن مجرد او، صح؟ احساس او، لماذا؟ لأنني
+
+49
+00:03:56,200 --> 00:04:02,080
+لا أعرف ما في ذلك الصحراء، بسبب الحرق، بسبب
+
+50
+00:04:02,080 --> 00:04:07,420
+المسرح، صح؟ في كلمات أخرى، صح؟ ربما لن أكون آسف
+
+51
+00:04:07,420 --> 00:04:12,110
+إذا كنت هناك وحديحسنًا؟ لكن في شركة قد تكون
+
+52
+00:04:12,110 --> 00:04:16,710
+تستمتع، قد تكون تستمتع، حسنًا؟ انا .. انا أيضًا ..
+
+53
+00:04:16,710 --> 00:04:18,010
+ات .. ات .. ات .. ات .. ات .. ات .. ات .. ات .. ات
+
+54
+00:04:18,010 --> 00:04:19,830
+.. ات .. ات .. ات .. ات .. ات .. ات .. ات .. ات ..
+
+55
+00:04:19,830 --> 00:04:20,230
+ات .. ات .. ات .. ات .. ات .. ات .. ات .. ات .. ات
+
+56
+00:04:20,230 --> 00:04:20,330
+.. ات .. ات .. ات .. ات .. ات .. ات .. ات .. ات ..
+
+57
+00:04:20,330 --> 00:04:21,870
+ات .. ات .. ات .. ات .. ات .. ات .. ات .. ات .. ات
+
+58
+00:04:21,870 --> 00:04:22,550
+.. ات .. ات .. ات .. ات .. ات .. ات .. ات .. ات ..
+
+59
+00:04:22,550 --> 00:04:25,750
+ات .. ات .. ات .. ات .. ات .. ات .. ات ..
+
+60
+00:04:25,750 --> 00:04:28,170
+ات ..
+
+61
+00:04:31,160 --> 00:04:36,580
+أتيت من ماذا؟ من الغابة. أسأل نفسي كيف أشعر؟ هل
+
+62
+00:04:36,580 --> 00:04:40,380
+أشعر بسهولة أو ليس بسهولة؟ سلسلة من الأسئلة التي
+
+63
+00:04:40,380 --> 00:04:44,760
+تأتي إلى عقلي، هذا ما .. كيف أشعر، صحيح؟ نفس الشيء
+
+64
+00:04:44,760 --> 00:04:50,740
+يحدث هنا، انظر لهذا، صحيح؟ ماذا تفكر في هذه
+
+65
+00:04:50,740 --> 00:05:04,730
+الصورة؟ صحيح؟ نعم، نعم، أرجوكWhy? Cry. Right. Do
+
+66
+00:05:04,730 --> 00:05:08,390
+you wish that we have such scenes in our country
+
+67
+00:05:08,390 --> 00:05:12,350
+here? To enjoy them? It makes you feel at peace
+
+68
+00:05:12,350 --> 00:05:15,730
+but at the same time it's like if you want to be
+
+69
+00:05:15,730 --> 00:05:19,050
+alone, if I want to be alone, I would go there. If
+
+70
+00:05:19,050 --> 00:05:22,990
+I'm just like sick of the world, I would go there.
+
+71
+00:05:23,410 --> 00:05:28,450
+Right. Good. Right. Something else.أجل، أرجوك هذه
+
+72
+00:05:28,450 --> 00:05:34,130
+الصورة تحفظني من الضغط الإيماني، أحب أن أكون هناك
+
+73
+00:05:34,130 --> 00:05:39,350
+يوم ما لأن هذه الصورة الطبيعية تشير إلى قوة الله،
+
+74
+00:05:39,350 --> 00:05:44,410
+أعني أنني سأنظر إلى كل شيء، كل قهوة، مثل السماء،
+
+75
+00:05:44,410 --> 00:05:52,490
+مثل كل شيء، لذلك تشير إلى قوة الله صح، جيد، أخبرني
+
+76
+00:05:52,490 --> 00:05:58,420
+على نفس الوقت، صح؟هل تجد هذه الصورة جميلة او لا؟
+
+77
+00:05:58,420 --> 00:06:04,800
+هل تحب الجمال داخلها؟ نعم، نعم، نعم، نعم، نعم،
+
+78
+00:06:04,800 --> 00:06:04,800
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+79
+00:06:04,800 --> 00:06:04,800
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+80
+00:06:04,800 --> 00:06:05,520
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+81
+00:06:05,520 --> 00:06:06,860
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+82
+00:06:06,860 --> 00:06:06,860
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+83
+00:06:06,860 --> 00:06:18,000
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم
+
+84
+00:06:18,850 --> 00:06:23,010
+أنا فقط أردت أن أتكلم عن السؤال السابق عن المكان
+
+85
+00:06:23,010 --> 00:06:27,350
+إذا كنت لوحدي في هذا المكان و كنت تستمر في الحفاظ
+
+86
+00:06:27,350 --> 00:06:32,550
+على الطبيعة هذا سيجعلك تشعر أن هناك شيء جميل في
+
+87
+00:06:32,550 --> 00:06:35,610
+الحياة التي عليك أن تعيش معها وهو الطبيعة إنها
+
+88
+00:06:35,610 --> 00:06:39,310
+مصادر الحفاظ على أن تكون سعيدة من أن تكون عائلة و
+
+89
+00:06:39,310 --> 00:06:43,210
+أشياء أخرى لذلك، هل تحب أن ت .. حسنا، لمدى وقت؟
+
+90
+00:06:43,210 --> 00:06:52,110
+لمدى وقت؟ لمدى وقت؟ ربما أسبوعOne week. I mean in
+
+91
+00:06:52,110 --> 00:06:55,090
+such .. in such nature far away from the city, far
+
+92
+00:06:55,090 --> 00:06:57,450
+away from your laptop, far away from your
+
+93
+00:06:57,450 --> 00:06:59,590
+cellphone, for how long? I think one week it's
+
+94
+00:06:59,590 --> 00:07:02,290
+really .. I think one week it's really amazing
+
+95
+00:07:02,290 --> 00:07:04,750
+thing because in Gaza we live a lot .. a lot like
+
+96
+00:07:04,750 --> 00:07:07,210
+.. a lot bad actions in Gaza, so one week it's ..
+
+97
+00:07:07,210 --> 00:07:10,050
+Good, it means that you .. you wouldn't prefer
+
+98
+00:07:10,050 --> 00:07:15,050
+right living there forever.No forever no. Why? So
+
+99
+00:07:15,050 --> 00:07:17,850
+you are not romantic sister, right? You are not
+
+100
+00:07:17,850 --> 00:07:22,030
+romantic at all. Yes please. I would live there
+
+101
+00:07:22,030 --> 00:07:24,570
+forever but with my family around me. Your family
+
+102
+00:07:24,570 --> 00:07:28,470
+and your laptop, cell phone, right? No wifi?
+
+103
+00:07:29,390 --> 00:07:29,950
+Right.
+
+104
+00:07:37,230 --> 00:07:43,230
+حسنًا، لذلك هذه الصورة، صحيح؟ أحضرتها من أجل أن
+
+105
+00:07:43,230 --> 00:07:47,390
+أشارككم أفكاري. أول شيء أتي إلى عقلي هو أنها
+
+106
+00:07:47,390 --> 00:07:52,670
+جميلة. صحيح؟ أقدرها. يعطيني شعور فرح. أسأل أسئلة.
+
+107
+00:07:53,070 --> 00:07:59,540
+أسأل أسئلة عنمن قد يكون هناك؟ من قد مات ومشاهد هذه
+
+108
+00:07:59,540 --> 00:08:05,140
+الصورة قبلي؟ من هو الله الأعظم، قوة الله اللي صنع
+
+109
+00:08:05,140 --> 00:08:09,420
+بهذه الجمال؟ صحيح؟ حسنًا؟ هل أحب أن أبقى هناك
+
+110
+00:08:09,420 --> 00:08:11,920
+دائمًا أو لا؟ الكثير من الأسئلة التي تأتي إلى
+
+111
+00:08:11,920 --> 00:08:15,740
+عقلي، رأي من ماذا؟ من المحقق، صحيح؟ فأولًا، الشعور
+
+112
+00:08:15,740 --> 00:08:20,380
+الأول هو ماذا؟All right, a sense of wonder. Also I
+
+113
+00:08:20,380 --> 00:08:23,100
+want to be comfortable one hundred percent. I will
+
+114
+00:08:23,100 --> 00:08:28,300
+have right a sense of oh a sense of oh right as
+
+115
+00:08:28,300 --> 00:08:31,080
+well as the third feeling which is the
+
+116
+00:08:31,080 --> 00:08:36,830
+appreciation of beautyوهي الهيئة المحلية
+
+117
+00:08:36,830 --> 00:08:44,370
+للرومانسيزم. أول حركة رومانسيزم هي هذا، صحيح؟ ما
+
+118
+00:08:44,370 --> 00:08:49,810
+أقوله هو هذا، صحيح؟ عقل المسرح، عقل المسرح، لذلك
+
+119
+00:08:49,810 --> 00:08:58,490
+أول مصادر وأول فكرة رومانسيزم كانوا يؤمنوا في عقل
+
+120
+00:08:58,490 --> 00:09:04,160
+المسرح. وماذا نقول عن عقل؟الـ Grand، صحيح؟ وماذا
+
+121
+00:09:04,160 --> 00:09:08,120
+نعنيه بـ Mystery هنا؟ يجب أن نشرح كلمة Mystery،
+
+122
+00:09:08,120 --> 00:09:13,800
+صحيح؟ وكلمة Mystery، صحيح؟ إنها شعور كمplex من أو
+
+123
+00:09:13,800 --> 00:09:18,900
+.. من ماذا؟ أو .. من ماذا؟ في موجودة الامر غير
+
+124
+00:09:18,900 --> 00:09:24,460
+معروف، أو لأن من الأشياء التي لا أعرفها، لا، وشعور
+
+125
+00:09:24,460 --> 00:09:30,590
+من المفاجأة عن الأشياء التي أعرفها، صحيح؟لذلك
+
+126
+00:09:30,590 --> 00:09:36,370
+لدينا أشعارين، أولاً، عجزة و سنصل إلى الثالث، سنصل
+
+127
+00:09:36,370 --> 00:09:41,870
+إلى الثالث، الواحدة التي هي تجارب تجارب الجمال
+
+128
+00:09:41,870 --> 00:09:47,110
+بشكل عادل، صحيح؟ لذلك فإن شعر المسرح هو الهواء
+
+129
+00:09:47,110 --> 00:09:51,840
+المحلق في الكتابة الرومانيةصحيح؟ وعندما أقول هنا
+
+130
+00:09:51,840 --> 00:09:57,440
+صحيح؟ احساس المسرح، ماذا أعني؟ أنك ستجد دائمًا
+
+131
+00:09:57,440 --> 00:10:02,680
+كتابة رومانسية، إما مخصصة بشعور بالإعجاب أو بشعور
+
+132
+00:10:02,680 --> 00:10:10,260
+بالفضل أو صحيح؟ احساس الجمال أو ربما الثلاث مع بعض
+
+133
+00:10:10,260 --> 00:10:15,630
+أو ربما الثلاث مع بعض، هل تفهم ما أقصد؟صحيح؟ لذلك
+
+134
+00:10:15,630 --> 00:10:19,590
+ستجد دائما في .. في .. في الكتابة الرومانية إما ..
+
+135
+00:10:19,590 --> 00:10:23,950
+صحيح؟ تقرير الجمال أو ربما تسأل عديد من الأسئلة،
+
+136
+00:10:23,950 --> 00:10:29,650
+تتسأل أو هناك شعور بـ O و Mystery O و Mystery،
+
+137
+00:10:29,650 --> 00:10:35,510
+حسنًا، صحيح؟ والثلاثة منهم مجموعة مع بعضنا نسميهم
+
+138
+00:10:35,510 --> 00:10:41,030
+Rapture نسميهم ماذا؟ Rapture صحيح؟ لذلك الكتابة
+
+139
+00:10:41,030 --> 00:10:47,470
+الرومانية مخصصة من؟So the first thing that we
+
+140
+00:10:47,470 --> 00:10:52,050
+notice something we feel when we read the romantic
+
+141
+00:10:52,050 --> 00:10:55,770
+poetry, we feel these three feelings either it is
+
+142
+00:10:55,770 --> 00:11:00,490
+dominant by Oh or right wonder or by appreciation
+
+143
+00:11:00,490 --> 00:11:02,410
+of beauty
+
+144
+00:11:04,810 --> 00:11:07,770
+At the same time, there is something else that I
+
+145
+00:11:07,770 --> 00:11:11,450
+would like you, right, to notice. I don't know
+
+146
+00:11:11,450 --> 00:11:14,770
+whether you are familiar with the movies about the
+
+147
+00:11:14,770 --> 00:11:18,030
+old English history. I don't know. Have you seen
+
+148
+00:11:18,030 --> 00:11:23,110
+any movies about King Arthur, for example? No, I
+
+149
+00:11:23,110 --> 00:11:25,170
+read the story. I read the story. Right, but the
+
+150
+00:11:25,170 --> 00:11:28,310
+movies. Have you seen the movie? No. Right? Yeah.
+
+151
+00:11:30,090 --> 00:11:35,710
+مرلين، كينغ آرثر، أي فيلم .. حسنا، هل رأيت فيلم،
+
+152
+00:11:35,710 --> 00:11:40,010
+الذي في الواقع مشهور وقد تم إصلاحه في 2006، وهو
+
+153
+00:11:40,010 --> 00:11:45,220
+Braveheart لـMel Gibson؟ هل رأيت Braveheart؟هل
+
+154
+00:11:45,220 --> 00:11:50,400
+تعرفين شيء مثل هذا؟ إذا رأيت الفيلم اللي يتعود إلى
+
+155
+00:11:50,400 --> 00:11:55,600
+أسابيع تاريخ الإنجليزية والسقوطية، ستجد أن الهواء
+
+156
+00:11:55,600 --> 00:12:04,000
+نفسه غريبexactly like the picture that I just
+
+157
+00:12:04,000 --> 00:12:10,380
+shown to you right that right fog right dark
+
+158
+00:12:10,380 --> 00:12:16,900
+cloudy right the the the ground is green right and
+
+159
+00:12:16,900 --> 00:12:22,140
+right this is what we call it right a medieval a
+
+160
+00:12:22,140 --> 00:12:26,410
+medieval atmosphere a medievalماذا يعني بالهيبة
+
+161
+00:12:26,410 --> 00:12:32,330
+التقليدية؟ الهيبة التي تخيلناها عن الوقتات
+
+162
+00:12:32,330 --> 00:12:36,790
+التقليدية، عن الوقتات التقليدية، صحيح؟ مثل الوقتات
+
+163
+00:12:36,790 --> 00:12:41,290
+السابقة من رجل آرثر أو مثل فيلم ما أخبرتك عنه،
+
+164
+00:12:41,290 --> 00:12:46,330
+Write Brave Heart لـMel Gibson، صحيح؟ولذلك هذه
+
+165
+00:12:46,330 --> 00:12:52,070
+الهواءة لأننا لا نعرف الكثير عنها، لذلك هي غريبة
+
+166
+00:12:52,070 --> 00:12:58,970
+لنا. الأشياء التي لا نعرفها، لذلك هناك نوع من
+
+167
+00:12:58,970 --> 00:13:01,890
+محقق، محقق.
+
+168
+00:13:04,200 --> 00:13:09,920
+أشعار الغابات التي مظلمة تحتاج إلى إكتشاف، ربما
+
+169
+00:13:09,920 --> 00:13:14,020
+قوات محيطية، قوات محيطية مثل قوة ميرلين، الواحد
+
+170
+00:13:14,020 --> 00:13:17,600
+الذي قبل ذلك تحدثت عنه الآن، صح؟ ربما .. صح؟
+
+171
+00:13:19,470 --> 00:13:22,690
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+172
+00:13:22,690 --> 00:13:23,050
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+173
+00:13:23,050 --> 00:13:23,430
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+174
+00:13:23,430 --> 00:13:26,530
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+175
+00:13:26,530 --> 00:13:26,690
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+176
+00:13:26,690 --> 00:13:27,270
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+177
+00:13:27,270 --> 00:13:28,070
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+178
+00:13:28,070 --> 00:13:28,110
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+179
+00:13:28,110 --> 00:13:29,110
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+180
+00:13:29,110 --> 00:13:32,890
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+181
+00:13:32,890 --> 00:13:37,510
+التفاصيل التفاصيل التفاصيل التفاصيل التفاصيل
+
+182
+00:13:37,510 --> 00:13:39,830
+التفاص
+
+183
+00:13:41,020 --> 00:13:43,940
+هذه الفكرة اسمها الفكرة الغوثيكية لأن الفكرة
+
+184
+00:13:43,940 --> 00:13:47,100
+الغوثيكية .. الفكرة الغوثيكية هو .. صحيح كانت تطور
+
+185
+00:13:47,100 --> 00:13:51,920
+بعدها، صحيح؟ في الواقع كجهزة خيفة، صحيح؟ كجهزة
+
+186
+00:13:51,920 --> 00:13:55,040
+خيفة من الكتابة، صحيح؟ نعم، والتي هي جزء من هذا،
+
+187
+00:13:55,040 --> 00:14:00,640
+الكتابة الغوثيكية التي يتعلق على، صحيح؟ كتابة خيفة
+
+188
+00:14:00,640 --> 00:14:07,000
+في مبنى كبير ومظلم، صحيح؟ كاتدرالات، أشياء مثل
+
+189
+00:14:07,000 --> 00:14:12,940
+ذلك، نعملكن نحن نتكلم عن الهيئة العامة للصينية
+
+190
+00:14:12,940 --> 00:14:16,760
+الرومانية بشكل عام، بشكل عام، إنها إما مُشهَرًا
+
+191
+00:14:16,760 --> 00:14:21,520
+بشعور من عزوز، بشعور من عزوز، أو ربما، صحيح؟ إعجاب
+
+192
+00:14:21,520 --> 00:14:26,600
+من الجامعة، أو ربما، صحيح؟ ميستيسام، صحيح؟ الـ
+
+193
+00:14:26,600 --> 00:14:30,080
+Supernatural، صحيح؟ في فلسفتهم وفي الـ
+
+194
+00:14:30,080 --> 00:14:34,980
+Medievalism، أو أحيانًا تجدون أن صينتهم موجودة في
+
+195
+00:14:34,980 --> 00:14:41,370
+الـ Medievalism، صحيح؟حسنًا، الآن سنتقل إلى اتصال
+
+196
+00:14:41,370 --> 00:14:47,870
+اخر اتصالين، انتبه LCD، حسنًا؟ اضغط النار خارجك
+
+197
+00:14:47,870 --> 00:14:55,910
+حسنًا،
+
+198
+00:14:55,910 --> 00:15:07,330
+انظر إلى هذه الصورة، ماذا ترى؟ نعم، أرجوكI see the
+
+199
+00:15:07,330 --> 00:15:09,270
+simple life without machines, without
+
+200
+00:15:09,270 --> 00:15:14,830
+technologies. What kind of a life is this? The
+
+201
+00:15:14,830 --> 00:15:19,950
+life of whom? In the countryside of peasants, of
+
+202
+00:15:19,950 --> 00:15:24,070
+simple people, of common men and their life. Do
+
+203
+00:15:24,070 --> 00:15:28,290
+you find it interesting? Yes. Would you like to be
+
+204
+00:15:28,290 --> 00:15:34,410
+there and work with them? No. No or yes? Yes. Why
+
+205
+00:15:34,410 --> 00:15:35,470
+no and why yes?
+
+206
+00:15:38,380 --> 00:15:42,980
+انها جميلة صح؟ فقط لتشاهدها؟ انها جميلة صح؟ فقط
+
+207
+00:15:42,980 --> 00:15:44,920
+لتشاهدها؟ فقط لتشاهدها؟ فقط لتشاهدها؟ فقط
+
+208
+00:15:44,920 --> 00:15:45,040
+لتشاهدها؟ فقط لتشاهدها؟ فقط لتشاهدها؟ فقط
+
+209
+00:15:45,040 --> 00:15:45,040
+لتشاهدها؟ فقط لتشاهدها؟ فقط لتشاهدها؟ فقط
+
+210
+00:15:45,040 --> 00:15:47,120
+لتشاهدها؟ فقط لتشاهدها؟ فقط لتشاهدها؟ فقط
+
+211
+00:15:47,120 --> 00:15:51,060
+لتشاهدها؟ فقط لتشاهدها؟ فقط لتشاهدها؟ فقط
+
+212
+00:15:51,060 --> 00:15:52,420
+لتشاهدها؟ فقط لتشاهدها؟ فقط لتشاهدها؟ فقط
+
+213
+00:15:52,420 --> 00:15:56,700
+لتشاهدها؟
+
+214
+00:15:56,700 --> 00:16:04,480
+فقط لتشاهدها؟ فقط لتشاهدها؟ فقط لتشاهدها
+
+215
+00:16:06,360 --> 00:16:11,780
+الطبيعة صحيح؟ البراك أو البحر الصغير هنا؟ الناس
+
+216
+00:16:11,780 --> 00:16:16,440
+تعمل، هم يحفظون، صحيح؟ هل تعتقد أن الناس جيدة أو
+
+217
+00:16:16,440 --> 00:16:20,000
+سيئة في الصورة؟ جيدة، جيدة، جيدة، جيدة، جيدة،
+
+218
+00:16:20,000 --> 00:16:21,020
+جيدة، جيدة، جيدة، جيدة، جيدة، جيدة، جيدة، جيدة،
+
+219
+00:16:21,020 --> 00:16:21,020
+جيدة، جيدة، جيدة، جيدة، جيدة، جيدة، جيدة، جيدة،
+
+220
+00:16:21,020 --> 00:16:22,740
+جيدة، جيدة، جيدة، جيدة، جيدة، جيدة، جيدة، جيدة،
+
+221
+00:16:22,740 --> 00:16:26,760
+جيدة، جيدة، جيدة، جيدة، جيدة، جيدة، جيدة، جيدة،
+
+222
+00:16:26,760 --> 00:16:35,860
+جيدة، جيدة، جيدة،
+
+223
+00:16:38,660 --> 00:16:43,980
+حسنًا، هذه إجابة من شخص لايرغب في إعطاء إجابة، صح؟
+
+224
+00:16:43,980 --> 00:16:50,380
+نعم، لما؟ إنهم لم يكنوا يشعروا بالسيطرة في المدينة
+
+225
+00:16:50,380 --> 00:16:55,540
+عظيمًا، المشكلة في المدينة إنهم ليسوا مخاطرين، صح؟
+
+226
+00:16:55,540 --> 00:17:03,460
+إنهم مخاطرين من مخاطر الإنسان حسنًا، بعيد عن مخاطر
+
+227
+00:17:03,460 --> 00:17:08,560
+الإنسان، شكرا، أحد أخر؟ حسنًاYes please. I
+
+228
+00:17:08,560 --> 00:17:11,100
+wouldn't like to live this life because I love the
+
+229
+00:17:11,100 --> 00:17:13,160
+electric life and the thing .. All right. So you
+
+230
+00:17:13,160 --> 00:17:16,480
+wouldn't like to be there. Yeah. All right. Well,
+
+231
+00:17:17,000 --> 00:17:21,160
+but have a look, right, at the scene as a whole,
+
+232
+00:17:21,440 --> 00:17:28,670
+right?الجبهة، الطعام، الأرض، اللي هي أرض مجنونة،
+
+233
+00:17:28,670 --> 00:17:33,070
+لماذا هي مجنونة؟ لإنها محافظة. لإنها محافظة. لديك
+
+234
+00:17:33,070 --> 00:17:38,730
+هنا أشجار، أشخاص يعملوا معايا كشخصية، كما لو كانوا
+
+235
+00:17:38,730 --> 00:17:43,500
+يهتمون بعضهم البعض ويعنيهم بعضهم البعض، صح؟هذا هو
+
+236
+00:17:43,500 --> 00:17:49,620
+نوع من التفكير في بسيطات الحياة، أن تذهب بعيد من
+
+237
+00:17:49,620 --> 00:17:54,180
+.. اعني التعامل مع حياتنا اليومية في المدينة، في
+
+238
+00:17:54,180 --> 00:18:01,860
+المدينة، صحيح؟ أحب أن أكون هناك، فقط أشاهدBut not
+
+239
+00:18:01,860 --> 00:18:02,300
+working.
+
+240
+00:18:05,260 --> 00:18:09,780
+Right. So another important element, right, is
+
+241
+00:18:09,780 --> 00:18:12,580
+this, right, which is the elemental simplicities
+
+242
+00:18:12,580 --> 00:18:15,440
+of life. Look at this picture. This is a famous
+
+243
+00:18:15,440 --> 00:18:19,000
+painting. What do they do? What do they do,
+
+244
+00:18:19,080 --> 00:18:22,040
+sister? The people in front of you. What do they?
+
+245
+00:18:23,040 --> 00:18:25,500
+Working. What kind of work?
+
+246
+00:18:32,380 --> 00:18:37,240
+this is a famous painting for god sake it is
+
+247
+00:18:37,240 --> 00:18:42,320
+called potato harvesters right right this is
+
+248
+00:18:42,320 --> 00:18:47,280
+harvesting the potatoes right but we usually do
+
+249
+00:18:47,280 --> 00:18:50,460
+that in winter we usually do that in whatin
+
+250
+00:18:50,460 --> 00:18:54,700
+winter, right? So it is the same type of work,
+
+251
+00:18:55,080 --> 00:18:59,280
+simple people working in harvesting, right? But
+
+252
+00:18:59,280 --> 00:19:01,660
+this kind of harvesting is in a different season,
+
+253
+00:19:02,000 --> 00:19:04,640
+right? The first picture or the previous picture,
+
+254
+00:19:04,760 --> 00:19:07,100
+this one, this is the .. this .. which season is
+
+255
+00:19:07,100 --> 00:19:14,390
+this? Right, is this spring? Right, yeahWell, this
+
+256
+00:19:14,390 --> 00:19:18,190
+one is in winter. Both of them are appealing,
+
+257
+00:19:18,510 --> 00:19:20,910
+right? But the first one is much more appealing
+
+258
+00:19:20,910 --> 00:19:24,870
+than the second one. But the type of the people
+
+259
+00:19:24,870 --> 00:19:29,170
+they are the same, right?Okay. People whenever you
+
+260
+00:19:29,170 --> 00:19:31,850
+sit with them, you feel comfortable to talk. You
+
+261
+00:19:31,850 --> 00:19:34,830
+feel that, right? You don't have barriers. You
+
+262
+00:19:34,830 --> 00:19:38,730
+don't need to break the walls of ice, right?
+
+263
+00:19:38,870 --> 00:19:40,950
+Whenever you talk to them, you talk from the
+
+264
+00:19:40,950 --> 00:19:43,930
+bottom of your heart, right? I don't know, right?
+
+265
+00:19:44,290 --> 00:19:46,890
+Some people might not have shared me the same
+
+266
+00:19:46,890 --> 00:19:49,970
+idea, but this is how I feel. How I feel. I feel
+
+267
+00:19:49,970 --> 00:19:53,850
+that they are, right? Simpler than myself at
+
+268
+00:19:53,850 --> 00:20:02,800
+least, right? Am I romantic?لا أنا .. حسنًا،
+
+269
+00:20:02,800 --> 00:20:07,740
+حسنًا، فالمصطلح الثاني هو أن البطارية الرومانسية
+
+270
+00:20:07,740 --> 00:20:12,880
+تتوضع إلى أسهل الأساسيات الحياة. ماذا أعني من أسهل
+
+271
+00:20:12,880 --> 00:20:18,260
+الأساسيات الحياة؟ أسهل الأساسيات الحياة. تتوضع مثل
+
+272
+00:20:18,260 --> 00:20:23,340
+ماذا؟ مثل ماذا؟ صحيح؟ عندما تعود إلى الطبيعة.
+
+273
+00:20:23,840 --> 00:20:30,380
+صحيح؟أين نتلقى، لنذهب إلى أين نتلقى، نتلقى
+
+274
+00:20:30,380 --> 00:20:35,400
+الطبيعة، الطبيعة البسيطة، صحيح؟ أيضًا، صحيح؟ هم
+
+275
+00:20:35,400 --> 00:20:41,600
+أيضًا أدوى الطفولة، وماذا نعني بأدوى الطفولة؟ نعني
+
+276
+00:20:41,600 --> 00:20:47,780
+أن .. صحيح، أدوى مصالح الأنسان، أدوى مصالح الأنسان
+
+277
+00:20:47,780 --> 00:20:56,020
+و .. صحيح؟ صالحية.الطبيعي كما يمكن، ليس أن تكون،
+
+278
+00:20:56,020 --> 00:21:00,100
+صحيح؟ يعيش في حالة تجربة، تجربة التي هي صحيح؟
+
+279
+00:21:00,100 --> 00:21:05,540
+تجربة .. ليس تجربة. أنا لا أحب استخدام كلمة تجربة.
+
+280
+00:21:05,680 --> 00:21:10,680
+لكنها تجعلنا مشكلة. ليس سهل لكي تفهمها. ليس سهل
+
+281
+00:21:10,680 --> 00:21:16,120
+لكي تفهمها. فقط حاول .. و تجربة هذا. تحدث إلى طفل.
+
+282
+00:21:16,980 --> 00:21:24,920
+و ستكتشفين كم ممتع ان تتكلم مع طفل صغير اللي هو او
+
+283
+00:21:24,920 --> 00:21:33,350
+هي اللي تتكلم، من أسفل قلوبهمحسنًا بدون أن تضع
+
+284
+00:21:33,350 --> 00:21:38,410
+القواعد للطفلين حسنًا بدون حتى نعم الانسانية
+
+285
+00:21:38,410 --> 00:21:43,810
+الانسانية الانسانية وهذا هو نوع من ما هي برنامج
+
+286
+00:21:43,810 --> 00:21:50,130
+الحياة فهذه هي المواضيع المهمة المواضيع المهمة من
+
+287
+00:21:50,130 --> 00:22:00,160
+ماذا من الفطر الرومانيهم لا يهتمون أكتر بتراجيه و
+
+288
+00:22:00,160 --> 00:22:04,900
+أسلوب التراجيه و كيف يجب أن تجعل الناس تتعذب و
+
+289
+00:22:04,900 --> 00:22:06,940
+تخوف أو تجعلها تتعذب و تتعذب أو تتعذب أو تتعذب أو
+
+290
+00:22:06,940 --> 00:22:07,600
+تتعذب أو تتعذب أو تتعذب أو تتعذب أو تتعذب أو تتعذب
+
+291
+00:22:07,600 --> 00:22:07,660
+أو تتعذب أو تتعذب أو تتعذب أو تتعذب أو تتعذب أو
+
+292
+00:22:07,660 --> 00:22:08,460
+تتعذب أو تتعذب أو تتعذب أو تتعذب أو تتعذب أو تتعذب
+
+293
+00:22:08,460 --> 00:22:09,400
+أو تتعذب أو تتعذب أو تتعذب أو تتعذب أو تتعذب أو
+
+294
+00:22:09,400 --> 00:22:14,200
+تتعذب أو تتعذب أو
+
+295
+00:22:14,200 --> 00:22:18,620
+تتوجدوا انشطة في الأشياء البسية، الأشياء التي
+
+296
+00:22:18,620 --> 00:22:23,560
+بدأوا بكتابتها، صحيح؟ عن الأشياء التي كانت بسيطة
+
+297
+00:22:23,560 --> 00:22:30,300
+جدًا. لم يكنوا مستخدمين كموضوع لقصة قبلهم. أعني
+
+298
+00:22:30,300 --> 00:22:35,420
+القصة قبل الرومانتيكا. كما قلت لك، كانت عن عام
+
+299
+00:22:35,420 --> 00:22:40,340
+المجلس، الحياة في المجلس، ال .. ال .. الناس، صحيح؟
+
+300
+00:22:40,340 --> 00:22:46,230
+في .. في الجامعة العليا، صحيح؟ولكنهم لم يتكلموا عن
+
+301
+00:22:46,230 --> 00:22:52,090
+أشياء بسيطة مثل هذه على سبيل المثال صحيح الصحيح
+
+302
+00:22:52,090 --> 00:22:55,850
+صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح
+
+303
+00:22:55,850 --> 00:22:58,830
+صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح
+
+304
+00:22:58,830 --> 00:23:03,130
+صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح
+
+305
+00:23:03,130 --> 00:23:03,290
+صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح صحيح
+
+306
+00:23:03,290 --> 00:23:06,670
+صحيح صحيح صحيح صحيح صحيح صحيح صحي
+
+307
+00:23:06,850 --> 00:23:11,570
+بسيطة جدا. الأشياء اللي تفتح هذه البسيطة أو ربما
+
+308
+00:23:11,570 --> 00:23:17,530
+مجموعة أبواب الصيف. صحيح؟ أصبحت موضوع لماذا؟
+
+309
+00:23:17,530 --> 00:23:22,450
+لعبادة حياتهم. مثل آخر رينبيرغ وست وين، صحيح؟
+
+310
+00:23:22,450 --> 00:23:26,950
+أغنية لعبادة وست وين.والصينية اللي استخدموها
+
+311
+00:23:26,950 --> 00:23:35,130
+لكتابة أكتر اسمها art اسمها ODE ليس ODD، انها ODE
+
+312
+00:23:35,130 --> 00:23:39,250
+وما هي هذه الصينية الصينية الصينية الاد اوف؟
+
+313
+00:23:39,250 --> 00:23:45,790
+نسميها صينية الانهيار نسميها صينية الانهيارإذا كنا
+
+314
+00:23:45,790 --> 00:23:53,010
+نحب أن نجمع شيء نحن سعيدين عنه، نكتب odd. أكتبت
+
+315
+00:23:53,010 --> 00:23:54,390
+أكتبت أكتبت أكتبت أكتبت أكتبت أكتبت أكتبت أود
+
+316
+00:24:03,670 --> 00:24:08,830
+كما لو كانوا يحفظوا القادة في الغرب، من يهتم
+
+317
+00:24:08,830 --> 00:24:14,810
+بالغرب الآن؟ لا أحد يهتم بالغرب الغرب أو بالجنوب،
+
+318
+00:24:14,810 --> 00:24:19,490
+صحيح؟ ولكنهم يعتبروا هذه الأشياء البسيطة كشيء
+
+319
+00:24:19,490 --> 00:24:26,210
+يستحق الحفظ، شيء يستحق الحفظ، صحيح؟ شيء يستحق أن
+
+320
+00:24:26,210 --> 00:24:30,900
+يكون استمتعوشيء يستحق أن ينتظره وشيء يستحق أن
+
+321
+00:24:30,900 --> 00:24:38,360
+ينتظره وما هو السبب خلال برنامجهم الخاصة؟ او ربما
+
+322
+00:24:38,360 --> 00:24:44,420
+أغنية لعينة، أغنية لعينة، ستكتبون قصة طويلة، قصة
+
+323
+00:24:44,420 --> 00:24:49,560
+طويلة طويلة، عن ماذا؟ أغنية لعينة، هل تفعلين ذلك؟
+
+324
+00:24:49,560 --> 00:24:56,960
+هل تفعلين ذلك؟إذا سألتك إذا كنت ترغب في كتابة
+
+325
+00:24:56,960 --> 00:25:01,040
+فوشياباو ما هي الموضوعات العامة التي ترغب في
+
+326
+00:25:01,040 --> 00:25:07,780
+كتابتها عنها؟ افضل أن تفعلها نفسك نفسك
+
+327
+00:25:07,780 --> 00:25:07,840
+نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك
+
+328
+00:25:07,840 --> 00:25:07,940
+نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك
+
+329
+00:25:07,940 --> 00:25:08,000
+نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك
+
+330
+00:25:08,000 --> 00:25:09,040
+نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك
+
+331
+00:25:09,040 --> 00:25:11,480
+نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك نفسك
+
+332
+00:25:11,480 --> 00:25:21,480
+نفسك
+
+333
+00:25:21,480 --> 00:25:24,700
+نفسك نفسحسنًا، أعطني أكتر التفاصيل، مالذي تقصده
+
+334
+00:25:24,700 --> 00:25:29,880
+بالمحيط؟ الأن أنت تظهر أنك رومانسي، لقد حصلت عليك
+
+335
+00:25:29,880 --> 00:25:34,820
+إذا كنت تذهب إلى المحيط و كنت تستطيع .. كل مشاكلك
+
+336
+00:25:34,820 --> 00:25:38,800
+تستطيع أن تضعها في المحيط و كمان كمان كمان كمان
+
+337
+00:25:38,800 --> 00:25:39,780
+كمان كمان كمان كمان كمان كمان كمان كمان كمان كمان
+
+338
+00:25:39,780 --> 00:25:41,900
+كمان كمان كمان كمان كمان كمان كمان كمان كمان كمان
+
+339
+00:25:41,900 --> 00:25:43,180
+كمان كمان كمان كمان كمان كمان كمان كمان كمان كمان
+
+340
+00:25:43,180 --> 00:25:47,980
+كمان كمان كمان كمان كمان كمان كمان كمان ك
+
+341
+00:25:49,550 --> 00:25:52,750
+المانفالوتي right he has a very famous writing
+
+342
+00:25:52,750 --> 00:25:56,890
+about about the sea are you ready preparing so
+
+343
+00:25:58,100 --> 00:26:01,100
+right he was in one of the .. the .. the nice
+
+344
+00:26:01,100 --> 00:26:05,120
+right novels that he translated it is called
+
+345
+00:26:05,120 --> 00:26:08,720
+الشاعر right that the speaker is a very romantic
+
+346
+00:26:08,720 --> 00:26:12,360
+person right and he is talking to the poet in
+
+347
+00:26:12,360 --> 00:26:15,460
+front of the sea in a form of a poetic language so
+
+348
+00:26:15,460 --> 00:26:19,950
+what does he say right أنت شاعر يا مولايوقلب
+
+349
+00:26:19,950 --> 00:26:23,970
+الشاعر مرعاة تتراء فيها صور الكائنات صغيرها
+
+350
+00:26:23,970 --> 00:26:29,530
+وكبيرها عظيمها وجليلها بأصغر منها وما كبر فيها فإن
+
+351
+00:26:29,530 --> 00:26:33,870
+أردت السعادة فانظر في أعماق قلبك فقلبك هو البحر
+
+352
+00:26:33,870 --> 00:26:39,750
+الذي .. sea هو .. هو .. هو .. هو .. هو .. هو .. هو
+
+353
+00:26:39,750 --> 00:26:41,790
+.. هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو ..
+
+354
+00:26:41,790 --> 00:26:41,790
+هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو
+
+355
+00:26:41,790 --> 00:26:42,390
+.. هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو ..
+
+356
+00:26:42,390 --> 00:26:42,390
+هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو
+
+357
+00:26:42,390 --> 00:26:42,390
+.. هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو ..
+
+358
+00:26:42,390 --> 00:26:42,430
+هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو
+
+359
+00:26:42,430 --> 00:26:44,190
+.. هو .. هو .. هو .. هو .. هو .. هو .. هو .. هو ..
+
+360
+00:26:44,190 --> 00:26:49,120
+هو .. هو .. هوthrough the sea true؟ and this is
+
+361
+00:26:49,120 --> 00:26:52,400
+what we call it subjectivity of nature right؟ this
+
+362
+00:26:52,400 --> 00:26:55,500
+is what we call it subjectivity of the poet and
+
+363
+00:26:55,500 --> 00:26:59,320
+here when they find right the simple elements they
+
+364
+00:26:59,320 --> 00:27:02,620
+don't talk about right the ordinary sunset but
+
+365
+00:27:02,620 --> 00:27:07,280
+they usually talk about how do they feel in the
+
+366
+00:27:07,280 --> 00:27:11,530
+ordinary sunsetليسوا يتكلمون عن طريق .. لكنهم
+
+367
+00:27:11,530 --> 00:27:15,770
+يتكلمون عن أشعارهم وكيف يشعرون، صحيح؟ وهذا هو
+
+368
+00:27:15,770 --> 00:27:19,230
+الشيء الأهم ، إنهم لا يسمحوا بإظهار الطبيعة
+
+369
+00:27:19,230 --> 00:27:23,470
+الخارجية. لن يتكلموا أبدا عن البحر، لكنهم يتكلمون
+
+370
+00:27:23,470 --> 00:27:28,030
+عن أنفسهم من خلال البحر. هل تفهمين ما أقصد؟ وعندما
+
+371
+00:27:28,030 --> 00:27:32,130
+يتكلمون عن أغاني الليلة، ليس فقط الأغاني الليلة،
+
+372
+00:27:32,130 --> 00:27:35,430
+لكن الأغاني .. الأغاني التي تجعلهم يشعروا بشكل
+
+373
+00:27:35,430 --> 00:27:39,680
+صحيح، ويوضحوا أشعارهم الخاصة من خلال الأغاني.عن
+
+374
+00:27:39,680 --> 00:27:44,460
+طريق الشمس وهذا ما نسميه تجارب الرومانسية
+
+375
+00:27:44,460 --> 00:27:50,200
+الاندفيدواليزم اللي هو أحد أهم قوات الرومانسية
+
+376
+00:27:50,200 --> 00:27:50,580
+البوشريه
+
+377
+00:27:53,240 --> 00:27:57,820
+yes please in the like nowadays why poets see
+
+378
+00:27:57,820 --> 00:28:01,560
+themselves in this type of writing world and the
+
+379
+00:28:01,560 --> 00:28:05,300
+principles of the men are like I heard a lot of
+
+380
+00:28:05,300 --> 00:28:09,480
+poems if you are familiar with the cotton food
+
+381
+00:28:09,480 --> 00:28:14,500
+tradeهم فقط يحاولون أن يفسروا أنفسهم و يتكلمون عن
+
+382
+00:28:14,500 --> 00:28:19,340
+أشعارهم لتخلصوا أشعارهم، لذا أعتقد أنهم يسمون
+
+383
+00:28:19,340 --> 00:28:24,560
+الحركات هذه الحركات لأنها هي الوحيدة، هذا الشباب
+
+384
+00:28:24,560 --> 00:28:30,640
+الوحيد اللي يسمح لك أن تتعامل مع بعضك نفسك. جيد،
+
+385
+00:28:30,640 --> 00:28:34,300
+لكن، لكن، أعني، أنا لن أسمهم رومانتيكيين، لماذا؟
+
+386
+00:28:34,300 --> 00:28:38,020
+لأن الرومانتيكيين ليس فقط تجاربية، هل تفهم ما
+
+387
+00:28:38,020 --> 00:28:42,460
+أقول؟ لكن المسلمين ..principles which is to
+
+388
+00:28:42,460 --> 00:28:45,900
+reflect the subjectivity of the poet himself which
+
+389
+00:28:45,900 --> 00:28:49,540
+is the most important element to me at least all
+
+390
+00:28:49,540 --> 00:28:52,680
+right why should I describe something that I can
+
+391
+00:28:52,680 --> 00:28:55,780
+snap snap by my cell phone do you understand what
+
+392
+00:28:55,780 --> 00:28:59,740
+I mean right when we say talk all right describe
+
+393
+00:28:59,740 --> 00:29:01,580
+the beauty why should I describe the outside
+
+394
+00:29:01,580 --> 00:29:04,320
+beauty I can take a picture for it do you
+
+395
+00:29:04,320 --> 00:29:07,480
+understand what I mean I should describe how I
+
+396
+00:29:07,480 --> 00:29:13,240
+feel in such a beautyلقد حصلت على صورة من أبو حمزة
+
+397
+00:29:13,240 --> 00:29:18,200
+تقول لي أننا يجب أن ننتهي، نعم، ويجب أن نتوقف هنا
+
+398
+00:29:18,200 --> 00:29:19,800
+ونستمر في المرة القادمة إن شاء الله
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/EzUUUqmKCeI_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/EzUUUqmKCeI_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..80f94e7ae58eac02088be4bfa13c19806cbcee06
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/EzUUUqmKCeI_postprocess.srt
@@ -0,0 +1,2052 @@
+1
+00:00:20,940 --> 00:00:26,600
+بسم الله الرحمن الرحيم بسم
+
+2
+00:00:26,600 --> 00:00:30,480
+الله
+
+3
+00:00:30,480 --> 00:00:32,880
+الرحمن الرحيم بسم الله الرحمن الرحيم بسم الله
+
+4
+00:00:32,880 --> 00:00:33,180
+الرحمن الرحيم بسم الله الرحمن الرحيم بسم الله
+
+5
+00:00:33,180 --> 00:00:33,860
+الرحمن الرحيم بسم الله الرحمن الرحيم بسم الله
+
+6
+00:00:33,860 --> 00:00:34,460
+الرحمن الرحيم بسم الله الرحمن الرحيم بسم الله
+
+7
+00:00:34,460 --> 00:00:35,760
+الرحمن الرحيم بسم الله الرحمن الرحيم بسم الله
+
+8
+00:00:35,760 --> 00:00:41,220
+الرحمن الرحيم بسم الله الرحمن الرحيم بسم الله
+
+9
+00:00:41,220 --> 00:00:44,500
+الرحمن الرحيم بسم الله الرحمن الرحيم بسم الله
+
+10
+00:00:44,500 --> 00:00:48,080
+الرحمن الرحمن الرحيم بسم الله الرحمن الرحمن الرحيم
+
+11
+00:00:48,080 --> 00:00:50,450
+بسم الله الرحمن الرحمن الرحin relevance to the
+
+12
+00:00:50,450 --> 00:00:53,030
+text that we are going to discuss which is the
+
+13
+00:00:53,030 --> 00:00:54,910
+diaphragm photos let's start with the first
+
+14
+00:00:54,910 --> 00:00:57,930
+question right yeah although you did not see
+
+15
+00:00:57,930 --> 00:01:00,890
+anything okay like like i see everything right
+
+16
+00:01:00,890 --> 00:01:04,550
+yeah just imagination right okay anyone else
+
+17
+00:01:12,450 --> 00:01:15,530
+the most part of the text that touched me is when
+
+18
+00:01:15,530 --> 00:01:17,670
+he said continuous as the stars that shine and
+
+19
+00:01:17,670 --> 00:01:20,530
+twinkle on the Milky Way because I saw pictures
+
+20
+00:01:20,530 --> 00:01:23,310
+and videos of all the stars in space and they just
+
+21
+00:01:23,310 --> 00:01:26,990
+look absolutely amazing and fascinatingSo I could
+
+22
+00:01:26,990 --> 00:01:28,910
+imagine the picture of daffodils that he was
+
+23
+00:01:28,910 --> 00:01:31,790
+trying to describe by just recalling that picture
+
+24
+00:01:31,790 --> 00:01:34,690
+and that video of the stars that I saw. So I would
+
+25
+00:01:34,690 --> 00:01:37,110
+love to actually experience this in real life and
+
+26
+00:01:37,110 --> 00:01:39,110
+not only just an imagination. So that's what I
+
+27
+00:01:39,110 --> 00:01:41,590
+think that the text has to do with me. Right. I
+
+28
+00:01:41,590 --> 00:01:44,050
+understand that you wish that you were William
+
+29
+00:01:44,050 --> 00:01:46,890
+Wordsworth. Yeah, exactly. Having that tour over
+
+30
+00:01:46,890 --> 00:01:49,650
+vales and hills. Yeah, yeah. That anytime I want I
+
+31
+00:01:49,650 --> 00:01:52,050
+could just walk out of my house and go wander like
+
+32
+00:01:52,050 --> 00:01:54,190
+between the mountains and the valleys and the
+
+33
+00:01:54,190 --> 00:01:56,090
+lakes and the rivers.without listening to the
+
+34
+00:01:56,090 --> 00:01:59,550
+sounds of the bombs like yesterday right yeah
+
+35
+00:01:59,550 --> 00:02:01,910
+please thank you
+
+36
+00:02:05,130 --> 00:02:08,310
+actually it's the same part that it touched me too
+
+37
+00:02:08,310 --> 00:02:10,850
+because whenever you know I face a problem or
+
+38
+00:02:10,850 --> 00:02:15,450
+something I go up to upstairs on the roof at the
+
+39
+00:02:15,450 --> 00:02:18,230
+night and I watch the stars and the moon and the
+
+40
+00:02:18,230 --> 00:02:21,170
+clouds and I start thinking about my problem and
+
+41
+00:02:21,170 --> 00:02:24,350
+trying to solve it and my future and my past and
+
+42
+00:02:24,350 --> 00:02:26,950
+my present and my everything so actually it's a
+
+43
+00:02:26,950 --> 00:02:30,670
+memory of this of my experience right so you
+
+44
+00:02:30,670 --> 00:02:34,420
+prefer to be alone on the on the roofor in the
+
+45
+00:02:34,420 --> 00:02:39,300
+company of the members of the familyactually I ..
+
+46
+00:02:39,300 --> 00:02:43,720
+I like both but sometimes you need to be alone so
+
+47
+00:02:43,720 --> 00:02:48,320
+that you .. you know like give .. sometimes we
+
+48
+00:02:48,320 --> 00:02:50,780
+face problems, we need to solve it and we need to
+
+49
+00:02:50,780 --> 00:02:53,460
+think about what we did and how we gonna solve it
+
+50
+00:02:53,460 --> 00:02:56,140
+or how we gonna do next time, so sometimes you
+
+51
+00:02:56,140 --> 00:03:00,220
+need some personality, some space for yourself you
+
+52
+00:03:00,220 --> 00:03:03,040
+are .. you are trying to escape from answering the
+
+53
+00:03:03,040 --> 00:03:05,260
+question alone or with the members of the family
+
+54
+00:03:08,120 --> 00:03:12,440
+alone alone right okay good in the company of a
+
+55
+00:03:12,440 --> 00:03:16,180
+cup of coffee no I don't think it will solve it
+
+56
+00:03:16,180 --> 00:03:18,180
+you know you are the only one who could solve your
+
+57
+00:03:18,180 --> 00:03:20,500
+problem that's why I prefer to .. yeah but William
+
+58
+00:03:20,500 --> 00:03:23,160
+Wadsworth is not having a problem here he's living
+
+59
+00:03:23,160 --> 00:03:26,700
+a vacant mood I know but it's just this is my
+
+60
+00:03:26,700 --> 00:03:28,980
+experience right good okay thank you this is my
+
+61
+00:03:28,980 --> 00:03:31,840
+experience that was my mind all right yeah thank
+
+62
+00:03:31,840 --> 00:03:33,020
+you pass the mic please
+
+63
+00:03:36,570 --> 00:03:41,510
+بالفعل دافيدلز أثبتني .. أثبتني كيف أستخدم التخيل
+
+64
+00:03:41,510 --> 00:03:46,570
+و أستطيع أن أخلق أي فكرة أريدها من تخيلي و .. و ..
+
+65
+00:03:46,570 --> 00:03:48,690
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+66
+00:03:48,690 --> 00:03:49,450
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+67
+00:03:49,450 --> 00:03:49,490
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+68
+00:03:49,490 --> 00:03:50,110
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+69
+00:03:50,110 --> 00:03:50,910
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+70
+00:03:50,910 --> 00:03:50,950
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+71
+00:03:50,950 --> 00:03:52,610
+و .. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+72
+00:03:52,610 --> 00:03:56,890
+و .. و .. و .. و ..
+
+73
+00:04:02,140 --> 00:04:08,040
+وأفكاره نفسه لتفسير الطبيعة حوله، لذا أهم شيء
+
+74
+00:04:08,040 --> 00:04:11,280
+أحصله من الـ Daffodils هو كيف تنظر حقًا إلى
+
+75
+00:04:11,280 --> 00:04:14,860
+الأشياء وتفكيرها وليس فقط أن تأخذ وجهة هذه
+
+76
+00:04:14,860 --> 00:04:23,010
+الأشياء. أحبها، شكرا جزيلا. حسنا، نعممن نظريتي،
+
+77
+00:04:23,010 --> 00:04:26,810
+قصة Daffodils جعلت أشياء مهمة لإحساسي وأشعاري،
+
+78
+00:04:26,810 --> 00:04:32,050
+كانت مؤلمة ومؤلمتني كثيرًا، مؤلمتني كثيرًا، لذا
+
+79
+00:04:32,050 --> 00:04:37,810
+قصة Daffodils أو التصريحات الصحيفة لقصة Daffodils
+
+80
+00:04:37,810 --> 00:04:42,230
+تذكرني عن جمال أرضي المسلمة وكذلك كنت أكتب قصة
+
+81
+00:04:42,230 --> 00:04:47,210
+تدعى زهرة الحنون قلت لا تسلني من أكون فأنا عبير
+
+82
+00:04:47,210 --> 00:04:51,230
+زهرة الحنونأو وجهه ضيائي مكبلين بين قضماني غابات
+
+83
+00:04:51,230 --> 00:04:57,070
+السجون، so it reminds me and affected me بطل حنون
+
+84
+00:04:57,070 --> 00:05:00,870
+is red, is a red red coloryeah even if the colors
+
+85
+00:05:00,870 --> 00:05:03,170
+are different but it's .. it has the same sense,
+
+86
+00:05:03,490 --> 00:05:05,710
+it has the same emotions, it motivates you, it
+
+87
+00:05:05,710 --> 00:05:08,510
+encourages you, it take all the right things to do
+
+88
+00:05:08,510 --> 00:05:11,230
+what you have in your mind, in your heart and it
+
+89
+00:05:11,230 --> 00:05:14,990
+goes يعني .. it .. it .. it pure yourself, it
+
+90
+00:05:14,990 --> 00:05:16,930
+makes you .. your life get pure you are romantic
+
+91
+00:05:16,930 --> 00:05:23,720
+right? romantic loseryes please pass pass there
+
+92
+00:05:23,720 --> 00:05:26,320
+right to the person next to you please first then
+
+93
+00:05:26,320 --> 00:05:30,620
+we will go right when we took the text daffodils I
+
+94
+00:05:30,620 --> 00:05:33,340
+remember something happened me before we took this
+
+95
+00:05:33,340 --> 00:05:37,480
+text in the beginning of the spring season I was
+
+96
+00:05:37,480 --> 00:05:41,740
+we have an apricot tree in in my house so every
+
+97
+00:05:41,740 --> 00:05:46,840
+day I was looking at the trees how theالفلسفة هي
+
+98
+00:05:46,840 --> 00:05:51,980
+الفلسفة مع ال .. صحيح؟ هذه الليلة الوحيدة؟ الفلسفة
+
+99
+00:05:51,980 --> 00:05:55,180
+التي .. على الرغم من أننا لسنا لدينا فلسفة فقط
+
+100
+00:05:55,180 --> 00:05:59,720
+فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة
+
+101
+00:05:59,720 --> 00:06:03,880
+فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة
+
+102
+00:06:03,880 --> 00:06:04,040
+فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة
+
+103
+00:06:04,040 --> 00:06:04,160
+فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة فلسفة
+
+104
+00:06:04,160 --> 00:06:08,360
+فلسفة فل
+
+105
+00:06:11,330 --> 00:06:16,330
+الخضراء دون أن يكون لديه أي خضراء وبالتالي تجد كما
+
+106
+00:06:16,330 --> 00:06:22,250
+إذا كانت كل الشجرة تشجع حقًا، تشجع مع هذه الليلة
+
+107
+00:06:22,250 --> 00:06:26,030
+الروحانية، نعم، إنها جيدة وكل يوم كنت أفكر كيف هذه
+
+108
+00:06:26,030 --> 00:06:28,630
+الأشياء الصغيرة تجعلك تشعر بسرعة عندما تنظر إلىها
+
+109
+00:06:28,630 --> 00:06:31,870
+نعم، إنها جيدة، سؤال جيد، ترى أحيانًا الأشياء
+
+110
+00:06:31,870 --> 00:06:36,630
+الصغيرة قد تغير حبك، أحيانًا قد تكون ... لا يمكنك
+
+111
+00:06:36,630 --> 00:06:40,830
+تخيل كم من الأشياء الصغيرة قد تغير حبك نفسكright
+
+112
+00:06:40,830 --> 00:06:44,670
+although they are very simple and also I like to
+
+113
+00:06:44,670 --> 00:06:47,630
+catch photos so everyday I was catching a photo
+
+114
+00:06:47,630 --> 00:06:51,030
+for that tree alright and you .. right you posted
+
+115
+00:06:51,030 --> 00:06:54,870
+to on the on the facebook no no I kept it for
+
+116
+00:06:54,870 --> 00:06:56,910
+myself next time make sure that you post it on the
+
+117
+00:06:56,910 --> 00:07:02,270
+facebook to make sure that you have that tree not
+
+118
+00:07:02,270 --> 00:07:05,650
+imagination right pass the mic please
+
+119
+00:07:09,960 --> 00:07:12,540
+Okay to the line which says I gaze, gaze but
+
+120
+00:07:12,540 --> 00:07:15,960
+little thought. For me the pressure of life I
+
+121
+00:07:15,960 --> 00:07:19,460
+believe that has removed the sense of nature in me
+
+122
+00:07:19,460 --> 00:07:23,440
+and I only enjoy going to the beach and walking
+
+123
+00:07:23,440 --> 00:07:26,120
+This is the only thing that we have here, no?أنا
+
+124
+00:07:26,120 --> 00:07:29,440
+أؤمن بذلك. لهذا السبب قلت أن الضغط على الحياة قمت
+
+125
+00:07:29,440 --> 00:07:31,240
+بإزالة الشباب من البلد. كنت أتمنى أن أستطيع أن
+
+126
+00:07:31,240 --> 00:07:35,420
+أأخذكم جميعًا، صحيح؟ و نذهب على سبيل المثال إلى
+
+127
+00:07:35,420 --> 00:07:40,820
+الوستبانك، صحيح؟ إلى جرزيم، جرزيم، صحيح؟ حسنًا،
+
+128
+00:07:40,820 --> 00:07:45,600
+الجبل أو عبال، لا يمكنك تخيل كم يكونوا جمالًا،
+
+129
+00:07:45,600 --> 00:07:50,720
+أكتر جمالًا من التفسير عن وليام وارتسورتyes and I
+
+130
+00:07:50,720 --> 00:07:54,660
+also enjoy gazing at the sky and stars I wait
+
+131
+00:07:54,660 --> 00:07:57,380
+actually every night for everyone in the house to
+
+132
+00:07:57,380 --> 00:08:01,300
+get sleep so I go to the balcony and start looking
+
+133
+00:08:01,300 --> 00:08:05,520
+to the stars and I really love the view which the
+
+134
+00:08:05,520 --> 00:08:09,440
+orange is mixed with the dark purple it's really
+
+135
+00:08:09,440 --> 00:08:13,140
+amazing and I sometimes look to the sky and the
+
+136
+00:08:13,140 --> 00:08:17,360
+stars so I believe this isThis might be the only
+
+137
+00:08:17,360 --> 00:08:21,500
+sense of nature which I get involved with. I
+
+138
+00:08:21,500 --> 00:08:23,660
+actually .. I hope you will have more time. There
+
+139
+00:08:23,660 --> 00:08:25,560
+will be time. There will be time. Don't worry.
+
+140
+00:08:26,100 --> 00:08:28,480
+Right, you will have experience of your own,
+
+141
+00:08:28,560 --> 00:08:31,480
+inshallah. Inshallah, well I used to live in Saudi
+
+142
+00:08:31,480 --> 00:08:33,620
+Arabia and .. They don't have nature there.
+
+143
+00:08:33,640 --> 00:08:38,760
+Exactly, we only have their malls and markets,
+
+144
+00:08:39,380 --> 00:08:42,560
+everyone .. Do you know what T.S. Eliot Wright
+
+145
+00:08:42,560 --> 00:08:46,950
+calls them, right? Yeah. Stony rubbish.Right?
+
+146
+00:08:47,230 --> 00:08:49,810
+These cities are called stony rubbish. What does
+
+147
+00:08:49,810 --> 00:08:51,710
+that mean, stony rubbish? Right? Buildings,
+
+148
+00:08:51,790 --> 00:08:54,090
+buildings, buildings, supermarkets, malls and ..
+
+149
+00:08:54,090 --> 00:08:57,030
+Right? They are stony rubbish. No nature.
+
+150
+00:08:57,350 --> 00:09:01,020
+Unnatural. Man-made.but according to the line
+
+151
+00:09:01,020 --> 00:09:04,360
+which I mentioned in the first I gaze gaze but
+
+152
+00:09:04,360 --> 00:09:07,380
+little thought I actually keep gazing but I have
+
+153
+00:09:07,380 --> 00:09:12,540
+deep thinking not as William Wordsworth I do I do
+
+154
+00:09:12,540 --> 00:09:16,520
+think yeah that's it thank you I just want to say
+
+155
+00:09:16,520 --> 00:09:19,900
+something besides that she's right when she says
+
+156
+00:09:19,900 --> 00:09:25,020
+thatshe's right when she say that we have the sea
+
+157
+00:09:25,020 --> 00:09:28,380
+view in Gaza also the sky with the stars actually
+
+158
+00:09:28,380 --> 00:09:31,120
+yesterday I had the same situation yeah but it was
+
+159
+00:09:31,120 --> 00:09:33,960
+cold it was chilling you know yeah I looked at the
+
+160
+00:09:33,960 --> 00:09:36,940
+stars yesterday it was really an awesome sky it's
+
+161
+00:09:36,940 --> 00:09:40,500
+full of stars I haven't seen a sky in Gaza as this
+
+162
+00:09:40,500 --> 00:09:44,600
+yeah it was very very clear yeah okay yeah but it
+
+163
+00:09:44,600 --> 00:09:49,410
+was yeah chilling as I told you I chillyeah thank
+
+164
+00:09:49,410 --> 00:09:51,770
+you very much is there anyone .. yeah please bring
+
+165
+00:09:51,770 --> 00:09:54,870
+the .. the .. the mic over bring it here please
+
+166
+00:09:54,870 --> 00:10:03,810
+come on just move it okay thanks a lot yesactually
+
+167
+00:10:03,810 --> 00:10:08,350
+I get involved with daffodils when I read it and I
+
+168
+00:10:08,350 --> 00:10:11,830
+love how William Wordsworth reflects the harmony
+
+169
+00:10:11,830 --> 00:10:16,010
+between element of nature, the valleys, the winds
+
+170
+00:10:16,010 --> 00:10:23,190
+and the trees and I wish to live in such .. I wish
+
+171
+00:10:23,190 --> 00:10:27,940
+to live this experience and who ..Is there a
+
+172
+00:10:27,940 --> 00:10:30,120
+difference between imagining the experience and
+
+173
+00:10:30,120 --> 00:10:33,920
+living the experience? Of course living it is much
+
+174
+00:10:33,920 --> 00:10:38,000
+effective than imagining it. Imagining, yeah.
+
+175
+00:10:38,420 --> 00:10:41,540
+Right, no matter how much you can imagine, right,
+
+176
+00:10:41,620 --> 00:10:45,140
+but it's not like the real experience. And this is
+
+177
+00:10:45,140 --> 00:10:49,260
+why I say the primary imagination, yeah, but it
+
+178
+00:10:49,260 --> 00:10:52,080
+doesn't have the, right, the sense of the real
+
+179
+00:10:52,080 --> 00:10:55,730
+experience. But sometimes it helps you.right yeah
+
+180
+00:10:55,730 --> 00:10:59,090
+it helps yeah it helps as a escapist who would
+
+181
+00:10:59,090 --> 00:11:01,890
+like to escape from something yeah it's it's okay
+
+182
+00:11:01,890 --> 00:11:05,890
+but it is it will keep something in deep in your
+
+183
+00:11:05,890 --> 00:11:09,150
+heart that you wish to do it one day you wish to
+
+184
+00:11:09,150 --> 00:11:13,650
+do it one day right okay thank you very much yes
+
+185
+00:11:13,650 --> 00:11:14,830
+please yeah
+
+186
+00:11:18,320 --> 00:11:21,820
+you see this in .. in .. in this I mean a kind of
+
+187
+00:11:21,820 --> 00:11:24,500
+.. of a criticism, we don't talk about the text
+
+188
+00:11:24,500 --> 00:11:28,060
+what do we talk about? ourselves, right? in
+
+189
+00:11:28,060 --> 00:11:31,340
+relation to what? to the text, so the text works
+
+190
+00:11:31,340 --> 00:11:35,060
+as a stimulus, works always as a stimulus and what
+
+191
+00:11:35,060 --> 00:11:38,460
+is important is our own response to it yes, go
+
+192
+00:11:38,460 --> 00:11:43,020
+ahead when I read this text, I feel .. I imagine
+
+193
+00:11:43,020 --> 00:11:50,760
+the orangeit's just orange بس but it is .. we can
+
+194
+00:11:50,760 --> 00:11:57,860
+make orange marble it is very delicious and when I
+
+195
+00:11:57,860 --> 00:12:04,980
+imagine daffodils I can feel very beautiful and my
+
+196
+00:12:04,980 --> 00:12:11,640
+heart is ping yeah yeah my heart leaps upand my
+
+197
+00:12:11,640 --> 00:12:15,840
+eyes pops out yeah okay thank you very much all
+
+198
+00:12:15,840 --> 00:12:18,920
+right yes so I think we reached the point that
+
+199
+00:12:18,920 --> 00:12:22,900
+nature is so worthy that from one look we can from
+
+200
+00:12:22,900 --> 00:12:26,500
+one look of something or at something from the
+
+201
+00:12:26,500 --> 00:12:31,400
+nature it could change our mood yeah yes we can
+
+202
+00:12:31,400 --> 00:12:35,590
+use it toلذلك هذا السبب يسمونه الطبيعة ديناميكيا.
+
+203
+00:12:36,490 --> 00:12:41,910
+لماذا هي ديناميكيا؟ لأنها ممكنة تحركنا، ليس تحرك
+
+204
+00:12:41,910 --> 00:12:46,330
+نفسها، لكن تحرك شيء داخل نفسنا. شكرا جزيلا.
+
+205
+00:12:49,160 --> 00:12:53,660
+أنا اتفق مع الرسول عندما قال أن رسول لا يمكن أن
+
+206
+00:12:53,660 --> 00:12:58,080
+يكون مرحبًا بشخص مثل ذلك في شركة مجنونة. أعتقد و
+
+207
+00:12:58,080 --> 00:13:01,760
+أتفق أن الطبيعة يمكن أن تغيّذى الغضب و السعادة
+
+208
+00:13:01,760 --> 00:13:06,160
+بسعادة و سعادة. و عندما قال أن رسول يمكن أن يكون
+
+209
+00:13:06,160 --> 00:13:09,780
+مرحبًا .. أعني أن الجميع ليس رسول يمكن أن يكون
+
+210
+00:13:09,780 --> 00:13:12,460
+سعيدًا عندما يشاهد هذه الصورة الطبيعية.
+
+211
+00:13:23,570 --> 00:13:26,470
+who's the text .. the text is the Davido's he is
+
+212
+00:13:26,470 --> 00:13:28,750
+comfort .. comfort .. feeling the comfortable and
+
+213
+00:13:28,750 --> 00:13:32,610
+relaxed in the life because and in the middle ..
+
+214
+00:13:32,610 --> 00:13:34,630
+they sit in the middle I hope they sit in the
+
+215
+00:13:34,630 --> 00:13:38,230
+middle of the flower and imagination in the life
+
+216
+00:13:38,230 --> 00:13:43,930
+he is sit alone and optimistic in the futureRight.
+
+217
+00:13:44,150 --> 00:13:47,730
+I'm going to talk about myself. Right. Now I don't
+
+218
+00:13:47,730 --> 00:13:51,650
+know whether you have a little piece of land or a
+
+219
+00:13:51,650 --> 00:13:54,910
+small garden in front of your house or whatever.
+
+220
+00:13:55,250 --> 00:13:58,130
+Right. Right. If you have it, right, you will
+
+221
+00:13:58,130 --> 00:14:01,580
+maybe you will feel the same like myself.I .. I
+
+222
+00:14:01,580 --> 00:14:04,480
+like gardening, not garbaging, right?
+
+223
+00:14:08,120 --> 00:14:12,520
+Right? And therefore, right, I usually decay,
+
+224
+00:14:12,800 --> 00:14:17,020
+right, or give a little time for this, right? I
+
+225
+00:14:17,020 --> 00:14:20,820
+like, right, buying little plants and growing
+
+226
+00:14:20,820 --> 00:14:24,720
+them, right, in the gardenright especially flowers
+
+227
+00:14:24,720 --> 00:14:29,260
+especially flowers and I will feel sad right and
+
+228
+00:14:29,260 --> 00:14:31,940
+this usually happens a lot because they don't
+
+229
+00:14:31,940 --> 00:14:34,640
+succeed I mean I don't succeed in growing them
+
+230
+00:14:34,640 --> 00:14:38,500
+well right but I feel extremely happy when one
+
+231
+00:14:38,500 --> 00:14:43,830
+grows and brings flower brings flowersنعم كما اذا
+
+232
+00:14:43,830 --> 00:14:47,790
+انا فعلت نوع من نجاح في حياتي، صحيح؟ وانا أشعر
+
+233
+00:14:47,790 --> 00:14:50,950
+بالحزن في نفس الوقت عندما أجد أن هذا البرنامج
+
+234
+00:14:50,950 --> 00:14:53,950
+الصغير لم يكن قادر على أن يستمر، اقول ان هذا
+
+235
+00:14:53,950 --> 00:14:57,550
+برنامج ضعيف، صحيح؟ أنه يجب أن يكون لديه قوة أقوى
+
+236
+00:14:57,550 --> 00:15:02,130
+لتنمو، صحيح؟ اتعامل مع ذلك كما اذا كان إنه إنسان،
+
+237
+00:15:02,130 --> 00:15:08,500
+تعرفين، صحيح؟وهذا يجعلني أقول نفسي أننا جزء من
+
+238
+00:15:08,500 --> 00:15:12,140
+الطبيعة، يجب أن نتعامل مع هذه الأشياء الصغيرة،
+
+239
+00:15:12,140 --> 00:15:20,330
+وكما قلت لك مرة أخرىأنا أحب هذا، صحيح؟ صحيح؟
+
+240
+00:15:20,330 --> 00:15:29,710
+صحيح؟
+
+241
+00:15:29,710 --> 00:15:37,300
+صحيح؟ صحيح؟ صحيح؟ صحيح؟أوتم هنا في فلسطين مدهش نحن
+
+242
+00:15:37,300 --> 00:15:41,500
+لدينا نوع أوتم مدهش أوتم مختلف عن الولايات المتحدة
+
+243
+00:15:41,500 --> 00:15:44,720
+الأفضل على سبيل المثال أفضل عام في الولايات
+
+244
+00:15:44,720 --> 00:15:50,560
+المتحدة هو أوتم هو أوتم صح؟ أفضل ولكن عندما نأتي
+
+245
+00:15:50,560 --> 00:15:54,280
+هنا نشعر هذا الصيف انه يتغير الهزيمة صح؟ هذه
+
+246
+00:15:54,280 --> 00:15:59,470
+المدهشة من الأوتم صح؟ خاصة اليوم صعب جداصحيح؟ و لا
+
+247
+00:15:59,470 --> 00:16:03,510
+يمكنك أن تستمتع بالضيوفة و لذلك تشعر أن كل شيء
+
+248
+00:16:03,510 --> 00:16:08,510
+محطم. هذا ما يأتي إلى عقلي. هذا ما يأتي إلى عقلي.
+
+249
+00:16:08,830 --> 00:16:13,810
+لكن عندما تبدأ هذه اللوحات الصحيحة الصغيرة تظهر
+
+250
+00:16:13,810 --> 00:16:17,170
+على جانب الطرق، أعتقد أن كل العالم يتغير.
+
+251
+00:16:17,490 --> 00:16:22,660
+صحيح؟including my own right psychology inside.تحرك
+
+252
+00:16:22,660 --> 00:16:27,100
+تلك التحرير من أوتم إلى طريقة حياته جديدة، على
+
+253
+00:16:27,100 --> 00:16:31,680
+الرغم من أنها ستعيش لوقت قليل، لكنها شكل إشارة أن
+
+254
+00:16:31,680 --> 00:16:36,760
+الكلمة تتغير. وما أقوله هو أن هذه الشيء الوحيد
+
+255
+00:16:36,760 --> 00:16:42,050
+اللي يجعلني أشعر أن الوقت يتحركبسبب الناس اللي
+
+256
+00:16:42,050 --> 00:16:47,250
+يقولون غزا الوقت مستقل، كل شيء مثلًا، صح؟ لا علاقة
+
+257
+00:16:47,250 --> 00:16:50,090
+ما بين الصيف و ما بين .. لكن هذه الأعراف الصغيرة
+
+258
+00:16:50,090 --> 00:16:58,290
+تجعلني أحسن أن الوقت متحرك، صح؟ حسنًا، نعمyeah and
+
+259
+00:16:58,290 --> 00:17:01,830
+when I read the poem you know it reminds me also
+
+260
+00:17:01,830 --> 00:17:06,190
+that we see what we want to see you know like the
+
+261
+00:17:06,190 --> 00:17:10,390
+beauty is the eye of the beholder exactly so you
+
+262
+00:17:10,390 --> 00:17:13,050
+know people see what we want to see and if you
+
+263
+00:17:13,050 --> 00:17:15,770
+want to see the beauty you will see it and if you
+
+264
+00:17:15,770 --> 00:17:21,010
+don't you won't so itانها تجعلك تحاول تنظر إلى جزء
+
+265
+00:17:21,010 --> 00:17:25,190
+مفلوق من الحمام و ليس جزء مفلوق من الحمام. تحاول
+
+266
+00:17:25,190 --> 00:17:28,510
+تنظر إلى جمال هذه الحياة. مثلا إذا نظر إلى
+
+267
+00:17:28,510 --> 00:17:31,410
+التفاصيل، لدينا الكثير من الأشياء الجمالية حولنا.
+
+268
+00:17:31,810 --> 00:17:36,210
+لدينا كثير من .. كثير من .. كثير من الجمال، كثير
+
+269
+00:17:36,210 --> 00:17:39,190
+من السعادة، كثير من الأشياء السعادة، كثير من
+
+270
+00:17:39,190 --> 00:17:39,290
+الأشياء السعادة، كثير من الأشياء السعادة، كثير من
+
+271
+00:17:39,290 --> 00:17:41,370
+الأشياء السعادة، كثير من الأشياء السعادة، كثير من
+
+272
+00:17:41,370 --> 00:17:44,450
+الأشياء
+
+273
+00:17:44,450 --> 00:17:48,850
+السعادحسنًا هذا ما أقوله أن هذا الوقت لك أن تستمتع
+
+274
+00:17:48,850 --> 00:17:52,290
+به لأن لاحقًا لن تكون لديك وقت لتستمتع به حسنًا
+
+275
+00:17:52,290 --> 00:17:55,890
+هناك الكثير من الأشياء التي يمكن أن تجعلك تشعر
+
+276
+00:17:55,890 --> 00:18:01,260
+بالجمال والسعادة السعادةI'm talking about myself.
+
+277
+00:18:01,700 --> 00:18:04,120
+I don't have time to enjoy them. I wish that I
+
+278
+00:18:04,120 --> 00:18:06,560
+have time to enjoy them. And this is what you are
+
+279
+00:18:06,560 --> 00:18:09,500
+going to feel. But this is the time in which you
+
+280
+00:18:09,500 --> 00:18:13,660
+are supposed to enjoy everything. We usually say
+
+281
+00:18:13,660 --> 00:18:17,540
+it, you are young and enjoy it while it lasts.
+
+282
+00:18:17,800 --> 00:18:20,740
+Enjoy it while it lasts. Because by the time it is
+
+283
+00:18:20,740 --> 00:18:23,660
+coming to an end, you are not going to enjoy it.
+
+284
+00:18:23,780 --> 00:18:26,800
+Do you understand what I mean?Okay, so let's ..
+
+285
+00:18:26,800 --> 00:18:29,780
+yeah, yeah please. So as Lama was just saying,
+
+286
+00:18:29,920 --> 00:18:34,680
+that's so depressing. Sorry? That's so depressing,
+
+287
+00:18:34,860 --> 00:18:40,080
+like honestly. Yeah. Like I have a different view
+
+288
+00:18:40,080 --> 00:18:43,160
+.. a view of the world of yours. I'm sorry. Yeah,
+
+289
+00:18:43,160 --> 00:18:46,780
+please, quiet. But like my parents or my family
+
+290
+00:18:46,780 --> 00:18:52,180
+for example.نحن عادة .. كما ان والدتي يؤمنوا بأن
+
+291
+00:18:52,180 --> 00:18:54,840
+الطبيعة تتلقى حلوة. نعم, هم
+
+292
+00:18:54,840 --> 00:19:09,820
+رومانسيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكيكي
+
+293
+00:19:09,980 --> 00:19:14,680
+you know natural scenes here in Gaza, so like I
+
+294
+00:19:14,680 --> 00:19:18,760
+don't really .. and we don't find places to go to
+
+295
+00:19:18,760 --> 00:19:26,300
+you know, but my father usually just prefers to go
+
+296
+00:19:26,300 --> 00:19:30,740
+like for a journey or a picnic at least like once
+
+297
+00:19:30,740 --> 00:19:34,460
+a month, we either go to the sea, like the whole
+
+298
+00:19:34,460 --> 00:19:41,090
+family, like our familymy family so we either go
+
+299
+00:19:41,090 --> 00:19:46,090
+to the sea or to one of his friends lands it's one
+
+300
+00:19:46,090 --> 00:19:51,310
+of them is in the north of Gaza so it's really
+
+301
+00:19:51,310 --> 00:19:54,450
+good and going there is actually really good it's
+
+302
+00:19:54,450 --> 00:19:58,390
+really good that my parents themselves are still
+
+303
+00:19:58,390 --> 00:20:02,590
+enjoying this you know they have like they make
+
+304
+00:20:02,590 --> 00:20:06,890
+time my father is I guess good pointwe have to
+
+305
+00:20:06,890 --> 00:20:09,030
+make time. we have to make time. yeah he's
+
+306
+00:20:09,030 --> 00:20:12,830
+actually as busy as you are and sometimes like we
+
+307
+00:20:12,830 --> 00:20:16,770
+barely see him at home but still he makes .. he
+
+308
+00:20:16,770 --> 00:20:19,970
+tries to make time like so we can enjoy ourselves
+
+309
+00:20:19,970 --> 00:20:23,350
+and see nature because he believes that life is
+
+310
+00:20:23,350 --> 00:20:27,630
+just sometimes depressing especially in Gazayeah
+
+311
+00:20:27,630 --> 00:20:31,270
+he all all like all the time says I wish I can
+
+312
+00:20:31,270 --> 00:20:37,930
+like take you abroad or we can like have some kind
+
+313
+00:20:37,930 --> 00:20:41,070
+of a journey to the west bank or so he used to go
+
+314
+00:20:41,070 --> 00:20:44,810
+there but he no longer does so it's so it's really
+
+315
+00:20:44,810 --> 00:20:49,850
+like depressing for me that we don't have much
+
+316
+00:20:49,850 --> 00:20:53,670
+like natural scenes here in Gaza to enjoy and to
+
+317
+00:20:54,100 --> 00:20:56,840
+Have you tried going to the eastern part of دير
+
+318
+00:20:56,840 --> 00:21:01,340
+البلاحق? No. It's really nice place, really nice
+
+319
+00:21:01,340 --> 00:21:04,480
+place. But it's dangerous, but it's dangerous. The
+
+320
+00:21:04,480 --> 00:21:08,120
+point that it is from .. it will be very close to
+
+321
+00:21:08,120 --> 00:21:12,320
+the border, right? And thereforeلكن حقًا تستمتع.
+
+322
+00:21:12,420 --> 00:21:18,220
+تشعر كما لو كنت تعيش في مكان جنوني، جنوني، غير
+
+323
+00:21:18,220 --> 00:21:22,200
+ملمس، غير محرر من الإنسان، صحيح؟ نعم. نعم، حسنًا،
+
+324
+00:21:22,200 --> 00:21:27,460
+شكرا. لذا السؤال الثاني، صحيح؟ كيف يتفاهم أو
+
+325
+00:21:27,460 --> 00:21:31,040
+يتفاجأ التекст بظهراتك للعالم؟ قبل فقط ذكرت أنك لا
+
+326
+00:21:31,040 --> 00:21:34,940
+تتفاهم بظهرتي للعالم، صحيح؟Okay, how about the
+
+327
+00:21:34,940 --> 00:21:39,640
+text, right? Do you think that this world can be a
+
+328
+00:21:39,640 --> 00:21:43,140
+better world than that, than the one that we are
+
+329
+00:21:43,140 --> 00:21:45,940
+living? Do you think the daffodils, right,
+
+330
+00:21:46,040 --> 00:21:49,400
+themselves that they can, they can change our own
+
+331
+00:21:49,400 --> 00:21:53,720
+mood even if, right, or remembering, right, a
+
+332
+00:21:53,720 --> 00:21:57,020
+kind, something beautiful that can change, right,
+
+333
+00:21:57,140 --> 00:21:59,600
+the bad situation that you are living for somehow,
+
+334
+00:22:00,220 --> 00:22:07,440
+right? Yes, please.no again okay so I want to be
+
+335
+00:22:07,440 --> 00:22:12,980
+realistic so I'm not really optimistic about the
+
+336
+00:22:12,980 --> 00:22:16,660
+life in Gaza especially but I don't want to think
+
+337
+00:22:16,660 --> 00:22:19,960
+about like living abroad or anything but I don't
+
+338
+00:22:19,960 --> 00:22:25,960
+think that like my ideas maybe clash with the ..
+
+339
+00:22:25,960 --> 00:22:28,480
+about the text of course my ideas about the text
+
+340
+00:22:28,480 --> 00:22:34,690
+with the view ofof the world because I don't think
+
+341
+00:22:34,690 --> 00:22:38,110
+that being optimistic about the situation will
+
+342
+00:22:38,110 --> 00:22:43,590
+make it any better I honestly think that a lot of
+
+343
+00:22:43,590 --> 00:22:45,750
+things have to change whether in Gaza You need to
+
+344
+00:22:45,750 --> 00:22:48,070
+go out by the way I mean that just take your
+
+345
+00:22:48,070 --> 00:22:51,050
+family or go with all class out of the Gaza Strip
+
+346
+00:22:51,050 --> 00:22:53,790
+for a while for one week right you will find that
+
+347
+00:22:53,790 --> 00:22:57,530
+you will change your ideasOkay I .. I .. I
+
+348
+00:22:57,530 --> 00:23:00,370
+obviously know that like the .. the abroad world
+
+349
+00:23:00,370 --> 00:23:05,250
+is .. is no better than Gaza, like I'm not .. I'm
+
+350
+00:23:05,250 --> 00:23:08,310
+not like a naive or something I totally disagree
+
+351
+00:23:08,310 --> 00:23:13,810
+with you, right? Okay I mean that Gazastre one of
+
+352
+00:23:13,810 --> 00:23:19,730
+the nicest places that you can live on earthصحيح؟
+
+353
+00:23:19,730 --> 00:23:23,430
+واحدة من المكانات الجميلة اللي ستعيش فيها .. او
+
+354
+00:23:23,430 --> 00:23:25,510
+انا .. انا لا اعرف، هذا هو نفس نفسي نفسي نفسي نفسي
+
+355
+00:23:25,510 --> 00:23:29,450
+نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي
+
+356
+00:23:29,450 --> 00:23:29,590
+نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي
+
+357
+00:23:29,590 --> 00:23:30,530
+نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي
+
+358
+00:23:30,530 --> 00:23:39,030
+نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسي نفسيOkay
+
+359
+00:23:39,030 --> 00:23:41,690
+no yeah that's .. that's .. that's what I'm saying
+
+360
+00:23:41,690 --> 00:23:44,510
+like I don't wanna go and live abroad but I wanna
+
+361
+00:23:44,510 --> 00:23:48,590
+find like beautiful things here that like would ..
+
+362
+00:23:48,590 --> 00:23:49,910
+would make .. would make me stick. You are still
+
+363
+00:23:49,910 --> 00:23:52,230
+young and you will have time as I said. You are
+
+364
+00:23:52,230 --> 00:23:55,170
+still young and you will have time. And I guess
+
+365
+00:23:55,170 --> 00:23:59,150
+that living adventures like outside Gaza or maybe
+
+366
+00:23:59,150 --> 00:24:01,670
+traveling the world would make .. would make me a
+
+367
+00:24:01,670 --> 00:24:05,580
+better like ..هذا ما اقوله. ستحصل على تجربة أفضل.
+
+368
+00:24:06,360 --> 00:24:12,700
+طول أن تصدق، صحيح؟ ستحصل على وقت، صحيح؟ لكي تخرج،
+
+369
+00:24:12,700 --> 00:24:18,000
+و أتمنى أن تعيش في أحد الأيام، أرجوكfor me
+
+370
+00:24:18,000 --> 00:24:21,880
+actually when for example like what I said when I
+
+371
+00:24:21,880 --> 00:24:23,980
+look to the start I don't remember that I'm living
+
+372
+00:24:23,980 --> 00:24:26,840
+in Gaza actually I don't care about the borders I
+
+373
+00:24:26,840 --> 00:24:28,980
+don't care about anything I'm just like living in
+
+374
+00:24:28,980 --> 00:24:31,660
+a part of the world I don't see that I'm actually
+
+375
+00:24:31,660 --> 00:24:34,500
+living in a sea I forget about in a siege and I
+
+376
+00:24:34,500 --> 00:24:37,480
+forget about it and actually you can create the
+
+377
+00:24:37,480 --> 00:24:40,240
+world that you want actually you could maybe some
+
+378
+00:24:40,240 --> 00:24:49,780
+of that ..انا أعرف ..انا أعرف ..انا أعرف
+
+379
+00:24:49,780 --> 00:24:55,700
+..انا أعرف ..انا
+
+380
+00:24:55,700 --> 00:25:01,560
+أعرف ..انا أعرف
+
+381
+00:25:01,560 --> 00:25:05,960
+..انا
+
+382
+00:25:05,960 --> 00:25:07,920
+أعرف ..انا أعرف ..انا أعرف ..انا أعرف ..انا أعرف
+
+383
+00:25:07,920 --> 00:25:08,080
+..انا أعرف ..انا أعرف ..انا أعرف ..انا أعرف ..انا
+
+384
+00:25:08,080 --> 00:25:12,980
+أعرف ..انا أعرف ..انا أعرف ..انا أعرف ..اناستحصل
+
+385
+00:25:12,980 --> 00:25:18,600
+على شعور مختلف تمامًا، لا يمكنك أن تكتشفه في وقت
+
+386
+00:25:18,600 --> 00:25:25,000
+التجارب نفسها، لكنك ستتذكرها بعد أن انتهىأنت
+
+387
+00:25:25,000 --> 00:25:30,680
+مجموعة كوليام وارد. و .. و كل ما .. كما تعلمين ..
+
+388
+00:25:30,680 --> 00:25:33,440
+مثل الأشياء في السفر، المكان الوحيد اللي أرغب فيه
+
+389
+00:25:33,440 --> 00:25:37,480
+السفر هو فلسطين، لأنني أعرف أنه مكان أفضل في
+
+390
+00:25:37,480 --> 00:25:41,360
+العالم. أعرف أن الطبيعة فيه رائعة جدًا. و أعرف أن
+
+391
+00:25:41,360 --> 00:25:45,990
+.. أنت تشعر بشعور كتير. شكرا جزيلا.I saw some
+
+392
+00:25:45,990 --> 00:25:48,290
+pictures and I saw some people who put pictures
+
+393
+00:25:48,290 --> 00:25:51,390
+for Palestine and for my dad, actually dad .. my
+
+394
+00:25:51,390 --> 00:25:53,730
+daddy you know like traveled for every single
+
+395
+00:25:53,730 --> 00:25:56,270
+meter. اه you should join him, tail him.
+
+396
+00:25:56,490 --> 00:25:58,890
+Unfortunately he .. he did it before he get
+
+397
+00:25:58,890 --> 00:26:01,630
+married because you know that's why I didn't go
+
+398
+00:26:01,630 --> 00:26:03,950
+with him, but when you see the picture you see oh
+
+399
+00:26:03,950 --> 00:26:06,710
+my god we have all these treasures but you can't
+
+400
+00:26:06,710 --> 00:26:09,390
+get it or reach it, at least you know like see it,
+
+401
+00:26:09,990 --> 00:26:13,970
+you don't feel sad. And you should be right, yeah.
+
+402
+00:26:16,540 --> 00:26:20,280
+I'm not going to say that. I'm pardoned. I'm
+
+403
+00:26:20,280 --> 00:26:23,720
+pardoned. Yeah, please. Yeah, fast. They might ..
+
+404
+00:26:23,720 --> 00:26:26,600
+I need new voices. Come on. This .. this idea. I'm
+
+405
+00:26:26,600 --> 00:26:29,920
+not listening to a new voice. I .. I need new
+
+406
+00:26:29,920 --> 00:26:33,220
+voices. Yes, please.actually I'm one of the
+
+407
+00:26:33,220 --> 00:26:37,620
+biggest supporter for living abroad because I love
+
+408
+00:26:37,620 --> 00:26:41,000
+to change from time to time. I think the world
+
+409
+00:26:41,000 --> 00:26:43,840
+that we live in Gaza is so hard and we can't live
+
+410
+00:26:43,840 --> 00:26:47,180
+our life as we want. So going abroad is a main
+
+411
+00:26:47,180 --> 00:26:51,280
+idea and one of my dreams. But not forever. Not
+
+412
+00:26:51,280 --> 00:26:55,980
+forever. Maybe for 20 years. 20 years. And how
+
+413
+00:26:55,980 --> 00:26:58,440
+many 20 years do you have in your life?I don't
+
+414
+00:26:58,440 --> 00:27:03,240
+know but if anyone told me that you will live 20
+
+415
+00:27:03,240 --> 00:27:06,560
+years abroad, absolutely I will agree because I
+
+416
+00:27:06,560 --> 00:27:11,960
+think I can create any world strongly that I want
+
+417
+00:27:11,960 --> 00:27:15,900
+and I really want to try another life, I want to
+
+418
+00:27:15,900 --> 00:27:19,420
+try another country. I really feel proud of living
+
+419
+00:27:19,420 --> 00:27:23,130
+here and one day I will go.يا ان شاء الله. ان شاء
+
+420
+00:27:23,130 --> 00:27:25,950
+الله. ان شاء الله. صحيح؟ اذهب للسؤال الثالث. ماذا
+
+421
+00:27:25,950 --> 00:27:30,590
+تعلمت؟ وكم كانت رأيك وقالتك محاجزة؟ أنا لا أعتقد
+
+422
+00:27:30,590 --> 00:27:35,330
+أن رأينا محاجزة هنا. صحيح؟ لأن الكتاب جدا رومانيسي
+
+423
+00:27:35,330 --> 00:27:41,650
+وسهول. لكن ..نعم أعتقد أننا إلى مستوى محدد، صحيح؟
+
+424
+00:27:41,650 --> 00:27:45,790
+نحن .. انا شخصيا، انا اتفق بالتكتب، انه كذلك،
+
+425
+00:27:45,790 --> 00:27:51,950
+صحيح؟ انه يأخذنا بعيد من ما انا اسميه موقف مستقل
+
+426
+00:27:51,950 --> 00:27:59,370
+لحاجات يومية، موقف مستقل لحاجات يومية لتعيش تجربة
+
+427
+00:27:59,370 --> 00:28:04,650
+أخرى، صحيح؟ ماذا عنك؟ صحيح؟
+
+428
+00:28:06,860 --> 00:28:12,440
+هل هناك أي شيء تود أن تقوله مرتبط بهذه السؤالة؟
+
+429
+00:28:12,440 --> 00:28:13,440
+نعم بفضل الله.
+
+430
+00:28:17,280 --> 00:28:23,040
+حسنا، إنه يمزغ عقلي عن الطبيعة، إنه عندما تكون في
+
+431
+00:28:23,040 --> 00:28:28,640
+حالة محاولة، يمكنك تغييرها إلى سعادة ورحمة بملاحظة
+
+432
+00:28:28,640 --> 00:28:36,320
+الطبيعة ومستمرة بها.حسنًا، شكرا، حسنًا. الآن، هل
+
+433
+00:28:36,320 --> 00:28:40,700
+تعتقد أنها تتعامل مع أشياء تهتم بها بشخصك؟ هل
+
+434
+00:28:40,700 --> 00:28:45,820
+تعتقد أنها مهمة؟ أعني، ما هي معنى الكتاب؟ هذه
+
+435
+00:28:45,820 --> 00:28:50,500
+السؤال عن .. حسنًا، ليس معنى الكتاب، هل تعتقد أن
+
+436
+00:28:50,500 --> 00:28:54,900
+هذه الكتابة و أيضًا الكتابات الرومانية هم حقًا
+
+437
+00:28:54,900 --> 00:28:58,080
+مهمين؟ هل تجدهم مهمين؟ لماذا؟
+
+438
+00:29:11,660 --> 00:29:15,480
+this lines or this poem it's important to me so
+
+439
+00:29:15,480 --> 00:29:19,420
+much because this is the beauty of my landوهو
+
+440
+00:29:19,420 --> 00:29:26,120
+يستحق أن يكون قتل حتى آخر نقطة من حياتي وأنا لن
+
+441
+00:29:26,120 --> 00:29:29,660
+أتكلم عن ذلك عندما أقول أننا سعيدين بواسطة واحدة
+
+442
+00:29:29,660 --> 00:29:33,840
+من المنزلين الجماليين في أرضنا ويحتاج مننا كثير
+
+443
+00:29:33,840 --> 00:29:39,200
+كثير كثير لكي نكون حرين، فأنا أرى هذه الدفلدوس مثل
+
+444
+00:29:39,200 --> 00:29:45,450
+دفلدوسي في وسبانق أو جافة أو في الأرض المساعدةthey
+
+445
+00:29:45,450 --> 00:29:49,090
+were so it is really important to me so much right
+
+446
+00:29:49,090 --> 00:29:52,890
+thank you the last question right how well did you
+
+447
+00:29:52,890 --> 00:29:56,070
+enjoy the text did you enjoy it as a piece of
+
+448
+00:29:56,070 --> 00:29:59,510
+entertainment do you think it is an enjoying text
+
+449
+00:29:59,510 --> 00:30:05,960
+right anyone here yes pleasewhen we talk about ..
+
+450
+00:30:05,960 --> 00:30:09,100
+when I talk about the text .. the text add to me
+
+451
+00:30:09,100 --> 00:30:13,940
+something .. something different or something
+
+452
+00:30:13,940 --> 00:30:18,140
+touch my heart really because the purity of the
+
+453
+00:30:18,140 --> 00:30:21,680
+nature living in my heart .. is living in my heart
+
+454
+00:30:21,680 --> 00:30:26,600
+because when I .. when .. when I say .. when I sit
+
+455
+00:30:26,600 --> 00:30:30,160
+in .. under the trees and besides of the flowers
+
+456
+00:30:31,150 --> 00:30:34,210
+took me the inspiration to write something really.
+
+457
+00:30:34,650 --> 00:30:40,790
+I wrote .. I wrote the poems and I love this ..
+
+458
+00:30:40,790 --> 00:30:44,970
+and I love this nature. Great .. it's very
+
+459
+00:30:44,970 --> 00:30:50,850
+beautiful to myself and I think this ..هذه الطبيعة
+
+460
+00:30:50,850 --> 00:30:57,670
+وممتازة جدا وانا احاول ان اجد وانا احاول ان اكتشف
+
+461
+00:30:57,670 --> 00:31:04,810
+شيء مريح لذلك هذه .. هذه القصة عندما يتكلم عن
+
+462
+00:31:04,810 --> 00:31:09,750
+الدفادلين نحن نخسر هنا في غزو لذلك لا يمكننا أن
+
+463
+00:31:09,750 --> 00:31:15,650
+نجد ذلك فعلا اضيف .. اضيف شيء جميل جدًا لنفسي
+
+464
+00:31:15,650 --> 00:31:21,000
+حسنًا شكرا جدًا هل هذا يذكرك بقصة أخرى؟Right?
+
+465
+00:31:21,540 --> 00:31:25,840
+Another movie, another experience. Intertextuality
+
+466
+00:31:25,840 --> 00:31:27,960
+here. What comes to your mind whenever you read
+
+467
+00:31:27,960 --> 00:31:30,980
+this text? Right? We talked about experiences of
+
+468
+00:31:30,980 --> 00:31:33,160
+the fathers, the mothers, the family. Right? These
+
+469
+00:31:33,160 --> 00:31:36,620
+are intertexts, intertextuality. But does it
+
+470
+00:31:36,620 --> 00:31:39,120
+remind you of something? Right? Yeah. Yeah.
+
+471
+00:31:39,340 --> 00:31:43,380
+Literary work, a quotation, a movie, anything.
+
+472
+00:31:43,980 --> 00:31:48,830
+Right?to answer the question, yes I do enjoy it a
+
+473
+00:31:48,830 --> 00:31:52,430
+lot, it was one of the only poems that I read and
+
+474
+00:31:52,430 --> 00:31:54,490
+actually feel happy no matter how many times I
+
+475
+00:31:54,490 --> 00:32:02,610
+read it and it reminds me of actually a YouTuber
+
+476
+00:32:02,610 --> 00:32:05,730
+that I watch online that travels to places and
+
+477
+00:32:05,730 --> 00:32:09,150
+captures artistic like films of the places that he
+
+478
+00:32:09,150 --> 00:32:12,590
+goes to, so just purely nature and amazing shots
+
+479
+00:32:13,280 --> 00:32:15,380
+They are extremely breathtaking of mountains,
+
+480
+00:32:15,620 --> 00:32:18,620
+rivers, like they're just amazing, so this poem
+
+481
+00:32:18,620 --> 00:32:20,980
+reminded me of it, like I could .. somebody could
+
+482
+00:32:20,980 --> 00:32:23,320
+read it over the video that I watched and it would
+
+483
+00:32:23,320 --> 00:32:25,340
+be amazing. Oh yeah, so it's a kind of what .. you
+
+484
+00:32:25,340 --> 00:32:28,100
+make a kind of duping between the picture and what
+
+485
+00:32:28,100 --> 00:32:30,860
+.. and the sound itself. Yeah, so that's amazing.
+
+486
+00:32:31,060 --> 00:32:31,700
+Yes, please.
+
+487
+00:32:34,550 --> 00:32:38,370
+Well yes it remind .. it reminds me of the movie
+
+488
+00:32:38,370 --> 00:32:41,890
+and the novel bride and the prejudice for Jane
+
+489
+00:32:41,890 --> 00:32:48,450
+Austen. I believe most of us know the .. well when
+
+490
+00:32:48,450 --> 00:32:51,830
+I read .. when I read the poem I actually remember
+
+491
+00:32:51,830 --> 00:32:55,870
+the film they were filming in the .. in the nature
+
+492
+00:32:55,870 --> 00:32:58,590
+of England and it was .. it's really beautiful.
+
+493
+00:32:58,850 --> 00:33:01,970
+Yes it is and I wish if I .. we could live there
+
+494
+00:33:01,970 --> 00:33:07,190
+or have a walk there.Why not? Keep on dreaming.
+
+495
+00:33:07,890 --> 00:33:11,230
+Dreaming is a sign of life. By the time you stop
+
+496
+00:33:11,230 --> 00:33:12,390
+dreaming, you are there.
+
+497
+00:33:15,530 --> 00:33:21,600
+And I actually ..and I actually respect the .. the
+
+498
+00:33:21,600 --> 00:33:24,820
+.. the .. the actor of Elizabeth, Miss Bennett
+
+499
+00:33:24,820 --> 00:33:30,740
+when she refuses to .. to have a ride with .. with
+
+500
+00:33:30,740 --> 00:33:33,500
+Mr. Darcy and she prefers to .. to have a walk to
+
+501
+00:33:33,500 --> 00:33:37,280
+home and this is so amazing I mean she .. she
+
+502
+00:33:37,280 --> 00:33:41,780
+involves with .. with nature and that's relieving
+
+503
+00:33:41,780 --> 00:33:44,420
+but the .. the only thing that is reminding me
+
+504
+00:33:44,420 --> 00:33:46,020
+about Canada is now Allah gave it
+
+505
+00:33:51,770 --> 00:33:57,470
+لكن أتمنى أن يكون مستمر، يجب أن يكون كل يومي مرتبط
+
+506
+00:33:57,470 --> 00:34:03,270
+مع الطبيعة، وإذا كنت في مكان ما، سأحصل على طعام
+
+507
+00:34:03,270 --> 00:34:06,450
+رائع وحلم، سأتعلمهم في الجنة، إن شاء الله، إن شاء
+
+508
+00:34:06,450 --> 00:34:07,590
+الله، إن شاء الله، إن شاء الله، إن شاء الله، إن
+
+509
+00:34:07,590 --> 00:34:09,110
+شاء الله، إن شاء الله، إن شاء الله، إن شاء الله،
+
+510
+00:34:09,110 --> 00:34:09,790
+إن شاء الله
+
+511
+00:34:16,400 --> 00:34:20,780
+كيف الله خلق هذه الطبيعة .. كيف الله خلق .. خلق
+
+512
+00:34:20,780 --> 00:34:24,760
+هذه الطبيعة لتفضلنا، لذا مثلا الطبيعة الحب والرحمة
+
+513
+00:34:24,760 --> 00:34:28,060
+هي جزء من عبادتنا. شكرا جزيلا
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/EzUUUqmKCeI_raw.json b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/EzUUUqmKCeI_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..2159037a108c0b2800dccc0575e6f4332d5bbd38
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/EzUUUqmKCeI_raw.json
@@ -0,0 +1 @@
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These cities are called stony rubbish. What does that mean, stony rubbish? Right? Buildings, buildings, buildings, supermarkets, malls and .. Right? They are stony rubbish. No nature. Unnatural. 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على أن يستمر، اقول ان هذا برنامج ضعيف، صحيح؟ أنه يجب أن يكون لديه قوة أقوى لتنمو، صحيح؟ اتعامل مع ذلك كما اذا كان إنه إنسان، تعرفين، صحيح؟", "tokens": [1863, 25957, 9122, 15042, 1975, 15730, 1975, 8315, 6156, 30241, 2655, 8717, 45367, 9154, 8717, 7435, 39319, 8978, 11331, 1829, 9307, 1829, 12399, 20328, 5016, 1829, 5016, 22807, 4032, 7649, 995, 5551, 8592, 3615, 2288, 20666, 5016, 11622, 1863, 8978, 8717, 36178, 2423, 30543, 2655, 43242, 15042, 5551, 7435, 3215, 14739, 23758, 2423, 26890, 8315, 2304, 7435, 31767, 17082, 13546, 32767, 7251, 19452, 12174, 18513, 2288, 15844, 14739, 7251, 14851, 29973, 12399, 1975, 39648, 16472, 23758, 4724, 2288, 8315, 2304, 7435, 48812, 3615, 33911, 12399, 20328, 5016, 1829, 5016, 22807, 14739, 3224, 7251, 7435, 3555, 14739, 7251, 30544, 5296, 16254, 3224, 12174, 2407, 3660, 5551, 4587, 2407, 7578, 5296, 2655, 1863, 2304, 2407, 12399, 20328, 5016, 1829, 5016, 22807, 1975, 2655, 3615, 10943, 1211, 20449, 29910, 23275, 9122, 15042, 1975, 15730, 25961, 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You are still young and you will have time as I said. You are still young and you will have time. 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I'm pardoned. I'm pardoned. Yeah, please. Yeah, fast. They might .. I need new voices. Come on. This .. this idea. I'm not listening to a new voice. I .. I need new voices. 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Another movie, another experience. Intertextuality here. What comes to your mind whenever you read this text? Right? We talked about experiences of the fathers, the mothers, the family. Right? These are intertexts, intertextuality. But does it remind you of something? Right? Yeah. Yeah. Literary work, a quotation, a movie, anything. 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Oh yeah, so it's a kind of what .. you make a kind of duping between the picture and what .. and the sound itself. Yeah, so that's amazing. 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{"start": 2032.85, "end": 2033.13, "word": " أن", "probability": 0.60009765625}, {"start": 2033.13, "end": 2034.03, "word": " يكون", "probability": 0.8251953125}, {"start": 2034.03, "end": 2034.89, "word": " مستمر،", "probability": 0.6600341796875}, {"start": 2034.89, "end": 2035.11, "word": " يجب", "probability": 0.678955078125}, {"start": 2035.11, "end": 2035.11, "word": " أن", "probability": 0.78271484375}, {"start": 2035.11, "end": 2035.11, "word": " يكون", "probability": 0.883544921875}, {"start": 2035.11, "end": 2035.11, "word": " كل", "probability": 0.56689453125}, {"start": 2035.11, "end": 2035.83, "word": " يومي", "probability": 0.7587890625}, {"start": 2035.83, "end": 2037.47, "word": " مرتبط", "probability": 0.620086669921875}, {"start": 2037.47, "end": 2038.03, "word": " مع", "probability": 0.7158203125}, {"start": 2038.03, "end": 2039.59, "word": " الطبيعة،", "probability": 0.69488525390625}, {"start": 2039.59, "end": 2040.23, "word": " وإذا", "probability": 0.7648111979166666}, {"start": 2040.23, "end": 2040.83, "word": " كنت", "probability": 0.7587890625}, {"start": 2040.83, "end": 2040.91, "word": " في", "probability": 0.255615234375}, {"start": 2040.91, "end": 2041.29, "word": " مكان", "probability": 0.837890625}, {"start": 2041.29, "end": 2041.63, "word": " ما،", "probability": 0.52294921875}, {"start": 2041.63, "end": 2042.45, "word": " سأحصل", "probability": 0.42352294921875}, {"start": 2042.45, "end": 2042.59, "word": " على", "probability": 0.703125}, {"start": 2042.59, "end": 2043.27, "word": " طعام", "probability": 0.6671956380208334}, {"start": 2043.27, "end": 2043.27, "word": " رائع", "probability": 0.6946207682291666}, {"start": 2043.27, "end": 2044.31, "word": " وحلم،", "probability": 0.53094482421875}, {"start": 2044.31, "end": 2045.03, "word": " سأتعلمهم", "probability": 0.5391337076822916}, {"start": 2045.03, "end": 2045.17, "word": " في", "probability": 0.591796875}, {"start": 2045.17, "end": 2045.71, "word": " الجنة،", 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0.84033203125}, {"start": 2047.41, "end": 2047.41, "word": " إن", "probability": 0.65087890625}, {"start": 2047.41, "end": 2047.45, "word": " شاء", "probability": 0.94384765625}, {"start": 2047.45, "end": 2047.47, "word": " الله،", "probability": 0.8935546875}, {"start": 2047.47, "end": 2047.59, "word": " إن", "probability": 0.81640625}, {"start": 2047.59, "end": 2047.67, "word": " شاء", "probability": 0.951904296875}, {"start": 2047.67, "end": 2047.67, "word": " الله،", "probability": 0.927978515625}, {"start": 2047.67, "end": 2047.67, "word": " إن", "probability": 0.890625}, {"start": 2047.67, "end": 2047.99, "word": " شاء", "probability": 0.9609375}, {"start": 2047.99, "end": 2047.99, "word": " الله،", "probability": 0.941650390625}, {"start": 2047.99, "end": 2047.99, "word": " إن", "probability": 0.9208984375}, {"start": 2047.99, "end": 2047.99, "word": " شاء", "probability": 0.96875}, {"start": 2047.99, "end": 2047.99, "word": " الله،", "probability": 0.947998046875}, {"start": 2047.99, "end": 2047.99, "word": " إن", "probability": 0.935546875}, {"start": 2047.99, "end": 2048.05, "word": " شاء", "probability": 0.972412109375}, {"start": 2048.05, "end": 2049.11, "word": " الله،", "probability": 0.9501953125}, {"start": 2049.11, "end": 2049.39, "word": " إن", "probability": 0.9423828125}, {"start": 2049.39, "end": 2049.39, "word": " شاء", "probability": 0.974853515625}, {"start": 2049.39, "end": 2049.79, "word": " الله", "probability": 0.94482421875}], "temperature": 1.0}, {"id": 91, "seek": 206806, "start": 2056.4, "end": 2068.06, "text": "كيف الله خلق هذه الطبيعة .. كيف الله خلق .. خلق هذه الطبيعة لتفضلنا، لذا مثلا الطبيعة الحب والرحمة هي جزء من عبادتنا. شكرا جزيلا", "tokens": [4117, 33911, 21984, 16490, 1211, 4587, 29538, 41950, 21292, 27884, 4386, 9122, 33911, 21984, 16490, 1211, 4587, 4386, 16490, 1211, 4587, 29538, 41950, 21292, 27884, 5296, 2655, 5172, 11242, 1211, 8315, 12399, 5296, 15730, 50113, 15040, 41950, 21292, 27884, 21542, 3555, 16070, 2288, 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0.8904622395833334}, {"start": 2060.12, "end": 2060.12, "word": " ..", "probability": 0.10675048828125}, {"start": 2060.12, "end": 2060.78, "word": " خلق", "probability": 0.9479166666666666}, {"start": 2060.78, "end": 2061.06, "word": " هذه", "probability": 0.85498046875}, {"start": 2061.06, "end": 2061.46, "word": " الطبيعة", "probability": 0.97900390625}, {"start": 2061.46, "end": 2062.62, "word": " لتفضلنا،", "probability": 0.5531703404017857}, {"start": 2062.62, "end": 2063.0, "word": " لذا", "probability": 0.5052490234375}, {"start": 2063.0, "end": 2063.34, "word": " مثلا", "probability": 0.53961181640625}, {"start": 2063.34, "end": 2063.48, "word": " الطبيعة", "probability": 0.79541015625}, {"start": 2063.48, "end": 2063.62, "word": " الحب", "probability": 0.529052734375}, {"start": 2063.62, "end": 2064.76, "word": " والرحمة", "probability": 0.521209716796875}, {"start": 2064.76, "end": 2065.14, "word": " هي", "probability": 0.65966796875}, {"start": 2065.14, "end": 2065.84, 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\ No newline at end of file
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/OnSl_bsf9Lw_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/OnSl_bsf9Lw_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..7f133b1fbe8d1e92f6b89aedefb2740e62e762eb
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/OnSl_bsf9Lw_postprocess.srt
@@ -0,0 +1,1340 @@
+1
+00:00:20,670 --> 00:00:27,270
+الآن سوف نبدأ دراستنا باسم الله الرحمن الرحيم أول
+
+2
+00:00:27,270 --> 00:00:32,950
+مرة بدأنا بشرح الـ Solitary Reaper كتابة عن نظرية
+
+3
+00:00:32,950 --> 00:00:37,730
+الرومانسية لذلك أود أن أعمل تحديث قريب عن ما
+
+4
+00:00:37,730 --> 00:00:43,430
+فعلناه أول مرة لكي نستمر في ما فعلناه منذ البداية.
+
+5
+00:00:44,110 --> 00:00:50,560
+من المهم جدًا أن أشرح لك بأن كتابة رومانسيةأنت من
+
+6
+00:00:50,560 --> 00:00:54,600
+المفترض أن تبحث عن أساسات الرومانسية في أي عمل
+
+7
+00:00:54,600 --> 00:00:59,960
+مصطلح، بمعنى إذا كنت محتاج للكتابة قصة رومانسية
+
+8
+00:00:59,960 --> 00:01:04,380
+محتاجة للكتابة محتاجة
+
+9
+00:01:04,380 --> 00:01:06,700
+للكتابة محتاجة للكتابة محتاجة للكتابة محتاجة
+
+10
+00:01:06,700 --> 00:01:11,460
+للكتابة محتاجة للكتابة محتاجة للكتابة محتاجة
+
+11
+00:01:11,460 --> 00:01:16,070
+للكتابةوأخبرهم عن ما هو الرومانسي في ذلك، ما هو
+
+12
+00:01:16,070 --> 00:01:19,690
+الرومانسي في ذلك، على سبيل المثال، لتفكير ما هو ..
+
+13
+00:01:19,690 --> 00:01:23,510
+أين هي التخيلة، إذا كان هناك تخيلة أساسية، أين هي
+
+14
+00:01:23,510 --> 00:01:30,160
+التجارب، صحيح؟ كذلك لتشرحالهجوم في الناس المشتركة
+
+15
+00:01:30,160 --> 00:01:35,360
+والمكان المشترك والصلاة وما إلى ذلك وما إلى ذلك،
+
+16
+00:01:35,360 --> 00:01:40,120
+لذلك مجلس رومانسي يبحث عن القصص الرومانسية في
+
+17
+00:01:40,120 --> 00:01:44,540
+العمل الإلتراني، وهذا ما بدأنا نفعله السابقة في
+
+18
+00:01:44,540 --> 00:01:48,180
+The Solitary Reaper نفسنا نفسنا نفسنا نفسنا نفسنا
+
+19
+00:01:48,180 --> 00:01:48,300
+نفسنا نفسنا نفسنا نفسنا نفسنا نفسنا نفسنا نفسنا
+
+20
+00:01:48,300 --> 00:01:48,900
+نفسنا نفسنا نفسيا نفسيا نفسيا نفسيا نفسيا نفسيا
+
+21
+00:01:48,900 --> 00:01:51,820
+نفسيا نفسيا نفسيا نفسيا نفسيا نفسيا نفسيا نفسيا
+
+22
+00:01:51,820 --> 00:01:57,340
+نفسالتي هي حالة المساعدة و ايضا عزيزة الناس
+
+23
+00:01:57,340 --> 00:02:02,420
+المشتركة و المكان المشترك و ايضا اشرحنا ان لدينا
+
+24
+00:02:02,420 --> 00:02:09,220
+فكرة أساسية لان التجارب .. اعني تجارب ليست حقيقية
+
+25
+00:02:09,220 --> 00:02:13,380
+ليست حقيقية ولكنها فكرة فكرة ليست تجارب وليام
+
+26
+00:02:13,380 --> 00:02:18,160
+ويردزورتر تجارب حقيقية ولكنها تجارب واحد من
+
+27
+00:02:18,160 --> 00:02:24,060
+أصدقائهوقلنا إنها تعمل على الـ five senses،
+
+28
+00:02:24,060 --> 00:02:30,760
+التخيل. يمكنك أن ترى بدون عيون ويمكنك أن تسمع بدون
+
+29
+00:02:30,760 --> 00:02:35,160
+أسماع، بدون أسماع، من خلال تخيلك الخاص، صحيح؟
+
+30
+00:02:35,160 --> 00:02:40,000
+وأيضًا، جئنا إلى هذه المصطلحة وبدأنا أن نشرحها
+
+31
+00:02:40,000 --> 00:02:44,710
+كجزء من المصورة الرومانيةممتاز، ولكن هناك شيء أخر
+
+32
+00:02:44,710 --> 00:02:48,490
+أود أن أضيفه عن هذه التنسيقى التي قبل ذلك قمنا
+
+33
+00:02:48,490 --> 00:02:52,970
+بتشرحها، في الواقع أنه يقارن اتجارات طبيعية مع
+
+34
+00:02:52,970 --> 00:02:59,170
+بعضها البعض، أن هذه التقارنة تتجارس تقراره للجمال
+
+35
+00:02:59,780 --> 00:03:06,000
+انها تفكير محبته، الجمال. أعني أن وليام واردورت،
+
+36
+00:03:06,000 --> 00:03:11,680
+صحيح؟ اللي يعجب الجمال و .. صحيح؟ من الأغنية، من
+
+37
+00:03:11,680 --> 00:03:15,980
+الفتاة، من الطبيعة أيضًا، ولكن في الواضح أن
+
+38
+00:03:15,980 --> 00:03:23,780
+الأغنية، ولذلكبسبب أنه مؤثر على صوت المرحلة
+
+39
+00:03:23,780 --> 00:03:25,480
+المرحلة المرحلة المرحلة المرحلة المرحلة المرحلة
+
+40
+00:03:25,480 --> 00:03:29,680
+المرحلة المرحلة المرحلة المرحلة المرحلة المرحلة
+
+41
+00:03:29,680 --> 00:03:32,580
+المرحلة المرحلة المرحلة المرحلة المرحلة المرحلة
+
+42
+00:03:32,580 --> 00:03:34,320
+المرحلة المرحلة المرحلة المرحلة المرحلة المرحلة
+
+43
+00:03:34,320 --> 00:03:35,760
+المرحلة المرحلة المرحلة المرحلة المرحلة المرحلة
+
+44
+00:03:35,760 --> 00:03:45,600
+المرحلة المرحلة المرحلة المرحلة المالأساسيات التي
+
+45
+00:03:45,600 --> 00:03:54,000
+هي احترام او تجارب تجارب المظاهر الطبيعية هو
+
+46
+00:03:54,000 --> 00:03:59,280
+يحترمها وهذا الاحترام يكون جزء من ايه؟ احترام
+
+47
+00:03:59,280 --> 00:04:03,160
+الجمالهو رأي المسرح عندما قلنا أننا لدينا ثلاثة
+
+48
+00:04:03,160 --> 00:04:10,080
+أشعار إما أو أو محفظة
+
+49
+00:04:10,080 --> 00:04:15,660
+الجمال، لذلك الاتмосفير المميزة في الكلمة كلها أنه
+
+50
+00:04:15,660 --> 00:04:21,530
+قد كتب الكلمة كلها لأنه احب ما؟الأولى كان يعجب
+
+51
+00:04:21,530 --> 00:04:27,590
+الجمال من الأغنية نفسها. أعني ما هي الهيئة الواضحة
+
+52
+00:04:27,590 --> 00:04:33,030
+في كلمة كلها. إنها نوع من التجارب وتجارب عادية
+
+53
+00:04:33,030 --> 00:04:39,190
+لتجارب الجمال.التي حقًا محتاجة للعرض الروماني
+
+54
+00:04:39,190 --> 00:04:45,770
+كمصورة رئيسية، كمصورة رئيسية. الآن سنصل إلى عرض
+
+55
+00:04:45,770 --> 00:04:52,270
+روماني أخر، وهو مقارنة بين ايضا، ما هو؟ او طبيعي
+
+56
+00:04:52,780 --> 00:05:00,700
+الصور التي أيضًا تشير أكتر إلى أنه يقبل صوت
+
+57
+00:05:00,700 --> 00:05:04,960
+الفتاة. إذا ما هي الصورة الأولى؟ الصورة الأولى هي
+
+58
+00:05:04,960 --> 00:05:08,920
+الفتاة بينما تغيظ و تغيظ أو في نفس الوقت. هذه
+
+59
+00:05:08,920 --> 00:05:13,200
+الصورة الأولى. الصورة الثانية، فقط تخيل في الصباح،
+
+60
+00:05:13,200 --> 00:05:18,860
+في الصباح، بينما الشمس لا يزال تنزل أو ربمابدأ
+
+61
+00:05:18,860 --> 00:05:23,680
+بالنزول. وهناك بيرد كوكو. هناك بيرد كوكو. وهذا
+
+62
+00:05:23,680 --> 00:05:30,800
+البرد الكوكو لديه صوت مدهش. صوت مدهش. وهو كثير قوى
+
+63
+00:05:30,800 --> 00:05:37,040
+لدرجة ما يمكنه أن يتحرك عبر أحواء. عبر أحواء. حتى
+
+64
+00:05:37,040 --> 00:05:42,470
+يصل إلى المحيطات المفتوحة في مصر.مثلًا، أغنية
+
+65
+00:05:42,470 --> 00:05:53,310
+الفتاة كانت أفضل من أغنية الطيب اللي كان يغنى في
+
+66
+00:05:53,310 --> 00:05:59,390
+الصباح وكانت لديه صوت مدهش وقوي جدًا لإنه يذهب من
+
+67
+00:05:59,390 --> 00:06:06,990
+السحر لتصل إلى أسلحة الهيبردين في مصرهذا مجرد
+
+68
+00:06:06,990 --> 00:06:14,350
+اكتشاف ولكن بسبب ماذا؟ بسبب اهتمامه بالجمال بجمال
+
+69
+00:06:14,350 --> 00:06:21,510
+هذا هو السبب نقول إنه في الواقع اهتمام جمالي وهذا
+
+70
+00:06:21,510 --> 00:06:26,370
+هو السبب في استخدام اكتشاف في مجلس مثل هذا. فماذا
+
+71
+00:06:26,370 --> 00:06:35,190
+يقول صوت مرحب؟ صوت من من؟ صوت الفتاةأن أولادها
+
+72
+00:06:35,190 --> 00:06:40,490
+كانت مدهشة جدا ولم تكن مسموحها أبدًا في الوقت
+
+73
+00:06:40,490 --> 00:06:46,730
+الماضي من كوكوبيرد وكانت أفضل من أغاني كوكوبيرد
+
+74
+00:06:46,730 --> 00:06:55,370
+خلال الصيفبسرعة في الصباح بسرعة في الصباح من البحر
+
+75
+00:06:55,370 --> 00:07:00,830
+وانتهيها من البحر حتى تصل إلى المدينة السفرية من
+
+76
+00:07:00,830 --> 00:07:05,370
+الهيبرديز من الهيبرديز لذلك صوت الفتاة أفضل كثير
+
+77
+00:07:05,370 --> 00:07:10,010
+أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل
+
+78
+00:07:10,010 --> 00:07:10,910
+أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل
+
+79
+00:07:10,910 --> 00:07:11,150
+أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل أفضل
+
+80
+00:07:11,150 --> 00:07:17,690
+أفضل أفضل أفضل أفضل أفضل أفضل أفضل
+
+81
+00:07:17,690 --> 00:07:18,710
+أف
+
+82
+00:07:28,760 --> 00:07:33,180
+شيء أخر قبل أن أتحرك للجزء الثاني من واحد، الجزء
+
+83
+00:07:33,180 --> 00:07:37,260
+الثاني من القصة.
+
+84
+00:07:37,440 --> 00:07:42,640
+إذا كنا ندخل في القصة كامة، نجد أن اللغة المستخدمة
+
+85
+00:07:42,640 --> 00:07:47,660
+هي لغة بسيطة. في أكتر كلمة، إذا كنا نريد أن نسميها
+
+86
+00:07:47,660 --> 00:07:53,980
+كلمة للرجل العام، خارج الـ young, right and less،
+
+87
+00:07:53,980 --> 00:08:01,000
+وهي قليل من ماليس غريبًا، ولكن قديمًا، ولكن عامًا،
+
+88
+00:08:01,000 --> 00:08:05,260
+صحيح؟ ما نقوله، نقوله أن اللغة هي لغة رومانسية،
+
+89
+00:08:05,260 --> 00:08:10,880
+وهي واحدة من أفكار الرومانسية أيضًا، أن يجعل اللغة
+
+90
+00:08:10,880 --> 00:08:17,480
+تصل إلى مستوى اللغة العامة للرجال، وصحيح؟ وليام
+
+91
+00:08:17,480 --> 00:08:20,580
+ويردورت استطاع أن يفعل ذلك، ولكن سامuel colorage
+
+92
+00:08:20,580 --> 00:08:24,940
+لم يكن قادر على فعل ذلك، وكان يبقى لغته مختلفة من
+
+93
+00:08:24,940 --> 00:08:26,380
+اللغة العامة
+
+94
+00:08:40,240 --> 00:08:43,780
+كلها الجثة وكل هذا هو كمان مش فاهم كيف لو فاهم
+
+95
+00:08:44,840 --> 00:08:49,600
+تفهميني؟ لأنها لم تغني بالإنجليزي، كانت تغني بلغة
+
+96
+00:08:49,600 --> 00:08:55,680
+أخرى. قال إنه حقًا محرر من جمال الأغنية، حسنًا؟
+
+97
+00:08:55,680 --> 00:09:01,120
+على الرغم من الحقيقة أنه لا يفهم حتى كلمة واحدة.
+
+98
+00:09:02,090 --> 00:09:08,230
+لكن هو محطم تمامًا. وهذا هو السبب أنه يتساءل الآن
+
+99
+00:09:08,230 --> 00:09:15,250
+عن ما لا يعرفه. ما هو هذا؟ هذا سؤال يتشجع نفسك
+
+100
+00:09:15,250 --> 00:09:23,540
+لتساءل.أولاً نتكلم عن رأي احترام الجمال، و الأن
+
+101
+00:09:23,540 --> 00:09:30,500
+ندخل إلى سلسلة من التسأل، تسأل عن شيء ليس بالطبع
+
+102
+00:09:30,500 --> 00:09:36,940
+في شكل سؤال، لكن ربما يمكنك أيضًا تسأل عن طبيعة
+
+103
+00:09:36,940 --> 00:09:42,510
+شيء بإعطائه اختصارات مختلفة ومختاراتSo the line
+
+104
+00:09:42,510 --> 00:09:45,990
+here, he say, will no one tell me what she sings?
+
+105
+00:09:46,310 --> 00:09:48,930
+Is there anyone who understands what she says and
+
+106
+00:09:48,930 --> 00:09:52,110
+helps me to understand what is she singing about?
+
+107
+00:09:52,630 --> 00:09:56,670
+Right? It means that he doesn't understand. كيف لو
+
+108
+00:09:56,670 --> 00:10:01,690
+فاهم يا باشر؟ Do you understand what I mean? Well,
+
+109
+00:10:01,890 --> 00:10:07,130
+fine.هذا هو البداية للفكرة من ماذا؟ من المفاجأة
+
+110
+00:10:07,130 --> 00:10:13,930
+وبداية تفكير ثانوي لماذا تفكير ثانوي؟ لأنه سيذهب
+
+111
+00:10:13,930 --> 00:10:19,170
+إلى حالة التخيل حالة التخيل تخيل ما هي الأغنية
+
+112
+00:10:19,170 --> 00:10:23,850
+عنها ما هي الأغنية عنها وفي هذه الحالة بينما لا
+
+113
+00:10:23,850 --> 00:10:30,290
+يكون متأكد هو يتسأل عن ما هي أغنية عنها هو يتسأل
+
+114
+00:10:31,040 --> 00:10:36,920
+ماذا يتعلق بالأغاني؟ ولكي تتساءل عن طبيعة الأغاني،
+
+115
+00:10:36,920 --> 00:10:41,000
+يحتاج إلى .. ماذا؟ لديه نوع من التخيلة. نحن نعرف
+
+116
+00:10:41,000 --> 00:10:45,220
+أن هذه التخيلة هي ثانوية. لماذا؟ لأنه أولاً لم
+
+117
+00:10:45,220 --> 00:10:50,960
+يسمع الأغاني. يعني أنت ماسمعتش الأغنية، وبعدين
+
+118
+00:10:50,960 --> 00:10:56,900
+تقول إن حد فاهمني كلماتها، يعني تكون إيش، صح؟ هذا
+
+119
+00:10:56,900 --> 00:10:58,760
+.. نعم لما؟ كنت تريد أن تقول شيء؟
+
+120
+00:11:07,080 --> 00:11:11,220
+هذا عندما تستمع للعبورة، ولكن إذا لم تستمع
+
+121
+00:11:11,220 --> 00:11:14,900
+للعبورة، عندما تتخيل أنك استمع للعبورة، فسيكون
+
+122
+00:11:14,900 --> 00:11:17,020
+هناك نوع من ماذا؟ رومانتيزم
+
+123
+00:11:19,340 --> 00:11:23,940
+Did you get my point؟ Well, fine. Okay, so let's
+
+124
+00:11:23,940 --> 00:11:27,740
+come to the first guessing. Perhaps, perhaps here
+
+125
+00:11:27,740 --> 00:11:32,440
+a word which is the start of what؟ Of both
+
+126
+00:11:32,440 --> 00:11:37,520
+wandering and guessing. Wandering and secondary
+
+127
+00:11:37,520 --> 00:11:43,890
+imagination.perhaps the plaintive numbers .. the
+
+128
+00:11:43,890 --> 00:11:48,230
+plaintive numbers flow for old unhappy far off
+
+129
+00:11:48,230 --> 00:11:53,930
+things .. music usually consists of plaintive
+
+130
+00:11:53,930 --> 00:11:54,890
+numbers
+
+131
+00:11:57,030 --> 00:12:02,590
+ماذا نسمي هذا؟ هذا هو المفاتيح الوحيدة، صحيح؟ وهو
+
+132
+00:12:02,590 --> 00:12:09,050
+دو، ري، مي، فا، لأ، سول، هؤلاء ماذا؟ هؤلاء عدد
+
+133
+00:12:09,050 --> 00:12:13,690
+كثير من الرقمين، هم عمليات رقمين، صحيح؟ وهناك درجة
+
+134
+00:12:13,690 --> 00:12:17,530
+بين كل طول ودرجة أخرى، ربما نصف درجة أو ربما نصف
+
+135
+00:12:17,530 --> 00:12:21,690
+درجة بيمول أو دياز أو شيء مثل هذا، نسميها في
+
+136
+00:12:21,690 --> 00:12:26,770
+الموسيقىولكن بالعامة كلمة plenty of numbers تشير
+
+137
+00:12:26,770 --> 00:12:33,990
+إلى ميزة أغاني الأغاني ميزة أغاني الموسيقى لعمل
+
+138
+00:12:33,990 --> 00:12:36,150
+أغاني الموسيقى
+
+139
+00:12:39,360 --> 00:12:45,940
+هو يبدأ بالحفظ بيقول ربما هذه الأغنية مرتبطة بشأن
+
+140
+00:12:45,940 --> 00:12:51,180
+الأشياء القديمة الأسلوب
+
+141
+00:12:51,180 --> 00:13:00,320
+المهم من الأغنية هي نوع من موضوع غاضبright which
+
+142
+00:13:00,320 --> 00:13:06,740
+happened long time ago and battles and it might be
+
+143
+00:13:06,740 --> 00:13:12,420
+about battles won and lost long time ago right and
+
+144
+00:13:12,420 --> 00:13:16,580
+therefore what kind of pottery which talks about
+
+145
+00:13:16,580 --> 00:13:21,250
+battles right so it is the epicIt is the epic
+
+146
+00:13:21,250 --> 00:13:25,830
+poem. So his first guess that the poem is an epic
+
+147
+00:13:25,830 --> 00:13:31,570
+poem that sings a song in order to commemorate the
+
+148
+00:13:31,570 --> 00:13:36,930
+great deeds of heroes and in which people they
+
+149
+00:13:36,930 --> 00:13:40,530
+lose their beloved ones.
+
+150
+00:13:41,980 --> 00:13:47,240
+صحيح؟ ولذلك هذا اخر .. صحيح؟ هذا أول خيار أن
+
+151
+00:13:47,240 --> 00:13:53,160
+الموسيقى قد تكون عن ماذا؟ عن موضوع غاضب، قديم،
+
+152
+00:13:53,160 --> 00:13:58,640
+بعيد عن الأشياء في الماضي وعن القتالات التي حدثت
+
+153
+00:13:58,640 --> 00:14:04,700
+قبل طويل وقت طويل، صحيح؟ نعمسنصل إلى الاختلاف
+
+154
+00:14:04,700 --> 00:14:10,360
+الثاني. الثاني من بداية ماذا؟ او من أين؟ او هل ..
+
+155
+00:14:10,360 --> 00:14:14,540
+هل هذا اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف
+
+156
+00:14:14,540 --> 00:14:14,780
+اكتشاف اكتشاف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف
+
+157
+00:14:14,780 --> 00:14:18,270
+اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشBut
+
+158
+00:14:18,270 --> 00:14:22,510
+he is not quite sure. He is using it. Is it right?
+
+159
+00:14:22,830 --> 00:14:25,630
+What what is the structure here? Is this a
+
+160
+00:14:25,630 --> 00:14:28,990
+question a structure of wondering of asking a
+
+161
+00:14:28,990 --> 00:14:32,390
+question that he is not quite sure of the answer?
+
+162
+00:14:32,510 --> 00:14:35,930
+He is not quite sure of the answer. Is it some
+
+163
+00:14:35,930 --> 00:14:41,730
+more humbly or maybe the topic is a humbler topic?
+
+164
+00:14:42,340 --> 00:14:45,380
+Humbler than what? The epic? Because the epic
+
+165
+00:14:45,380 --> 00:14:49,140
+talks about what? Great deeds and battles. And
+
+166
+00:14:49,140 --> 00:14:52,520
+therefore he says maybe the topic is humbler than
+
+167
+00:14:52,520 --> 00:14:56,580
+the topic of the epic. Right? About what?
+
+168
+00:14:56,820 --> 00:15:01,080
+Something familiar. A familiar matter. What is the
+
+169
+00:15:01,080 --> 00:15:05,060
+familiar matter? Right? You have to expect that
+
+170
+00:15:05,060 --> 00:15:09,640
+the song was melancholic. The song wasماذا أقصد؟
+
+171
+00:15:09,640 --> 00:15:15,360
+صوت الأغاني كان .. و أغاني أغاني و لذلك ماذا هو
+
+172
+00:15:15,360 --> 00:15:19,940
+الموضوع الطبيعي أو الموضوع العزيزي اللي يجعل شخص
+
+173
+00:15:19,940 --> 00:15:25,300
+آسف في حياته اللي يحدث اليوم و غدا و كل يوم و
+
+174
+00:15:25,300 --> 00:15:32,210
+سيحدث دائما هو الموت من حبيبشخص ، شخص محب ، ربما
+
+175
+00:15:32,210 --> 00:15:37,010
+أب ، أخ ، أم ، صحيح ، زوج أو أي شيء ما ، لذلك قال
+
+176
+00:15:37,010 --> 00:15:44,150
+، ربما الموضوع هو موضوع معروف ، صحيح ، من اليوم،
+
+177
+00:15:44,150 --> 00:15:51,730
+شيء وما هو هذا؟ مصطلح سؤال ، اللي هو سلسلة من رأس
+
+178
+00:15:51,730 --> 00:15:59,520
+المحقق معguessing which is requiring secondary
+
+179
+00:15:59,520 --> 00:16:05,720
+imagination good fine some right natural sorrow
+
+180
+00:16:05,720 --> 00:16:10,220
+some natural sadness something that happens right
+
+181
+00:16:10,220 --> 00:16:13,880
+a loss هيها هحكيلكم هيها باختصار which is what
+
+182
+00:16:13,880 --> 00:16:18,600
+losing someone that you love losing someone or
+
+183
+00:16:18,600 --> 00:16:23,440
+maybe pain sicknessإذا لم يكن الموت، قد يكون المرض
+
+184
+00:16:23,440 --> 00:16:30,580
+الذي حدث في الماضي و ربما مرة أخرى و سيحدث دائما
+
+185
+00:16:30,580 --> 00:16:35,300
+في المستقبل و دائما و دائما و دائما و دائما و
+
+186
+00:16:35,300 --> 00:16:35,800
+دائما و دائما و دائما و دائما و دائما و دائما و
+
+187
+00:16:35,800 --> 00:16:36,420
+دائما و دائما و دائما و دائما و دائما و دائما و
+
+188
+00:16:36,420 --> 00:16:38,440
+دائما و دائما و دائما و دائما و دائما و دائما و
+
+189
+00:16:38,440 --> 00:16:44,520
+دائما و دائما و دائما و دائما و
+
+190
+00:16:44,520 --> 00:16:44,860
+دائما
+
+191
+00:16:49,780 --> 00:16:53,720
+فاهمين؟ اللي مش فاهمة ترفع أيديها هذا هو السؤال
+
+192
+00:16:53,720 --> 00:16:58,880
+الصحي عشان الواحدة .. لما أقولها مين فاهمة؟
+
+193
+00:16:58,880 --> 00:17:02,140
+ويقولوا اه طب ارفع أيديك و تلاقي نص الصف رافع ولكن
+
+194
+00:17:02,140 --> 00:17:08,400
+.. ونص التاني يعني لما نسأل مين مش فاهمة بتخجل
+
+195
+00:17:08,400 --> 00:17:12,240
+ترفع أيديها فبتظل الكل تمام يعني right؟ is there
+
+196
+00:17:12,240 --> 00:17:14,340
+anyone who would like to meet to repeat anything
+
+197
+00:17:14,340 --> 00:17:21,500
+for them?right is it clear yes fine good then he
+
+198
+00:17:21,500 --> 00:17:27,700
+comes to the final stanza whatever the theme the
+
+199
+00:17:27,700 --> 00:17:34,340
+maiden sang whatever the topic of the song that
+
+200
+00:17:34,340 --> 00:17:39,920
+was sung by the lady or the girl i don't care i
+
+201
+00:17:39,920 --> 00:17:45,880
+don't care what do i care aboutأنا استمتعت بها،
+
+202
+00:17:45,880 --> 00:17:51,080
+صحيح؟ أنا ليس حقًا مهتم، صحيح؟ بشكل كبير، أو في
+
+203
+00:17:51,080 --> 00:17:54,420
+الحقيقة، نعم، سيكون أفضل لي أن أعرف ماذا هي تقرأ،
+
+204
+00:17:54,420 --> 00:17:59,660
+لكن ما يهمني حقًا الآن هو أنني أستمتع بالغرض من
+
+205
+00:17:59,660 --> 00:18:03,660
+الموسيقى، ولا أريد أن أجعل هذا مرحل الموسيقى
+
+206
+00:18:03,660 --> 00:18:10,020
+يتوقف.صحيح؟ مهما كان موضوع المدينة تغني، مهما كان
+
+207
+00:18:10,020 --> 00:18:14,500
+موضوع الموسيقى التي كانت تغني من الفتاة كما إذا
+
+208
+00:18:14,500 --> 00:18:18,000
+كانت الموسيقى لا يمكنها أن تنتهي، صحيح؟ بالنسبة
+
+209
+00:18:18,000 --> 00:18:23,340
+لي، موسيقىها بسبب جمالها الجميل، صحيح؟ كما إذا
+
+210
+00:18:23,340 --> 00:18:27,280
+كانت .. لن تأتي أبدًا. هل تعرفين لماذا؟ لأنني
+
+211
+00:18:27,280 --> 00:18:33,630
+دائمًا أتذكرها.حتى إذا توقف الأن ولكن لأني أغنيةها
+
+212
+00:18:33,630 --> 00:18:37,390
+لن تأتي أبدًا إلى مدينة، أليس كذلك؟ لماذا؟ لأنها
+
+213
+00:18:37,390 --> 00:18:43,870
+جميلة جدًا وأنا سأتحملها معي كل الوقت، كما لو أن
+
+214
+00:18:43,870 --> 00:18:49,080
+أغنيةها لم تكن قادةأه ، لذلك الآن هذه هي المرة
+
+215
+00:18:49,080 --> 00:18:54,640
+الأولى التي نستخدمها ال .. ماذا؟ الوضعية، صحيح؟
+
+216
+00:18:54,640 --> 00:18:59,500
+مباشرة، مباشرة، مباشرة، ولكن بسبب شعره للإعجاب
+
+217
+00:18:59,500 --> 00:19:04,900
+وإعطاء ماذا؟ إعطاء إعجاب شخصيه، هذه صحيح؟
+
+218
+00:19:31,960 --> 00:19:38,010
+والله ما شوفته وإنك كذابلأننا نعرف إنه لم يكن
+
+219
+00:19:39,560 --> 00:19:48,040
+التجربة. لكن هنا هو يؤكد لنا قوة التخيل اللي تعمل
+
+220
+00:19:48,040 --> 00:19:56,240
+على الـ five senses. جيد. رأيتها تغيث. انا ليس فقط
+
+221
+00:19:56,240 --> 00:20:02,520
+رأيت، ولكن أيضًا أسمع. على عملها بينما هي تغيث.
+
+222
+00:20:02,660 --> 00:20:08,880
+وعن طريق العضلات. وانت تتجه.the sickle over the
+
+223
+00:20:08,880 --> 00:20:11,620
+sickle which is the tool for cutting the grain for
+
+224
+00:20:11,620 --> 00:20:17,440
+cutting the grain I listened الو خاطر يقول والله
+
+225
+00:20:17,440 --> 00:20:21,800
+العظيم شوفت الو خاطر يحلط يعني ده شباب مين عشان
+
+226
+00:20:21,800 --> 00:20:25,360
+يتصدقوا يعني right here again he is emphasizing
+
+227
+00:20:25,360 --> 00:20:29,480
+that I listened although we know that he did not
+
+228
+00:20:29,480 --> 00:20:35,000
+listen right motionless and still extreme
+
+229
+00:20:35,000 --> 00:20:42,500
+subjectivityوالتفكير الأساسي لماذا؟ لأنه لايرغب في
+
+230
+00:20:42,500 --> 00:20:48,280
+تغيير مرحلة الأغاني نفسها انا أدرس بدون حركة
+
+231
+00:20:48,280 --> 00:20:57,320
+وانتظار وعندما أصعد على الجبل مرة أخرى وعندما
+
+232
+00:20:57,320 --> 00:21:02,780
+انتهت وانتهت وانا اصعد على الجبل أردت أن أعود ماذا
+
+233
+00:21:02,780 --> 00:21:08,950
+حدث؟the music in my heart I bore I carried the
+
+234
+00:21:08,950 --> 00:21:14,250
+music in my heart مع انه ايه؟ ولا سمعها ولا شافها
+
+235
+00:21:14,250 --> 00:21:19,470
+which is a secondary imagination as well I carried
+
+236
+00:21:19,470 --> 00:21:26,870
+this music with me long after was heard no more so
+
+237
+00:21:26,870 --> 00:21:28,890
+I will be able to what
+
+238
+00:21:37,900 --> 00:21:43,200
+ممتعًا سأكون قادر على ماذا؟ على التجميل في السلام
+
+239
+00:21:43,200 --> 00:21:48,080
+لماذا؟ لأنني أخذتها في قلبي بعد أن كانت هي ليس
+
+240
+00:21:48,080 --> 00:21:52,960
+موجودة مجدًا، أليس كذلك؟ أنه يمكنني تجميلها كل مرة
+
+241
+00:21:52,960 --> 00:22:00,520
+أريدها و ثم سأشعر بالرحلة اللي شعرت عندما رأيتها
+
+242
+00:22:00,520 --> 00:22:02,280
+وسمعتها
+
+243
+00:22:07,300 --> 00:22:14,300
+حسنًا، دعنا نجمع كم موضوع رومانسي تفسيرنا عليه في
+
+244
+00:22:14,300 --> 00:22:18,280
+هذه الكتابة، كلهم
+
+245
+00:22:18,280 --> 00:22:24,720
+إلا واحد، وما هو ذلك؟ خطر طبيعي.
+
+246
+00:22:27,970 --> 00:22:32,650
+ولكننا نشرح .. اعني ستجد في هذه القصة كل القصة
+
+247
+00:22:32,650 --> 00:22:38,110
+الرومانية ، كل القصة الرومانية ، صحيح؟ باستخدام
+
+248
+00:22:38,110 --> 00:22:40,770
+الشيطانة الشيطانية الشيطانية الشيطانية الشيطانية
+
+249
+00:22:40,770 --> 00:22:42,110
+الشيطانية الشيطانية الشيطانية الشيطانية الشيطانية
+
+250
+00:22:42,110 --> 00:22:46,930
+الشيطانية الشيطانية الشيطانية الشيطانية الشيطانية
+
+251
+00:22:46,930 --> 00:22:50,270
+الشيطانية الشيطانية الشيطانية الشيطانية الشيطانية
+
+252
+00:22:50,270 --> 00:22:51,070
+الشيطانية الشيطانية الشيطانية الشيطانية الشيطانية
+
+253
+00:22:51,070 --> 00:22:51,970
+الشيطانية الشيطانية الشيطانية الشيطانية الشيطانية
+
+254
+00:22:51,970 --> 00:22:52,930
+الشيطانية الشيطانية الشيطانية الشيطانية الشيطانية
+
+255
+00:22:52,930 --> 00:22:57,740
+الشبعض الناس الآخرين سيقولون أننا ربما نجد أيضًا
+
+256
+00:22:57,740 --> 00:23:05,200
+قوة طبيعية في صوت كوكوب بردزوات اللي يدخل من السحر
+
+257
+00:23:05,200 --> 00:23:10,620
+حتى يصل إلى ال .. ماذا؟ الـ Hyperdese وهذا هو نوع
+
+258
+00:23:10,620 --> 00:23:14,960
+من قوة طبيعية، صحيح؟ اللي يمكن أن يتم إظهارها. أنا
+
+259
+00:23:14,960 --> 00:23:18,560
+لسه في أفضل هذه المقالة. أنا لسه في أفضل هذه
+
+260
+00:23:18,560 --> 00:23:23,400
+المقالة. إنها مجرد إكتشاف. شكرا جزيلا. صحيح؟لذا
+
+261
+00:23:23,400 --> 00:23:28,080
+سنجد إننا ندخل في جميع أساسي الرومانسيزم كلها
+
+262
+00:23:28,080 --> 00:23:33,260
+موضوعة في الـ solitary reaper إلا في واحدة وهو
+
+263
+00:23:33,260 --> 00:23:45,400
+الشيطان الكبير الطبيعي الآن
+
+264
+00:23:45,400 --> 00:23:52,360
+إذا كنت مطلوب أن تجعل
+
+265
+00:23:54,040 --> 00:24:01,500
+رقصية رومانسية لعمل غير صحيح، ماذا يجب أن تفعل؟
+
+266
+00:24:01,500 --> 00:24:09,160
+تبحث عن .. نعم
+
+267
+00:24:09,160 --> 00:24:09,520
+أختي
+
+268
+00:24:30,450 --> 00:24:33,430
+أنا يعني there is something else that I would like
+
+269
+00:24:33,430 --> 00:24:37,110
+you to ask you in particular I hope that you will
+
+270
+00:24:37,110 --> 00:24:42,420
+go on to answer it there is somethingاللي نتكلم
+
+271
+00:24:42,420 --> 00:24:46,980
+عنه في الدراسة التي مرتبطة بالمصطلح الروحاني، أين
+
+272
+00:24:46,980 --> 00:24:53,460
+نجد المصطلح الروحاني في هذه القصة؟ المصطلح
+
+273
+00:24:53,460 --> 00:25:00,020
+الروحاني هو رجلtalks to men but of a greater
+
+274
+00:25:00,020 --> 00:25:05,040
+sensibility that makes him feel more than others
+
+275
+00:25:05,040 --> 00:25:10,820
+right see more than others and write what express
+
+276
+00:25:10,820 --> 00:25:15,920
+himself deeply right the expression deeply is here
+
+277
+00:25:15,920 --> 00:25:20,480
+right but still where can we find words where sees
+
+278
+00:25:20,480 --> 00:25:24,280
+more than others and feel more than others in this
+
+279
+00:25:24,280 --> 00:25:24,880
+poem yes
+
+280
+00:25:49,580 --> 00:25:52,900
+مفهوم جيد، نعم
+
+281
+00:25:58,340 --> 00:26:04,000
+حسنًا هذا هو الأول حسنًا أنه استخدم نفسه تخيله
+
+282
+00:26:04,000 --> 00:26:09,700
+بأسلوب استخلاقه الخاصة ومعظم
+
+283
+00:26:09,700 --> 00:26:16,200
+القصة تشبه قوته كشخص رومانسي الذي استطاع أن يشعر
+
+284
+00:26:16,200 --> 00:26:23,540
+ويضع نفسه في مكان الشخص اللذي شاهد الحادث نعم واحد
+
+285
+00:26:23,540 --> 00:26:23,800
+الشيء
+
+286
+00:26:36,560 --> 00:26:45,000
+انا أعتقد أنه يتعرف على نفسه بشكل كبير بشكل كبير
+
+287
+00:26:45,000 --> 00:26:51,900
+بشكل كبير بشكل كبير بشكل
+
+288
+00:26:51,900 --> 00:26:54,620
+كبير بشكل كبير بشكل كبير بشكل كبيرهو موضوع مخطط،
+
+289
+00:26:54,620 --> 00:26:58,100
+نحن نستطيع أن نجده، لماذا؟ لأنه يشعر بكثير من
+
+290
+00:26:58,100 --> 00:27:05,080
+الآخرين، لذلك وصل إلى ترتيب مخطط عن موضوع الأغاني،
+
+291
+00:27:05,080 --> 00:27:09,740
+أي شيء آخر، نعم. أيضًا في بسيطة الموضوع بشكل عام؟
+
+292
+00:27:11,740 --> 00:27:18,420
+وكان يتخيل نفسه يعمل كتابة
+
+293
+00:27:18,420 --> 00:27:23,440
+عن هذه الأشياء الوحيدة لكي يصنع كتابة عن هذه
+
+294
+00:27:23,440 --> 00:27:26,700
+الأشياء الوحيدة لكي يصنع كتابة عن هذه الأشياء
+
+295
+00:27:26,700 --> 00:27:28,020
+الوحيدة لكي يصنع كتابة عن هذه الأشياء الوحيدة لكي
+
+296
+00:27:28,020 --> 00:27:34,360
+يصنع كتابة عن هذه الأشياء الوحيدة لكي يصنع كتابة
+
+297
+00:27:34,360 --> 00:27:35,720
+عن هذه الأشياء الوحيدة لكي يصنع كتابة عن هذه
+
+298
+00:27:35,720 --> 00:27:37,260
+الأشياء الوحيدة لكي يصنع كتابة عن هذه الأشياء
+
+299
+00:27:37,260 --> 00:27:38,800
+الوحيدة لكي يصنع كتابة عن هذه الأشياء الوحيدة لكي
+
+300
+00:27:38,800 --> 00:27:43,000
+يصنع كتابة عن هذه الأشياء الوحيدالقصة قالت إن
+
+301
+00:27:43,000 --> 00:27:46,060
+الموسيقى في قصتي اللي سمعتها كانت تظهر أن الموسيقى
+
+302
+00:27:46,060 --> 00:27:49,740
+كانت تأثير عليها بشكل عميق وكذلك أكتر من أي شخص
+
+303
+00:27:49,740 --> 00:27:53,360
+أخر جيد ممتاز لما كانت هذه الموسيقى أكتر من أي شخص
+
+304
+00:27:53,360 --> 00:28:01,080
+أخر وكذلك أكتر من أي شخص أخر لما كانت هذه الموسيقى
+
+305
+00:28:01,080 --> 00:28:06,750
+أكتر من أي شخص أخرExcellent شكرا جزيلا لك جزيلا
+
+306
+00:28:06,750 --> 00:28:15,990
+ايه ايه ايه ايه ايه ايههذا هو الموضوع. عندما قام
+
+307
+00:28:15,990 --> 00:28:21,770
+بالمقارنة، في الواقع، مقارنة من شخص يمكنه أن يرى
+
+308
+00:28:21,770 --> 00:28:25,270
+أكتر من الأخرين ويشعر أكتر من الأخرين عندما قام
+
+309
+00:28:25,270 --> 00:28:29,970
+بالمقارنة ما بينه. صحيح؟ صورة الفتاة بينما تفكر،
+
+310
+00:28:29,970 --> 00:28:34,650
+صحيح؟ ثم يتخيل مرة أخرى ما يمكن أن يكون جميلًا
+
+311
+00:28:34,650 --> 00:28:38,930
+لجميع المسافرين في المحيط العربي. صحيح؟ أغنية الـ
+
+312
+00:28:38,930 --> 00:28:45,040
+Nightingale في مكان مظلم.أو كالاخر عندما يقوم
+
+313
+00:28:45,040 --> 00:28:49,760
+بالتقارين بين الفتاة بينما تغني مع الـ What؟
+
+314
+00:28:49,760 --> 00:28:56,320
+التقارن بينالكوكوباك اعني هذا يوضح قدرته ليرى أكتر
+
+315
+00:28:56,320 --> 00:29:02,240
+من الاخرين ويشعر أكتر من الاخرين ويظهر نفسه بشكل
+
+316
+00:29:02,240 --> 00:29:08,960
+عميق وهذا جيد لإظهار ما يشعر أو ما يشعر في علاقة
+
+317
+00:29:08,960 --> 00:29:14,880
+.. في علاقة لمن؟ في علاقة ل .. أعني لغة نفسها اللي
+
+318
+00:29:14,880 --> 00:29:19,060
+جدا جميلة حسنا
+
+319
+00:29:22,900 --> 00:29:30,060
+التطبيق القادم سيكون على قصة موجودة في قصتنا، وهو
+
+320
+00:29:30,060 --> 00:29:35,340
+The Daffodils، صحيح؟ صحيح؟ إذا كان هناك أحد مهتم
+
+321
+00:29:35,340 --> 00:29:41,440
+بالعمل بـ The Daffodils كتابة، فهي مرحبة إليه، إذا
+
+322
+00:29:41,440 --> 00:29:45,520
+ليس كذلك، سأفعل ذلك نفسي، وسأحصل على مرحلة كذا،
+
+323
+00:29:45,520 --> 00:29:46,580
+كيف؟
+
+324
+00:29:51,450 --> 00:29:57,670
+ان شاء الله on Saturday ان شاء الله yes sir you
+
+325
+00:29:57,670 --> 00:30:00,590
+will do it alone it would be much better if you
+
+326
+00:30:00,590 --> 00:30:03,610
+are two people right if you find a partner it will
+
+327
+00:30:03,610 --> 00:30:09,680
+be much betterOkay well so after finishing the
+
+328
+00:30:09,680 --> 00:30:13,880
+daffodils it will be the second example right on
+
+329
+00:30:13,880 --> 00:30:17,940
+romanticism and we can say that we are done with
+
+330
+00:30:17,940 --> 00:30:22,820
+the second literary theory for this course right
+
+331
+00:30:22,820 --> 00:30:26,640
+and the daffodils will be the last work included
+
+332
+00:30:26,640 --> 00:30:34,180
+in the midtermSo the midterm will cover every
+
+333
+00:30:34,180 --> 00:30:38,800
+single word that we already explained till the end
+
+334
+00:30:38,800 --> 00:30:46,380
+of the daffodils الهون انا اتوقف و الله يعطيكم مال
+
+335
+00:30:46,380 --> 00:30:46,860
+في عشرة
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/OnSl_bsf9Lw_raw.json b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/OnSl_bsf9Lw_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..70a52020a5b57bee7b6c5a180ef98bfbbe0896c5
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/OnSl_bsf9Lw_raw.json
@@ -0,0 +1 @@
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point؟ Well, fine. Okay, so let's come to the first guessing. Perhaps, perhaps here a word which is the start of what؟ Of both wandering and guessing. 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0.8837890625}, {"start": 1815.4, "end": 1815.62, "word": " we", "probability": 0.96875}, {"start": 1815.62, "end": 1815.88, "word": " can", "probability": 0.9580078125}, {"start": 1815.88, "end": 1816.28, "word": " say", "probability": 0.95751953125}, {"start": 1816.28, "end": 1817.02, "word": " that", "probability": 0.947265625}, {"start": 1817.02, "end": 1817.26, "word": " we", "probability": 0.970703125}, {"start": 1817.26, "end": 1817.42, "word": " are", "probability": 0.9521484375}, {"start": 1817.42, "end": 1817.7, "word": " done", "probability": 0.9287109375}, {"start": 1817.7, "end": 1817.94, "word": " with", "probability": 0.91455078125}, {"start": 1817.94, "end": 1818.14, "word": " the", "probability": 0.9169921875}, {"start": 1818.14, "end": 1818.62, "word": " second", "probability": 0.89697265625}, {"start": 1818.62, "end": 1819.62, "word": " literary", "probability": 0.8984375}, {"start": 1819.62, "end": 1820.7, "word": " theory", "probability": 0.87939453125}, {"start": 1820.7, "end": 1821.42, "word": " for", "probability": 0.9638671875}, {"start": 1821.42, "end": 1821.76, "word": " this", "probability": 0.95654296875}, {"start": 1821.76, "end": 1822.22, "word": " course", "probability": 0.96533203125}, {"start": 1822.22, "end": 1822.82, "word": " right", "probability": 0.728515625}, {"start": 1822.82, "end": 1823.76, "word": " and", "probability": 0.70166015625}, {"start": 1823.76, "end": 1823.92, "word": " the", "probability": 0.93994140625}, {"start": 1823.92, "end": 1824.34, "word": " daffodils", "probability": 0.9718017578125}, {"start": 1824.34, "end": 1824.58, "word": " will", "probability": 0.904296875}, {"start": 1824.58, "end": 1824.72, "word": " be", "probability": 0.9599609375}, {"start": 1824.72, "end": 1824.94, "word": " the", "probability": 0.92578125}, {"start": 1824.94, "end": 1825.28, "word": " last", "probability": 0.87451171875}, {"start": 1825.28, "end": 1825.74, "word": " work", "probability": 0.82958984375}, {"start": 1825.74, "end": 1826.64, "word": " included", "probability": 0.87158203125}, {"start": 1826.64, "end": 1828.32, "word": " in", "probability": 0.94482421875}, {"start": 1828.32, "end": 1829.56, "word": " the", "probability": 0.47705078125}, {"start": 1829.56, "end": 1830.18, "word": " midterm", "probability": 0.76171875}], "temperature": 1.0}, {"id": 79, "seek": 184686, "start": 1831.24, "end": 1846.86, "text": "So the midterm will cover every single word that we already explained till the end of the daffodils الهون انا اتوقف و الله يعطيكم مال في عشرة", "tokens": [6455, 264, 2062, 7039, 486, 2060, 633, 2167, 1349, 300, 321, 1217, 8825, 4288, 264, 917, 295, 264, 1120, 602, 378, 4174, 2423, 3224, 11536, 1975, 8315, 1975, 2655, 30543, 5172, 4032, 21984, 37495, 9566, 1829, 24793, 3714, 6027, 8978, 6225, 8592, 25720], "avg_logprob": -0.3249289793047038, "compression_ratio": 1.2167832167832169, "no_speech_prob": 0.0, "words": [{"start": 1831.24, "end": 1831.54, "word": "So", "probability": 0.049560546875}, {"start": 1831.54, "end": 1831.78, "word": " the", "probability": 0.68505859375}, {"start": 1831.78, "end": 1832.24, "word": " midterm", "probability": 0.822998046875}, {"start": 1832.24, "end": 1832.64, "word": " will", "probability": 0.8857421875}, {"start": 1832.64, "end": 1833.16, "word": " cover", "probability": 0.9560546875}, {"start": 1833.16, "end": 1834.18, "word": " every", "probability": 0.74609375}, {"start": 1834.18, "end": 1834.74, "word": " single", "probability": 0.88134765625}, {"start": 1834.74, "end": 1835.08, "word": " word", "probability": 0.9560546875}, {"start": 1835.08, "end": 1835.32, "word": " that", "probability": 0.86376953125}, {"start": 1835.32, "end": 1835.5, "word": " we", "probability": 0.9072265625}, {"start": 1835.5, "end": 1835.86, "word": " already", "probability": 0.810546875}, {"start": 1835.86, "end": 1836.9, "word": " explained", "probability": 0.79150390625}, {"start": 1836.9, "end": 1837.8, "word": " till", "probability": 0.84326171875}, {"start": 1837.8, "end": 1838.44, "word": " the", "probability": 0.9248046875}, {"start": 1838.44, "end": 1838.8, "word": " end", "probability": 0.91650390625}, {"start": 1838.8, "end": 1840.78, "word": " of", "probability": 0.98388671875}, {"start": 1840.78, "end": 1841.2, "word": " the", "probability": 0.8623046875}, {"start": 1841.2, "end": 1841.98, "word": " daffodils", "probability": 0.8526611328125}, {"start": 1841.98, "end": 1844.92, "word": " الهون", "probability": 0.4729817708333333}, {"start": 1844.92, "end": 1845.06, "word": " انا", "probability": 0.6710205078125}, {"start": 1845.06, "end": 1845.64, "word": " اتوقف", "probability": 0.9354248046875}, {"start": 1845.64, "end": 1845.76, "word": " و", "probability": 0.5087890625}, {"start": 1845.76, "end": 1845.84, "word": " الله", "probability": 0.9326171875}, {"start": 1845.84, "end": 1846.26, "word": " يعطيكم", "probability": 0.8544921875}, {"start": 1846.26, "end": 1846.38, "word": " مال", "probability": 0.54669189453125}, {"start": 1846.38, "end": 1846.5, "word": " في", "probability": 0.66162109375}, {"start": 1846.5, "end": 1846.86, "word": " عشرة", "probability": 0.9244791666666666}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 1847.0545, "duration_after_vad": 1767.1374999999957}
\ No newline at end of file
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/VFGOarvgDpY_raw.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/VFGOarvgDpY_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..f410ca1e583b78be9449d6fde6bbd1ef58b5a218
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/VFGOarvgDpY_raw.srt
@@ -0,0 +1,1984 @@
+1
+00:00:22,560 --> 00:00:26,120
+بسم الله الرحمن الرحيم السلام عليكم كل واحد كيف
+
+2
+00:00:26,120 --> 00:00:33,780
+حالك؟ جيد؟ صحيح اليوم سنتحدث عن أريستوطلز الصحيفة
+
+3
+00:00:33,780 --> 00:00:40,540
+أخر مرة نتحدث عن نظرات ليتو عن الكتابة بإعادة
+
+4
+00:00:40,540 --> 00:00:47,560
+السبب خلال الانتقال من الصحيفين أو الانتقال من
+
+5
+00:00:47,560 --> 00:00:53,220
+الصحيفين من المملكةالدرس اليوم سيركز على الجزء
+
+6
+00:00:53,220 --> 00:00:58,260
+الأول من الرقصية للـAristotle، صحيح؟ والجزء الأول
+
+7
+00:00:58,260 --> 00:01:06,060
+من الرقصية يتعلق على أكتر أفكار مهمة، الأولة،
+
+8
+00:01:06,060 --> 00:01:12,360
+الوصول للرقص والتنسيق للرقص باعتبار المصريين،
+
+9
+00:01:12,360 --> 00:01:13,800
+باعتبار المصريين، باعتبار المصريين، باعتبار
+
+10
+00:01:13,800 --> 00:01:13,800
+المصريين، باعتبار المصريين، باعتبار المصريين،
+
+11
+00:01:13,800 --> 00:01:14,120
+باعتبار المصريين، باعتبار المصريين، باعتبار
+
+12
+00:01:14,120 --> 00:01:15,800
+المصريين، باعتبار المصريين، باعتبار المصريين،
+
+13
+00:01:15,800 --> 00:01:18,400
+باعتبار المصريين، باعتبار المصريين، باعتبار
+
+14
+00:01:18,400 --> 00:01:25,200
+المصريين، باو... صحيح، بمعنى ذلك، يتحدث عن مصطلح
+
+15
+00:01:25,200 --> 00:01:31,340
+التجارة، وهو أحد الموضوعات المهمة التي سنتحدث عنها
+
+16
+00:01:31,340 --> 00:01:38,520
+في هذه الدراسة، ليس فقط مصطلح التجارة، بل أيضًا،
+
+17
+00:01:38,520 --> 00:01:45,680
+صحيح، المصطلحات التجارة، كما تم تفكيره أريستروتاب،
+
+18
+00:01:45,680 --> 00:01:53,740
+نعني المصطلحةقبل أن نبدأ بالشرح نقطة المشكلة لنا
+
+19
+00:01:53,740 --> 00:01:59,500
+اليوم سأفتح المسار للمشاركات هل هناك أحد يريد
+
+20
+00:01:59,500 --> 00:02:06,140
+مشاركة أي شيء معنا اليوم؟ هل
+
+21
+00:02:06,140 --> 00:02:09,900
+تتوقع مني أن انا سأكون عرض واحد رجل يعمل عرض واحد
+
+22
+00:02:09,900 --> 00:02:16,440
+رجل هنا؟ او هل هذا لأننا تغيرنا غرفة ونعود إلى
+
+23
+00:02:16,440 --> 00:02:22,670
+هنا؟قبل الكاميرا يعني أننا لن نشارك، لا، صح؟ إذا
+
+24
+00:02:22,670 --> 00:02:27,130
+كنت أشعر أنكما لن تشاركوا الآن، صح؟ سأعود إلى
+
+25
+00:02:27,130 --> 00:02:32,030
+دراستي الأولى، تعرفين؟ لذا أريد دراستي ليشارك،
+
+26
+00:02:32,030 --> 00:02:38,050
+خاصة، صح؟ أعرف أنكما طلاب مخلوق وانتظروا أن أكثر
+
+27
+00:02:38,050 --> 00:02:41,890
+من واحد يشارك، حسنًا،
+
+28
+00:02:45,000 --> 00:02:49,080
+لذلك إذا أردنا أن نبدأ بال .. بالقهرة التي كانت
+
+29
+00:02:49,080 --> 00:02:53,020
+معروفة حقًا في ذلك الوقت نستطيع أن نقول أن أكثر
+
+30
+00:02:53,020 --> 00:02:58,000
+الشرائح المهمة للقهرة التي كانت متوفرة .. صحيح؟
+
+31
+00:02:58,000 --> 00:03:03,120
+التي كانت متوفرة في ذلك الوقت كانت الـ Epic و الـ
+
+32
+00:03:03,120 --> 00:03:08,900
+Dramatic ما هي القهرة الـ Epic؟ هل انت معروف من
+
+33
+00:03:08,900 --> 00:03:10,200
+كلمة قهرة الـ Epic؟
+
+34
+00:03:13,770 --> 00:03:17,250
+sorry longest narration yeah but what is the major
+
+35
+00:03:17,250 --> 00:03:21,750
+topic of the epic heroism
+
+36
+00:03:21,750 --> 00:03:24,930
+what
+
+37
+00:03:24,930 --> 00:03:30,970
+do you mean by heroism describing an ideal hero
+
+38
+00:03:30,970 --> 00:03:39,050
+and talking about battles and wars and history
+
+39
+00:03:39,050 --> 00:03:46,400
+right that's goodفعلا، نقول عادةً أن هذا النوع من
+
+40
+00:03:46,400 --> 00:03:54,320
+الكتابة، صحيح؟ هي الكتابة التي تقرأ قصص أسلوب
+
+41
+00:03:54,320 --> 00:03:59,600
+أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب
+
+42
+00:03:59,600 --> 00:03:59,640
+أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب
+
+43
+00:03:59,640 --> 00:04:00,080
+أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب
+
+44
+00:04:00,080 --> 00:04:01,740
+أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب
+
+45
+00:04:01,740 --> 00:04:01,740
+أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب أسلوب
+
+46
+00:04:01,740 --> 00:04:10,490
+أسلوب أسلوب أسلوب أسلوب أسلوب أسفي كلمات أخرى إنها
+
+47
+00:04:10,490 --> 00:04:16,670
+تتكلم عن رجل يدخل في رحلة مهجومة، صحيح؟ ورحلة هذه
+
+48
+00:04:16,670 --> 00:04:25,950
+عادة تجاوز قوات سحرية مثل قوات عالمية مثل دجاجات،
+
+49
+00:04:25,950 --> 00:04:33,930
+محققات، وعادة يدخل في قتال مع هذه القوات السحرية
+
+50
+00:04:34,110 --> 00:04:40,430
+لأسباب جيدة ويعني تنتهي مع ما .. مع ما نسميه فتحة
+
+51
+00:04:40,430 --> 00:04:45,690
+الحروب، فتحة، لكن ليس دائما، ليس دائما. هذا النوع
+
+52
+00:04:45,690 --> 00:04:48,470
+من الكتابة هي من التعليم الأوروبي، من التعليم
+
+53
+00:04:48,470 --> 00:04:54,610
+الأوروبي، أنه يتحرك عادة من جيل إلى جيل أخر،
+
+54
+00:04:54,610 --> 00:05:00,070
+بطريقة أوروبي، صحيح؟ حسنًا، ونوع الآخر من الكتابة
+
+55
+00:05:00,070 --> 00:05:04,640
+اللي كان معروف في ذلك الوقت، كان .. دراماتيكصحيح؟
+
+56
+00:05:04,640 --> 00:05:10,940
+ودراماتيك البوتري كان عادى .. كان عادى مقاطعه لدوة
+
+57
+00:05:10,940 --> 00:05:13,780
+مرات مقاطعه لدوة مرات مقاطعه لدوة مرات مقاطعه لدوة
+
+58
+00:05:13,780 --> 00:05:14,560
+مرات مقاطعه لدوة مرات مقاطعه لدوة مرات مقاطعه لدوة
+
+59
+00:05:14,560 --> 00:05:14,620
+مرات مقاطعه لدوة مرات مقاطعه لدوة مرات مقاطعه لدوة
+
+60
+00:05:14,620 --> 00:05:15,400
+مرات مقاطعه لدوة مرات مقاطعه لدوة مرات مقاطعه لدوة
+
+61
+00:05:15,400 --> 00:05:26,660
+مرات مقاطعه لدوة مرات مقاطعه لدوة مرات مقاطعه لدوة
+
+62
+00:05:26,660 --> 00:05:31,640
+مرات مقاطعه لد
+
+63
+00:05:35,310 --> 00:05:42,470
+التراجعات عادةً تقرأ قصة مخطط من جاهز جاهز جاهز
+
+64
+00:05:42,470 --> 00:05:42,890
+جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز
+
+65
+00:05:42,890 --> 00:05:43,350
+جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز
+
+66
+00:05:43,350 --> 00:05:46,530
+جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز
+
+67
+00:05:46,530 --> 00:05:47,010
+جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز
+
+68
+00:05:47,010 --> 00:05:49,910
+جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز
+
+69
+00:05:49,910 --> 00:05:51,490
+جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز جاهز
+
+70
+00:05:51,490 --> 00:05:57,030
+جاهز جاهز جاهز جاهز
+
+71
+00:05:57,030 --> 00:06:04,930
+جسنقرر أننا ندرس ونكتب كتابة لـ Sophocles، صحيح؟
+
+72
+00:06:04,930 --> 00:06:11,830
+بينما الكتابة العظيمة الأساسية، وليس فقط المصريين،
+
+73
+00:06:11,830 --> 00:06:17,030
+هي Homer أو هومر اللي كتب الـOdyssey والـEliot، هل
+
+74
+00:06:17,030 --> 00:06:23,190
+أنتم عارفين من الـEliot؟ حسنا، بخير، لكن هؤلاء
+
+75
+00:06:23,190 --> 00:06:26,810
+الانسانيين، هم كتابين Aristoteles اضافوا كتاب ثالث
+
+76
+00:06:27,530 --> 00:06:32,110
+الثالث نوع من البوتري، صحيح؟ قد يسميها الـ
+
+77
+00:06:32,110 --> 00:06:36,970
+Dithyrambic أو البوتري اللغوي، وهو صحيح؟ صحيح؟
+
+78
+00:06:36,970 --> 00:06:41,250
+أغريق أغريق أغريق أغريق أغريق أغريق أغريق أغريق
+
+79
+00:06:41,250 --> 00:06:41,390
+أغريق أغريق أغريق أغريق أغريق أغريق أغريق أغريق
+
+80
+00:06:41,390 --> 00:06:41,490
+أغريق أغريق أغريق أغريق أغريق أغريق أغريق أغريق
+
+81
+00:06:41,490 --> 00:06:42,950
+أغريق أغريق أغريق أغريق أغريق أغريق أغريق أغريق
+
+82
+00:06:42,950 --> 00:06:44,190
+أغريق أغريق أغريق أغريق أغريق أغريق أغريق أغريق
+
+83
+00:06:44,190 --> 00:06:52,910
+أغريق أغريق أغريق أغري
+
+84
+00:06:53,010 --> 00:06:57,290
+صحيح؟ لذلك قام بتصميم البطارية ليس فقط في اتصالين
+
+85
+00:06:57,290 --> 00:07:01,710
+لكن في اتصالين ثلاثة ، الأول هو الـ Epic ، الـ
+
+86
+00:07:01,710 --> 00:07:07,290
+Dramatic و الـ Dithyrambic لعريستوطل ، أفضل نوع من
+
+87
+00:07:07,290 --> 00:07:12,890
+البطارية هو الـ Dramatic هو الـ Dramatic، خصوصا
+
+88
+00:07:12,890 --> 00:07:19,990
+الـ Tragedy صحيح؟ صحيح؟ لماذا؟ لأنه يجد أن هناك
+
+89
+00:07:19,990 --> 00:07:25,830
+نوع منsuperiority what is the superiority in the
+
+90
+00:07:25,830 --> 00:07:29,050
+dramatic poetry I mean it shows the men that they
+
+91
+00:07:29,050 --> 00:07:32,490
+are better than they are right good but there is
+
+92
+00:07:32,490 --> 00:07:36,650
+still right we say that there is a kind of
+
+93
+00:07:36,650 --> 00:07:40,290
+difference right between the epic and the dramatic
+
+94
+00:07:40,290 --> 00:07:44,710
+right I mean it deals with a serious action right
+
+95
+00:07:44,710 --> 00:07:47,450
+good the epic deals with a serious action too
+
+96
+00:07:48,600 --> 00:07:54,300
+الأسلحة تتعامل مع حركة أهمية، صحيح؟ وهي قصة أسلحة
+
+97
+00:07:54,300 --> 00:07:55,780
+أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة
+
+98
+00:07:55,780 --> 00:07:56,620
+أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة
+
+99
+00:07:56,620 --> 00:07:59,540
+أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة
+
+100
+00:07:59,540 --> 00:08:00,580
+أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة أسلحة
+
+101
+00:08:00,580 --> 00:08:09,260
+أسلحة أسلحة أسلحة أسلحة أسلحة أسلح
+
+102
+00:08:14,130 --> 00:08:17,130
+Thank you. All right. This is the point that they
+
+103
+00:08:17,130 --> 00:08:21,270
+differ, right, not in the object, not right, but
+
+104
+00:08:21,270 --> 00:08:25,010
+they're in the manner, in the manner of imitation.
+
+105
+00:08:25,150 --> 00:08:27,970
+They are different in the manner of imitation.
+
+106
+00:08:28,270 --> 00:08:31,130
+Why? Because the manner of imitation in the epic
+
+107
+00:08:31,130 --> 00:08:35,970
+is narration, while the manner of what? The manner
+
+108
+00:08:35,970 --> 00:08:42,390
+of imitation in drama is action.لذلك يعتقد أن
+
+109
+00:08:42,390 --> 00:08:47,530
+الحركة أو الواجهة أفضل من التخلص أو التقديم أو
+
+110
+00:08:47,530 --> 00:08:51,030
+التقديم، صحيح؟ وهذا هو السبب في وجهته أنه يجدها
+
+111
+00:08:51,030 --> 00:08:56,910
+أكبر، لذلك مركز كبير لعريستوطلل، صحيح؟ كانت
+
+112
+00:08:56,910 --> 00:09:04,710
+التجارة. مهمته الرئيسي صحيح؟ أصبحت التجارةلذلك حصة
+
+113
+00:09:04,710 --> 00:09:09,030
+الثانية من الـ of the book التي هي الـ Poetics هي
+
+114
+00:09:09,030 --> 00:09:16,110
+تمامًا مدعومة ل .. لتراجيه لتراجيه ماذا بالضبط
+
+115
+00:09:16,110 --> 00:09:23,790
+يكتب عن ذلك؟ سيصنع مفهوم لتراجيه ثم، صحيح؟ هو
+
+116
+00:09:23,790 --> 00:09:30,690
+سيقوم بتجارب أساسية أساسية التراجيه، صحيح؟ لذلك
+
+117
+00:09:30,690 --> 00:09:40,030
+يصنع نوع مناناليزة إلى شكلات سهل تتبع في أي عملية
+
+118
+00:09:40,030 --> 00:09:45,950
+اناليزة ، لذلك ماهي التجارة؟ ماهي الوصفة للتجارة
+
+119
+00:09:45,950 --> 00:09:50,530
+باعتبار أرسولو؟ بالمناسبة، لا يجب أن تقل، أنا
+
+120
+00:09:50,530 --> 00:09:54,330
+سأعطيهاتجمعكم جميعًا، أعني أن هذه الصفحات ستتم
+
+121
+00:09:54,330 --> 00:09:58,770
+تحميلها للجمهور و ستتم تحميلها إلى موقع الويب،
+
+122
+00:09:58,770 --> 00:10:03,510
+يمكنك تحميلها من موقع الويب، لا عليك أن تفتح صورة
+
+123
+00:10:03,510 --> 00:10:09,470
+من هذه الصفحات، صح؟ حسنًا، حسنًا، هذه الوضعية هنا،
+
+124
+00:10:09,470 --> 00:10:18,030
+تحتاج إلى تفسير قليل، صح؟ حسنًا، يقول إنها عملية
+
+125
+00:10:18,030 --> 00:10:26,290
+فعلالذي جدًا، مكمل، بمجموعة محددة، في لغة جمالة في
+
+126
+00:10:26,290 --> 00:10:31,510
+مجموعات مختلفة، من خلال حركة، وليس مصطلحة، ومن
+
+127
+00:10:31,510 --> 00:10:35,330
+خلال المسكينة والخوف، يحضر الكثارسات لهذه الأشعار
+
+128
+00:10:35,330 --> 00:10:46,090
+حسنًا، أنا سأقوم بتقلي هذه الواضحة إلى أشخاص
+
+129
+00:10:46,090 --> 00:10:50,290
+مختلفةRight? From the first word till the word
+
+130
+00:10:50,290 --> 00:10:53,770
+embellishments it will be the first part. Right?
+
+131
+00:10:54,150 --> 00:10:57,410
+And if through action and not narration is the
+
+132
+00:10:57,410 --> 00:11:00,430
+second part of the definition. Let's talk about
+
+133
+00:11:00,430 --> 00:11:04,390
+the first part. The first part. Right? So he
+
+134
+00:11:04,390 --> 00:11:08,250
+agrees that it is an imitation. But he doesn't
+
+135
+00:11:08,250 --> 00:11:12,280
+find anything wrong in it.an imitation so I don't
+
+136
+00:11:12,280 --> 00:11:15,220
+want to repeat what I said last time right because
+
+137
+00:11:15,220 --> 00:11:19,800
+it is creative because right okay it has it has a
+
+138
+00:11:19,800 --> 00:11:23,920
+natural joy because not all imitations are are the
+
+139
+00:11:23,920 --> 00:11:30,260
+same good right then we come to the word action so
+
+140
+00:11:30,260 --> 00:11:36,440
+it imitates right action right what does he mean
+
+141
+00:11:36,440 --> 00:11:42,610
+here what comes to your mindsorry it must be
+
+142
+00:11:42,610 --> 00:11:46,390
+performed right so the word action here it might
+
+143
+00:11:46,390 --> 00:11:49,750
+refer to two things action it might refer to a
+
+144
+00:11:49,750 --> 00:11:55,670
+story right okay something that happened right or
+
+145
+00:11:55,670 --> 00:12:00,950
+action it might refer to performance right so here
+
+146
+00:12:00,950 --> 00:12:05,070
+he is talking about what he's talking about the
+
+147
+00:12:05,070 --> 00:12:09,650
+manner of imitation the manner of imitationRight?
+
+148
+00:12:09,770 --> 00:12:15,170
+It is imitation, but its manner is action or
+
+149
+00:12:15,170 --> 00:12:19,490
+performance. Right? Or it is imitating a story
+
+150
+00:12:19,490 --> 00:12:22,910
+that already happened. Right? But through acting,
+
+151
+00:12:23,070 --> 00:12:26,890
+through acting. Right? Not through narration, not
+
+152
+00:12:26,890 --> 00:12:32,630
+through narration. And this action must be
+
+153
+00:12:32,630 --> 00:12:36,310
+serious, which is the first quality. What makes it
+
+154
+00:12:36,310 --> 00:12:42,090
+different fromالمضحكة صح؟ لذلك هنا طريقة الانهيار
+
+155
+00:12:42,090 --> 00:12:47,570
+التي هي الحركة تجعلها مختلفة من ماذا؟ من الـ epic
+
+156
+00:12:47,570 --> 00:12:51,430
+لماذا؟ لأن طريقة الانهيار من الـ epic هي .. هي
+
+157
+00:12:51,430 --> 00:12:56,280
+التصريحة. بينما كلمة أخرى تجعلها مختلفة من؟from
+
+158
+00:12:56,280 --> 00:13:00,180
+the comedy right because it is the object of what
+
+159
+00:13:00,180 --> 00:13:04,020
+of the comedy is not serious but a trivial manner
+
+160
+00:13:04,020 --> 00:13:07,700
+while right the word serious it to make it
+
+161
+00:13:07,700 --> 00:13:12,000
+different from what what I said it is from the
+
+162
+00:13:12,000 --> 00:13:15,960
+comedy which is having right completely different
+
+163
+00:13:15,960 --> 00:13:22,000
+object this story must be complete
+
+164
+00:13:24,020 --> 00:13:28,320
+What do we mean by complete yeah؟ What's your name
+
+165
+00:13:28,320 --> 00:13:33,560
+sister؟ سيرين سيرين اتفضل Right
+
+166
+00:13:33,560 --> 00:13:40,440
+how about the middle؟ Right yes delivers a message
+
+167
+00:13:40,440 --> 00:13:45,800
+or an idea delivers a complete message right yeah
+
+168
+00:13:45,800 --> 00:13:49,080
+to be like a self-contained to have beginning
+
+169
+00:13:49,080 --> 00:13:55,740
+middle and like end and to give a hopeالعنوان؟ جد؟
+
+170
+00:13:55,740 --> 00:14:00,960
+نعم أستاذ أكسلان،
+
+171
+00:14:00,960 --> 00:14:07,540
+نعم تذكر الأعمال المهمة في اللعبة و لا تنسى
+
+172
+00:14:07,540 --> 00:14:13,960
+الأعمال السهلة لأنها مثل مدارس للأعمال المهمة
+
+173
+00:14:14,360 --> 00:14:19,380
+حسنًا، ما نقصده بكلمة complete هنا، إنها تضع
+
+174
+00:14:19,380 --> 00:14:25,900
+مخصصات جديدة لأي قصة أخرى، كما إذا كان يخبرنا أن
+
+175
+00:14:25,900 --> 00:14:30,400
+هناك بعض القصص التي مقبولة و بعض القصص التي ليست
+
+176
+00:14:30,400 --> 00:14:34,260
+مقبولة على الإطلاق. القصة المقبولة هي القصة الكمية
+
+177
+00:14:34,260 --> 00:14:37,620
+وإذا أردنا نتحدث عن الكمية، يعني أنه يجب أن يكون
+
+178
+00:14:39,030 --> 00:14:43,290
+right a beginning a middle and end what did he
+
+179
+00:14:43,290 --> 00:14:46,630
+call the beginning he called the beginning
+
+180
+00:14:46,630 --> 00:14:52,470
+exposition it must have exposition or introduction
+
+181
+00:14:52,470 --> 00:14:56,030
+or introduction the middle he called it
+
+182
+00:14:56,030 --> 00:15:00,590
+development or complication we call it the
+
+183
+00:15:00,590 --> 00:15:07,290
+development or complicationوالثالث جزء يسمى .. صح؟
+
+184
+00:15:07,290 --> 00:15:14,370
+هو الوضع الوضع أو هو اسمه كتاستروفي وانا اطلب منك
+
+185
+00:15:14,370 --> 00:15:22,490
+سؤال لماذا يسمون النهاية كوضع او كتاستروفي؟ هل
+
+186
+00:15:22,490 --> 00:15:27,830
+تعرف ما هو معنى كتاستروفي؟ نعم صديقيIt's a tragedy
+
+187
+00:15:27,830 --> 00:15:31,690
+and it must end with the fall of the hero, not
+
+188
+00:15:31,690 --> 00:15:35,070
+necessarily the death, right? But it might be a
+
+189
+00:15:35,070 --> 00:15:38,470
+psychological fall, right? But not necessarily
+
+190
+00:15:38,470 --> 00:15:41,250
+death, not necessarily death, but death is
+
+191
+00:15:41,250 --> 00:15:46,030
+possible. Death is possible. So what we understand
+
+192
+00:15:46,030 --> 00:15:49,910
+also from the word complete, we understand the
+
+193
+00:15:49,910 --> 00:15:56,650
+following that, right? Yes.it is a production,
+
+194
+00:15:57,190 --> 00:16:02,510
+middle development, it's a .. the end is a
+
+195
+00:16:02,510 --> 00:16:07,290
+catastrophe yeah I said that right we understand
+
+196
+00:16:07,290 --> 00:16:10,550
+that he doesn't accept any story which doesn't
+
+197
+00:16:10,550 --> 00:16:12,070
+have an end
+
+198
+00:16:14,770 --> 00:16:19,730
+Right? So he divided the plots into types, into
+
+199
+00:16:19,730 --> 00:16:24,210
+types based on what? Based on this word, which is
+
+200
+00:16:24,210 --> 00:16:28,510
+complete. So he said, right, Aristotle that the
+
+201
+00:16:28,510 --> 00:16:32,430
+plots are of what? Of different types. The simple
+
+202
+00:16:32,430 --> 00:16:36,550
+plot, the simple plot. What is the simple plot? Do
+
+203
+00:16:36,550 --> 00:16:39,690
+you know what's the meaning of word plot? Yeah.
+
+204
+00:16:40,770 --> 00:16:46,870
+Yeah. Right. Good.right the word plot here it
+
+205
+00:16:46,870 --> 00:16:51,830
+refers to the story of the drama right okay in a
+
+206
+00:16:51,830 --> 00:16:55,910
+novel also as well right it is supposed to be
+
+207
+00:16:55,910 --> 00:17:00,050
+complete again I'm repeating that the simple plot
+
+208
+00:17:00,050 --> 00:17:03,330
+is the one which has a beginning but it's an end
+
+209
+00:17:03,330 --> 00:17:08,600
+but it doesn't have a complicationright it is the
+
+210
+00:17:08,600 --> 00:17:15,580
+story in which the hero right moves from right
+
+211
+00:17:15,580 --> 00:17:22,780
+from happiness right to misery or vice versa vice
+
+212
+00:17:22,780 --> 00:17:28,060
+versa for example right it is unrealistic it is
+
+213
+00:17:28,060 --> 00:17:34,180
+unrealisticانت فقط تأخذ المثال مثل هذا، صحيح؟ انت
+
+214
+00:17:34,180 --> 00:17:40,280
+شخص مبارز، صحيح؟ انت تتعاني من الكثير من المشاكل،
+
+215
+00:17:40,280 --> 00:17:46,400
+صحيح؟ ثم تستيقظ لتجد ان هناك مخصص، صحيح؟ مخفف،
+
+216
+00:17:46,400 --> 00:17:52,100
+تحت، صحيح؟ أعلى من منزلك، او انت تتحرك من المسرح
+
+217
+00:17:52,100 --> 00:17:59,020
+إلى السعادة مباشرة، مباشرة، جميع حالتك تصبح مختلفة
+
+218
+00:17:59,020 --> 00:18:02,680
+أوthe opposite or the opposite this type of
+
+219
+00:18:02,680 --> 00:18:07,260
+stories right okay it's called a simple plot which
+
+220
+00:18:07,260 --> 00:18:12,320
+is actually not appreciated right nor encouraged
+
+221
+00:18:12,320 --> 00:18:19,140
+by a story right the second one right which is the
+
+222
+00:18:19,140 --> 00:18:25,320
+complete plot the complete plot right the one that
+
+223
+00:18:25,320 --> 00:18:28,900
+has a beginning a middle and end right
+
+224
+00:18:48,070 --> 00:18:49,470
+‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏‏
+
+225
+00:18:55,820 --> 00:19:00,960
+صحيح؟ هذا يجعلها أكثر حقيقية. نوع الأسوأ من القصص
+
+226
+00:19:00,960 --> 00:19:07,020
+باعتبار أريستوتل هو مسمى الـ episodic هو مسمى الـ
+
+227
+00:19:07,020 --> 00:19:13,340
+episodic وماذا نعني بقصة ال episodic؟ نعم قصة
+
+228
+00:19:13,340 --> 00:19:22,200
+مكملة مكملة ولكنها تنتهي على ماذا؟right? yeah on
+
+229
+00:19:22,200 --> 00:19:26,800
+series as a form of series, episodes right?
+
+230
+00:19:29,420 --> 00:19:33,480
+sure, we will give more explanation about this
+
+231
+00:19:33,480 --> 00:19:36,960
+after we finish when we come to the plot but I'm
+
+232
+00:19:36,960 --> 00:19:39,700
+just mentioning it today in order to prepare you
+
+233
+00:19:39,700 --> 00:19:43,200
+for more explanation in the following classes in
+
+234
+00:19:43,200 --> 00:19:46,880
+sha Allah right? so this is the meaning of what?
+
+235
+00:19:47,380 --> 00:19:51,770
+of what we call it completeright? it must be a
+
+236
+00:19:51,770 --> 00:19:54,950
+complete action that has a beginning, a middle,
+
+237
+00:19:55,130 --> 00:20:00,170
+and end right? any incomplete is not a good
+
+238
+00:20:00,170 --> 00:20:05,010
+tragedy right? whether not having a middle or not
+
+239
+00:20:05,010 --> 00:20:11,490
+having an end well of a certain magnitude a
+
+240
+00:20:11,490 --> 00:20:16,450
+certain magnitude it means a certain lengthright
+
+241
+00:20:16,450 --> 00:20:20,950
+it is not supposed to be too long nor too short
+
+242
+00:20:20,950 --> 00:20:26,030
+why why do you think it is not yes sister all
+
+243
+00:20:26,030 --> 00:20:29,070
+right
+
+244
+00:20:29,070 --> 00:20:32,150
+yeah it will be very boring if it is too long
+
+245
+00:20:32,150 --> 00:20:38,770
+right and if it is too shortwill not be complete
+
+246
+00:20:38,770 --> 00:20:41,450
+right if it is too short the action will not be
+
+247
+00:20:41,450 --> 00:20:45,830
+complete and in both cases it will not achieve the
+
+248
+00:20:45,830 --> 00:20:50,370
+function which is generating right pity and fear
+
+249
+00:20:50,370 --> 00:20:57,090
+pity and fear right في حد مش فاهم هناك يا خوان
+
+250
+00:20:57,090 --> 00:21:04,340
+please مش عشان في كاميرا معناته انتوا ما تسألوشأنا
+
+251
+00:21:04,340 --> 00:21:07,120
+بعيد كمان مرة Do you have any question? Do I need
+
+252
+00:21:07,120 --> 00:21:11,120
+to repeat anything? Anything to be explained?
+
+253
+00:21:12,580 --> 00:21:19,340
+Well, if I ask it in the reverse way، في حد فاهم؟
+
+254
+00:21:19,340 --> 00:21:23,460
+والباقين
+
+255
+00:21:23,460 --> 00:21:27,380
+اللي مرفعوش إليهم، وين بقى؟ هدول عدم الانحياز، أه؟
+
+256
+00:21:27,380 --> 00:21:31,960
+Well
+
+257
+00:21:32,890 --> 00:21:37,410
+Okay so it is not supposed to be too long nor to
+
+258
+00:21:37,410 --> 00:21:41,770
+be too short because in both cases that the
+
+259
+00:21:41,770 --> 00:21:45,510
+purpose of the right of the tragedy will not be
+
+260
+00:21:45,510 --> 00:21:49,610
+achieved right in a language beautified in
+
+261
+00:21:49,610 --> 00:21:56,810
+different kinds of embellishmentsحسنًا، فهو يخبرنا
+
+262
+00:21:56,810 --> 00:22:02,370
+عن كيف يجب أن يكون كتابة، ماهي اللغة التي يجب أن
+
+263
+00:22:02,370 --> 00:22:05,970
+تكون كتابة، اللغة التي كانت استخدامها لكتابة
+
+264
+00:22:05,970 --> 00:22:10,670
+التجارة يجب أن تكون مليئة بالشخصيات للحكومة، الـ
+
+265
+00:22:10,670 --> 00:22:17,610
+embellishment هنا يعني ما يسمونه تحضيرات جميلة مع
+
+266
+00:22:17,610 --> 00:22:23,990
+المختلفات منDecorations. If we want to make .. to
+
+267
+00:22:23,990 --> 00:22:26,650
+.. to ask what does he mean by embellishments
+
+268
+00:22:26,650 --> 00:22:29,710
+here, we can say it refers to two things. The
+
+269
+00:22:29,710 --> 00:22:33,230
+figures of speech and the music. The figures of
+
+270
+00:22:33,230 --> 00:22:38,230
+speech and the music, right? This is the reference
+
+271
+00:22:38,230 --> 00:22:41,790
+to the word embellishments, right? The question
+
+272
+00:22:41,790 --> 00:22:46,950
+that I usually ask, right? What type of languageهي
+
+273
+00:22:46,950 --> 00:22:52,570
+مليئة بالشخصيات للحكومة والموسيقى، هي Portrait،
+
+274
+00:22:52,570 --> 00:22:57,230
+صحيح؟ لذلك بشكل غير مباشر نستطيع أن نفهم أن اللغة
+
+275
+00:22:57,230 --> 00:23:03,530
+من حلقات هي المفترض أن تكون لغة مصرية، هي المفترض
+
+276
+00:23:03,530 --> 00:23:08,070
+أن تكون لغة مصرية، هي مليئة بالشخصيات للحكومة،
+
+277
+00:23:08,070 --> 00:23:14,110
+ويجب أن تكون موسيقية، صحيح؟It can not necessarily
+
+278
+00:23:14,110 --> 00:23:18,330
+be sung, but musical with a rhythm, right, and a
+
+279
+00:23:18,330 --> 00:23:22,270
+rhyme, right? But it is not supposed to be sung
+
+280
+00:23:22,270 --> 00:23:24,610
+because the poetry which is supposed to be sung is
+
+281
+00:23:24,610 --> 00:23:27,950
+not that dramatic, but it is the lyric. It is the
+
+282
+00:23:27,950 --> 00:23:32,370
+lyric, right? Yeah.So right the language
+
+283
+00:23:32,370 --> 00:23:36,150
+beautified in different kinds of embellishments So
+
+284
+00:23:36,150 --> 00:23:40,730
+this part of the definition from here to here I
+
+285
+00:23:40,730 --> 00:23:44,550
+will call it the qualities of the dramatic action
+
+286
+00:23:44,550 --> 00:23:50,450
+Dramatic action meansthis one the action the
+
+287
+00:23:50,450 --> 00:23:52,870
+imitation of an action what are the
+
+288
+00:23:52,870 --> 00:23:55,930
+characteristics of this action it must be serious
+
+289
+00:23:55,930 --> 00:23:58,950
+it must be complete it must be of a certain
+
+290
+00:23:58,950 --> 00:24:01,430
+magnitude written in a language beautified in
+
+291
+00:24:01,430 --> 00:24:04,430
+different kinds of embellishmentsthe word dramatic
+
+292
+00:24:04,430 --> 00:24:09,610
+action means plot means plot but we usually use
+
+293
+00:24:09,610 --> 00:24:13,210
+the word plot for the short stories and the novels
+
+294
+00:24:13,210 --> 00:24:17,670
+much more than we use it for the drama much more
+
+295
+00:24:17,670 --> 00:24:21,310
+than we use it for the drama it is preferred to
+
+296
+00:24:21,310 --> 00:24:25,750
+use the word dramatic action right more than using
+
+297
+00:24:25,750 --> 00:24:30,270
+the word plot if we are talking about what?دراما
+
+298
+00:24:30,270 --> 00:24:36,130
+دراما لماذا؟ لأننا نكتشف ليس قصة مقصدة، صحيح؟
+
+299
+00:24:36,130 --> 00:24:42,270
+لكنها أفعال، ماذا؟ أفعال، ولذلك أفعال دراما أفضل
+
+300
+00:24:42,270 --> 00:24:48,850
+بكثير من استخدام كلمة قصة، خاصة مع .. مع الدراما،
+
+301
+00:24:48,850 --> 00:24:53,110
+في الدراما، في الدراما، لذلك مرة أخرى، من يخبرني
+
+302
+00:24:53,110 --> 00:25:00,950
+بصحيح ما هي قوات أفعال الدراما باعتبارصحيح؟ نعم
+
+303
+00:25:00,950 --> 00:25:06,070
+بفضل الوضع مكمل، يحتوي على طول محدد ويستخدم طول
+
+304
+00:25:06,070 --> 00:25:10,270
+مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم
+
+305
+00:25:10,270 --> 00:25:10,290
+مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم
+
+306
+00:25:10,290 --> 00:25:10,310
+مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم
+
+307
+00:25:10,310 --> 00:25:10,570
+مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم
+
+308
+00:25:10,570 --> 00:25:13,790
+مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم
+
+309
+00:25:13,790 --> 00:25:27,450
+مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم مفهوم م
+
+310
+00:25:27,570 --> 00:25:31,870
+the action again through performance and through
+
+311
+00:25:31,870 --> 00:25:36,630
+what not narration emphasizing that okay the
+
+312
+00:25:36,630 --> 00:25:39,610
+action not narration and through pity and fear
+
+313
+00:25:39,610 --> 00:25:44,070
+bringing about the catharsis the word catharsis
+
+314
+00:25:44,070 --> 00:25:49,430
+means evacuation means evacuation of bad feelings
+
+315
+00:25:49,430 --> 00:25:52,630
+of bad feelings sorry
+
+316
+00:25:56,410 --> 00:26:03,910
+الحفظة لتحفظ نفسك من الشعور السيئ نفسك من الشعور
+
+317
+00:26:03,910 --> 00:26:09,890
+السيئ نفسك
+
+318
+00:26:09,890 --> 00:26:18,790
+من الشعور السيئ نفسك من الشعور السيئ نفسك
+
+319
+00:26:18,790 --> 00:26:20,670
+من الشعور السيئ نفسك من الشعور السيئ نفسك من
+
+320
+00:26:20,670 --> 00:26:28,370
+الشعور السيئ نفسك من الشعور السيئyes through two
+
+321
+00:26:28,370 --> 00:26:32,690
+methods as he said through action not narration
+
+322
+00:26:32,690 --> 00:26:38,610
+and through pity and fear I need more explanation
+
+323
+00:26:38,610 --> 00:26:41,170
+I don't understand yes
+
+324
+00:26:42,600 --> 00:26:48,200
+عندما نرى .. عندما نبذب الهيرو نبدأ نبذب نفسنا جيد
+
+325
+00:26:48,200 --> 00:26:53,280
+و ن .. و ن .. و ن .. نصبح خائفين من الهيرو نبدأ
+
+326
+00:26:53,280 --> 00:26:57,760
+نشعر خائفين من الأشياء التي خائفين منها في حياتنا
+
+327
+00:26:57,760 --> 00:27:02,800
+جيد انا أحب طريقة اللي تقولها فيها نعم بفضل الكثير
+
+328
+00:27:02,800 --> 00:27:04,760
+من ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+329
+00:27:04,760 --> 00:27:05,220
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+330
+00:27:05,220 --> 00:27:08,320
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+331
+00:27:08,320 --> 00:27:09,120
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+332
+00:27:09,120 --> 00:27:09,120
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+333
+00:27:09,120 --> 00:27:09,120
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+334
+00:27:09,120 --> 00:27:09,120
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+335
+00:27:10,560 --> 00:27:13,060
+شكرًا لك، هذا هو النقطة الأولى، بدأت مع النقطة
+
+336
+00:27:13,060 --> 00:27:17,760
+الأولى، النقطة الأولى أن الكثارسيس، صحيح؟ يأتي من
+
+337
+00:27:17,760 --> 00:27:24,120
+مشاهدة وليس من إستماع، صحيح؟ نعم، صحيح؟ هذا ما
+
+338
+00:27:24,120 --> 00:27:30,870
+يجعله الدراما أو التجارة أعلى لمن؟لـ epic، لذلك ما
+
+339
+00:27:30,870 --> 00:27:36,050
+نفهمه من هذه السلسلة أن تجارب ممكنة تحقيق ماذا؟
+
+340
+00:27:36,050 --> 00:27:41,110
+كثارسيس بينما التكلمات أو الـ epic لا يمتلكون نفس
+
+341
+00:27:41,110 --> 00:27:45,450
+الوظيفة أو غير قادرين على تحقيق الكثارسيس، لماذا؟
+
+342
+00:27:45,450 --> 00:27:51,750
+لأننا نرى القصة، نرى القصة، إنها مدعوة، من خلال
+
+343
+00:27:51,750 --> 00:27:55,820
+الحركةوهو يؤكد ليس فقط من خلال الحركة فقط ولكن
+
+344
+00:27:55,820 --> 00:27:59,960
+يقول من خلال الحركة وليس من خلال التكليف، صحيح؟
+
+345
+00:27:59,960 --> 00:28:04,140
+لتجعلها مختلفة من ماذا؟ من الـ Epic، نعم الـ Epic
+
+346
+00:28:04,140 --> 00:28:09,460
+جيد و .. صحيح؟ هو .. صحيح؟ أيضًا جاد، لكنه ليس مثل
+
+347
+00:28:09,460 --> 00:28:13,840
+التجارة، لذلك طريقة أولية تحقيق هذه التنهيطة
+
+348
+00:28:13,840 --> 00:28:19,920
+للأشعار السيئة هي .. صحيح؟ مشاهدة، صحيح؟ أنا
+
+349
+00:28:19,920 --> 00:28:27,740
+أشاهدك، صحيح؟is watching right not listening not
+
+350
+00:28:27,740 --> 00:28:30,980
+listening right this is the first method the
+
+351
+00:28:30,980 --> 00:28:34,660
+second method as he here tells in the definition
+
+352
+00:28:34,660 --> 00:28:39,160
+right it is through pity and fear and here we have
+
+353
+00:28:39,160 --> 00:28:43,300
+to remember what was the attitude of Plato towards
+
+354
+00:28:43,300 --> 00:28:50,460
+pity and fearحسنًا، حسنًا، قال إن الحزب .. حسنًا،
+
+355
+00:28:50,460 --> 00:28:56,140
+نعم، لماذا؟ لأنهم أكتر مناسبين للأولاد من الأولاد
+
+356
+00:28:56,140 --> 00:28:58,980
+إلى الأولاد. إنه يجعل الأولاد يلعبوا رولية
+
+357
+00:28:58,980 --> 00:29:03,620
+الأولاد، حسنًا؟ لذلك، حسنًا، في الواقع، أحد
+
+358
+00:29:03,620 --> 00:29:08,440
+الأسباب لإنهاء القرار من المملكة كانت لأن القرار
+
+359
+00:29:08,440 --> 00:29:15,150
+كان يجعل الحزب والخوف، حسنًا؟ نجد هنا أستاذهwrite
+
+360
+00:29:15,150 --> 00:29:18,750
+his .. write his .. I mean student says the
+
+361
+00:29:18,750 --> 00:29:22,750
+opposite, says the opposite, he agrees, he says it
+
+362
+00:29:22,750 --> 00:29:26,470
+is necessary for what؟ for poetry to have a better
+
+363
+00:29:26,470 --> 00:29:32,310
+.. right, what kind of poetry?للدراما. إنه محتاج،
+
+364
+00:29:32,310 --> 00:29:36,390
+صحيح؟ للدراما لتنشيط المسؤولية والخوف. لأنه ليس،
+
+365
+00:29:36,390 --> 00:29:39,770
+لا يوجد شيء غير صحيح. لا يوجد شيء غير صحيح في
+
+366
+00:29:39,770 --> 00:29:44,410
+ماذا؟ في المسؤولية والخوف. على العكس، لديهم مهارة
+
+367
+00:29:44,410 --> 00:29:48,890
+عامة. ماهي مهارة عامة؟ لتنشيط، آه أسف، لت .. انا
+
+368
+00:29:48,890 --> 00:29:52,350
+أقصد لتحقيق الكثاكسيس. لذلك لدينا دو ميثوط. عندما
+
+369
+00:29:52,350 --> 00:29:59,350
+نشاهد، صحيح؟ صحيح؟ ال .. الدراما. وعند تنشيطالذنب
+
+370
+00:29:59,350 --> 00:30:03,790
+والخوف سيحصلون على كتارسيس كيف الذنب والخوف
+
+371
+00:30:03,790 --> 00:30:09,490
+سيحصلون على كتارسيس ماهو إسم أختيك؟ زهرة تشرح هذا
+
+372
+00:30:09,490 --> 00:30:18,310
+صحيح؟ عندما نبذب الهيرو نوقف من البذب نفسنا صحيح؟
+
+373
+00:30:18,310 --> 00:30:20,270
+نعم نبدأ نقارن
+
+374
+00:30:26,360 --> 00:30:32,180
+مقارنة مع ما يحصل مع الروح وهو الله نحن نشجع مع
+
+375
+00:30:32,180 --> 00:30:34,900
+الروح وفي نفس الوقت هو يعيش في كتاسترافية على
+
+376
+00:30:34,900 --> 00:30:38,020
+الرغم من أنه جيد على الرغم من أنه الله لكن إذا كنا
+
+377
+00:30:38,020 --> 00:30:45,640
+سنقارن ما نتعذب كشخصية لعبادة الروح ستجد أن عبادتك
+
+378
+00:30:45,640 --> 00:30:50,700
+ليست أي شيء مقارنة مع ما يتعذب حقًا ولذلك نشعر
+
+379
+00:30:50,700 --> 00:30:55,530
+بهذا النوع من التهويةand fear and as we usually
+
+380
+00:30:55,530 --> 00:30:59,250
+say in Arabic اللي بيشوف مصيبة غيره يكون عليها
+
+381
+00:30:59,250 --> 00:31:02,410
+مصيبته do you understand what I mean؟ right this
+
+382
+00:31:02,410 --> 00:31:06,530
+what causes the catharsis the cathartic effect
+
+383
+00:31:06,530 --> 00:31:11,090
+right okay and therefore we stop pitying ourselves
+
+384
+00:31:11,090 --> 00:31:14,070
+when we pity right some other people we stop
+
+385
+00:31:14,070 --> 00:31:16,330
+pitying ونقول الحمد لله yes حلو yes
+
+386
+00:31:26,900 --> 00:31:31,480
+Excellent. I like it. I like it. Right? Right.
+
+387
+00:31:39,060 --> 00:31:44,020
+إن شخص ما يشاركنا ما نتعذب عنه. نحن لسنا وحدنا،
+
+388
+00:31:44,020 --> 00:31:47,720
+صحيح؟ نحن لسنا وحدنا، صحيح؟ الذين يتعذبون مع هذه
+
+389
+00:31:47,720 --> 00:31:51,680
+الأرض. بعض الناس الأخرى مثلنا، صحيح؟ اللي أيضًا
+
+390
+00:31:51,680 --> 00:31:57,540
+يساعد في الروحانية. نعم يا أختي. كيف أسأل؟ أرستو
+
+391
+00:31:57,540 --> 00:32:00,860
+اتفق؟ أرستوتو اتفق؟ أرستوتو أتفق؟ أرستوتو أتفق؟
+
+392
+00:32:00,860 --> 00:32:04,040
+أرستوتو أتفق؟ أرستوتو أتفق؟ أرستوتو أتفق؟ أرستوتو
+
+393
+00:32:04,040 --> 00:32:07,640
+أتفق؟ أرستوتو أتفق؟ أرستوتو أتفق؟ أرستوتو أتفق؟
+
+394
+00:32:07,640 --> 00:32:07,640
+أرستوت
+
+395
+00:32:10,870 --> 00:32:16,910
+العلماء يعتبرونهم سيئين لأنه يعتقد أن الحزب والخوف
+
+396
+00:32:16,910 --> 00:32:20,730
+أكثر مناسبة لمن؟ للمرأة، صحيح؟ إنه يجعل الناس
+
+397
+00:32:20,730 --> 00:32:25,050
+حزبين، صحيح؟ ليسوا عمليين، ليسوا عمليين، لذلك،
+
+398
+00:32:25,050 --> 00:32:28,670
+صحيح؟ قال، صحيح؟ بلاتو، أعني هو .. هو .. هو يعني
+
+399
+00:32:28,670 --> 00:32:35,880
+بلاتو، بلاتو لا يدعم، صحيح؟ جيل الحزب والخوفبأي
+
+400
+00:32:35,880 --> 00:32:41,060
+نوع من البوتري خاصة التجارة بينما طلاقه هو العكس
+
+401
+00:32:41,060 --> 00:32:46,700
+هو العكس يعتقد أنهم محتاجين ويكونوا لديهم مفعولة
+
+402
+00:32:46,700 --> 00:32:50,100
+محتاجة ماهي المفعولة المحتاجة التي يسبب فيها
+
+403
+00:32:50,100 --> 00:32:55,680
+الانقلاق من الحزن والخوف انظر إلى الوصفة هنا صحيح
+
+404
+00:32:55,680 --> 00:33:01,440
+اريدك أن تحظى على كلمة عندما يقول صحيح هو من خلال
+
+405
+00:33:01,440 --> 00:33:04,620
+الاحتياطات وليس بمصادقةو من خلال الحزب والخوف
+
+406
+00:33:04,620 --> 00:33:09,740
+يحضرون حول .. حضر حول يعني إنه يحضر الحزب والخوف
+
+407
+00:33:09,740 --> 00:33:15,560
+من هذه الأشعار، الحزب والخوف، إعادة هذه الأشعار،
+
+408
+00:33:15,560 --> 00:33:19,000
+ما هو معنى هذه الأشعار؟ تتعرف على من؟ حسنا، لذلك
+
+409
+00:33:19,000 --> 00:33:24,180
+الحزب والخوف سيحضر الحزب والخوف، كيف يحدث هذا؟
+
+410
+00:33:25,270 --> 00:33:29,470
+صحيح؟ عندما نحسس الآخرين صحيح؟ نوقف أن نحسس أنفسنا
+
+411
+00:33:29,470 --> 00:33:34,390
+صحيح؟ عندما نجد .. هذا طريقة واحدة لتشرحها صحيح؟
+
+412
+00:33:34,390 --> 00:33:38,930
+أو عندما نرى ما يتعاني عنه الآخرين صحيح؟ نحن لا
+
+413
+00:33:38,930 --> 00:33:42,610
+يزالون خائفين من ما نتعاني عنه أو طريقة أخرى، أنه
+
+414
+00:33:42,610 --> 00:33:46,210
+عندما نجد الناس يمتعن عن نفس المشاكل، يعني أننا
+
+415
+00:33:46,210 --> 00:33:52,850
+نمتعن عن نفس المشاكل ولذلك نوقف أن نحسس ونخوف من
+
+416
+00:33:52,850 --> 00:33:58,310
+ما نحصلصحيح؟ إنه يجعلها نوع من إرحالة صحيح؟ تخرج
+
+417
+00:33:58,310 --> 00:34:02,710
+كل هذه .. ماذا؟ كل هذه الأشعار .. صحيح؟ من أنفسنا
+
+418
+00:34:02,710 --> 00:34:09,610
+صحيح؟ لذلك التجارة لديها تأثير كثارتك تأثير كثارتك
+
+419
+00:34:09,610 --> 00:34:17,490
+لكن إذا لم يكن حركة، لن تجلب كثارسة إذا لم يكن
+
+420
+00:34:17,490 --> 00:34:24,440
+حقيقية، لن تجلب كثارسة إذا لم يكن كاملright it
+
+421
+00:34:24,440 --> 00:34:27,460
+will not bring right because it must be a complete
+
+422
+00:34:27,460 --> 00:34:32,940
+story developed right and if it is too long it
+
+423
+00:34:32,940 --> 00:34:36,580
+will be boring it will generate boredom rather
+
+424
+00:34:36,580 --> 00:34:40,870
+than generatingPity and fear. And if it is not
+
+425
+00:34:40,870 --> 00:34:44,090
+written in a language, it will not be serious. A
+
+426
+00:34:44,090 --> 00:34:47,590
+high language, grand, sublime language. We call
+
+427
+00:34:47,590 --> 00:34:49,970
+it, all right, the language beautified in
+
+428
+00:34:49,970 --> 00:34:52,330
+different kinds of embellishments. It refers to
+
+429
+00:34:52,330 --> 00:34:55,290
+the sublimity of language. What's the meaning of
+
+430
+00:34:55,290 --> 00:34:58,310
+sublimity of the language? Right? Not the street
+
+431
+00:34:58,310 --> 00:35:01,430
+language, not the common language, not the
+
+432
+00:35:01,430 --> 00:35:03,930
+language of the common man, but it is supposed to
+
+433
+00:35:03,930 --> 00:35:11,150
+be a language or sublime language, right?و من خلال
+
+434
+00:35:11,150 --> 00:35:16,650
+الحركة ومن خلال المعذرة والخوف سنحضر كثارسة هذه
+
+435
+00:35:16,650 --> 00:35:20,010
+الأشعار ماذا تعتقد عن هذه الوضعية؟ هل تتفاهمين أو
+
+436
+00:35:20,010 --> 00:35:25,490
+لا تتفاهمين معها؟ كم من .. دعني أسألك كم من
+
+437
+00:35:25,490 --> 00:35:33,230
+الحاجات التي رأيتها أحدها؟ نعم، نحن نعيش في حاجة
+
+438
+00:35:33,230 --> 00:35:40,410
+ليست نراها في حاجة، هل هذا صح؟ولكننا نتمنى أننا لن
+
+439
+00:35:40,410 --> 00:35:47,970
+ننتهي من التسلق ان شاء
+
+440
+00:35:47,970 --> 00:35:54,550
+الله حسنا، فهل لديك أي سؤال عن مفهوم التجارة
+
+441
+00:35:54,550 --> 00:36:00,590
+لعريستوتل؟ نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+442
+00:36:00,590 --> 00:36:02,130
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+443
+00:36:02,130 --> 00:36:02,230
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+444
+00:36:02,230 --> 00:36:02,230
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+445
+00:36:02,230 --> 00:36:02,230
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+446
+00:36:02,230 --> 00:36:02,980
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعمعندما
+
+447
+00:36:02,980 --> 00:36:05,940
+.. كما تعلمين .. عندما يكون دراما أو تراجعية أو
+
+448
+00:36:05,940 --> 00:36:09,120
+عندما تكون قصص مثل هذه تتصرف؟ نعم. لكن في الوقت
+
+449
+00:36:09,120 --> 00:36:12,820
+الحاضر، مثلما أقرأ كتاب أو قصة، على سبيل المثال،
+
+450
+00:36:12,820 --> 00:36:16,720
+يمكنك تحقيق .. كما يمكن الكتاب يحقق كتاريسيس. نعم.
+
+451
+00:36:16,860 --> 00:36:23,720
+لأننا عادةً نحن نحب الهروب أو .. الهروب .. الهروب
+
+452
+00:36:23,720 --> 00:36:28,960
+أو الهروب من القصة. صحيح، لكن ليس بالنسبالي التي
+
+453
+00:36:28,960 --> 00:36:35,960
+تشاهدها. نعم. صحيح؟لسنا ندفع أن هذه الأشياء التي
+
+454
+00:36:35,960 --> 00:36:40,680
+نكتبها قد تؤدي إلى نوع من الشبابية ولكن باعتبار
+
+455
+00:36:40,680 --> 00:36:44,120
+أريستوطل أنا لسنا .. بالمناورة أنا لسنا أدفع نفسي
+
+456
+00:36:44,120 --> 00:36:48,220
+نظرتي أنا أشرح نظرته نفسي ولكن إذا كانت تأتي إلى
+
+457
+00:36:48,220 --> 00:36:52,440
+نظرتي نفسي فسيكون مختلف تماما أنا أحاول أن أكتب ..
+
+458
+00:36:52,440 --> 00:36:56,940
+أن أضع نفسي في موقع من؟ من أريستوطل في ذلك الوقت
+
+459
+00:36:56,940 --> 00:37:00,420
+لم يكن لديهم قصة قصيرةلم يكن لديهم قصص أبدًا كان
+
+460
+00:37:00,420 --> 00:37:06,480
+لديهم ايضًا فقط اتين او ايه او دراماية وعندما
+
+461
+00:37:06,480 --> 00:37:10,540
+اقاربه اقارب بين اتين الأشياء المتوفرة في ذلك
+
+462
+00:37:10,540 --> 00:37:14,600
+الوقت فأعتقد أن ما يمكن ان يكون حصل من الدراما هو
+
+463
+00:37:14,600 --> 00:37:18,000
+أكتر من ما يمكن ان يكون حصل من اتين، صح؟ ولكن إذا
+
+464
+00:37:18,000 --> 00:37:20,840
+كانت تتعلق بالجنرات التقليدية مثل القصص وقصص قصص
+
+465
+00:37:20,840 --> 00:37:24,920
+قصص قصص وقصص ومقاطعات وفي الفيلمين الفيلمين الآن
+
+466
+00:37:24,920 --> 00:37:30,870
+اللي نشاهدهم هم نوع من ما؟مشروع. هم نوع من
+
+467
+00:37:30,870 --> 00:37:35,690
+المشروع. هم ليسوا مقالة. لذلك نشرف هذه الأشياء لأن
+
+468
+00:37:35,690 --> 00:37:40,810
+كما إذا كانوا مشروعين على المسرح ولكن على مسرح خاص
+
+469
+00:37:40,810 --> 00:37:45,630
+في غرفنا الحيواني، صحيح؟ نعم يا عزيزي. لأنه عندما
+
+470
+00:37:45,630 --> 00:37:49,810
+تشاهد فيلم أو الشيء من قبل المشروع، ستشعر أنك جزء
+
+471
+00:37:49,810 --> 00:37:54,190
+من هذه اللعبة. لذلك .. لذلك ست .. ستعيشي .. ستشارك
+
+472
+00:37:54,190 --> 00:37:59,940
+.. ستشارك الحدث، صحيح؟صحيح .. او حتى عندما تقرأين
+
+473
+00:37:59,940 --> 00:38:04,220
+.. انت حقا تشارك .. تشارك الهيرو و .. مثلًا ..
+
+474
+00:38:04,220 --> 00:38:07,180
+احببتهم .. احببتهم .. احببتهم .. احببتهم ..
+
+475
+00:38:07,180 --> 00:38:07,180
+احببتهم .. احببتهم .. احببتهم .. احببتهم ..
+
+476
+00:38:07,180 --> 00:38:07,280
+احببتهم .. احببتهم .. احببتهم .. احببتهم ..
+
+477
+00:38:07,280 --> 00:38:07,600
+احببتهم .. احببتهم .. احببتهم .. احببتهم ..
+
+478
+00:38:07,600 --> 00:38:07,600
+احببتهم .. احببتهم .. احببتهم .. احببتهم ..
+
+479
+00:38:07,600 --> 00:38:09,480
+احببتهم .. احببتهم .. احببتهم .. احببتهم ..
+
+480
+00:38:09,480 --> 00:38:16,850
+احببتهم .. احببتهم ..إنه لا يتجارب الحزب والخوف أو
+
+481
+00:38:16,850 --> 00:38:20,970
+الانسانية، إنه يتجارب بالتأكيد، صحيح؟ لكننا نتكلم
+
+482
+00:38:20,970 --> 00:38:26,370
+عن عريسوتل هنا، لسنا نتكلم عن نظرنا، سأخذ مصادقك
+
+483
+00:38:26,370 --> 00:38:32,910
+وسأرسله إيميل لعريسوتل، يقول له أن .. صحيح؟ أن
+
+484
+00:38:32,910 --> 00:38:36,030
+الحزب والخوف يمكن أن يتم تجاربه من الكتابة، صحيح؟
+
+485
+00:38:36,030 --> 00:38:41,830
+وسننتظر ماذا سيفعل وماذا يفعل لتجاربنا، صحيح؟ هل
+
+486
+00:38:41,830 --> 00:38:49,950
+هذا بخير؟Okay then fine. So we will come right to
+
+487
+00:38:49,950 --> 00:38:53,530
+the explanation and what I explained is already
+
+488
+00:38:53,530 --> 00:38:59,320
+what? Right? I meanin .. in a written form that
+
+489
+00:38:59,320 --> 00:39:03,280
+will make things easy for you I explained what is
+
+490
+00:39:03,280 --> 00:39:06,720
+meant by the word action and what's the meaning of
+
+491
+00:39:06,720 --> 00:39:08,980
+serious what's the meaning of complete what's the
+
+492
+00:39:08,980 --> 00:39:11,540
+meaning of certain magnitude everything I
+
+493
+00:39:11,540 --> 00:39:15,880
+explained already right is in a written form in
+
+494
+00:39:15,880 --> 00:39:19,760
+case that you missed taking notes you will find it
+
+495
+00:39:19,760 --> 00:39:22,220
+in the slides when I upload them inshallah
+
+496
+00:39:29,750 --> 00:39:32,250
+والسلام عليكم ورحمة الله وبركاته
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/XhlhAqNM4lc_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/XhlhAqNM4lc_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..9454f88139ad207aee5eadfbf7e035c6503415c3
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/XhlhAqNM4lc_postprocess.srt
@@ -0,0 +1,1940 @@
+1
+00:00:21,860 --> 00:00:26,520
+صحيح؟ ودراساتنا هي عن أربعة أخرى وأخيرة نظرية
+
+2
+00:00:26,520 --> 00:00:29,560
+كritisية لدراسة هذا الدراسة التي هي تجارب التجارب
+
+3
+00:00:29,560 --> 00:00:35,780
+صحيح؟ من قسم النظرية يمكنك أن تخيل ماذا سيكون؟
+
+4
+00:00:35,780 --> 00:00:41,400
+لأخبرك الصحيحة و قبل أن نبدأ في المشاركات الصحيح؟
+
+5
+00:00:41,400 --> 00:00:46,490
+المشاركاتI have to say that okay you have
+
+6
+00:00:46,490 --> 00:00:49,890
+practiced reader's response even before knowing
+
+7
+00:00:49,890 --> 00:00:53,770
+anything about it. Through what?
+
+8
+00:00:56,080 --> 00:01:00,140
+It is through the post that you made on our group,
+
+9
+00:01:00,320 --> 00:01:04,160
+on our .. on the Facebook group, right? So, right,
+
+10
+00:01:04,620 --> 00:01:07,160
+just tell me, right, or in case that you would
+
+11
+00:01:07,160 --> 00:01:10,960
+like to what .. to .. to respond to what exactly
+
+12
+00:01:10,960 --> 00:01:13,700
+did you do when I asked you to write a reader's
+
+13
+00:01:13,700 --> 00:01:16,820
+response? Yes, go ahead. Start with your sharing,
+
+14
+00:01:17,080 --> 00:01:21,610
+please.لذلك، بسبب أن تفاصيل المقالات تركز على فكرة
+
+15
+00:01:21,610 --> 00:01:27,430
+المقالات أكتر من اهتمام الكتابين، يجب أن يتعلقوا
+
+16
+00:01:27,430 --> 00:01:32,290
+بـPoststructuralism ونحن نعرف أن الـStructuralism
+
+17
+00:01:32,290 --> 00:01:40,170
+كانت شكلًا لتحديد نظرية New Criticismولكن الـ post
+
+18
+00:01:40,170 --> 00:01:45,170
+-structuralism هو تركيزة نظرية الإجابة للقراءات،
+
+19
+00:01:45,170 --> 00:01:49,350
+فأنا أريد أن أتكلم أولا عن الـ post-structuralism
+
+20
+00:01:49,350 --> 00:01:54,410
+ثم عن نظرية الإجابة للقراءات، فأولاً، الـ post
+
+21
+00:01:54,410 --> 00:01:58,730
+-structuralism هو مدرسة تفاجئت بشكل نقلي لـ
+
+22
+00:01:58,730 --> 00:02:05,550
+structuralism، لإستثناء structuralism على أسلوبات
+
+23
+00:02:05,550 --> 00:02:10,460
+و أسلوباتas axis point of truth and post
+
+24
+00:02:10,460 --> 00:02:13,960
+-structuralism while structuralism regarded
+
+25
+00:02:13,960 --> 00:02:17,180
+language as a closed system because we know that
+
+26
+00:02:17,180 --> 00:02:20,520
+the new criticism focused on the idea of language
+
+27
+00:02:20,520 --> 00:02:24,280
+and using words and figures of speech but the post
+
+28
+00:02:24,280 --> 00:02:27,100
+-structuralism didn't really pay much attention to
+
+29
+00:02:27,100 --> 00:02:32,680
+this good post-structuralism identified an
+
+30
+00:02:32,680 --> 00:02:35,740
+inevitable gap between signifier and signified
+
+31
+00:02:36,180 --> 00:02:41,280
+والقرر ولم يكن كتابة أصبح كارن مون ومعنى كتابة
+
+32
+00:02:41,280 --> 00:02:47,700
+كارن مون ومعنى كتابة كارن مون ومعنى كتابة كارن مون
+
+33
+00:02:47,700 --> 00:02:50,820
+ومعنى كتابة كارن مون ومعنى كتابة كارن مون ومعنى
+
+34
+00:02:50,820 --> 00:02:53,560
+كتابة كارن مون ومعنى كتابة كارن مون ومعنى كتابة
+
+35
+00:02:53,560 --> 00:02:54,020
+ومعنى كتابة كارن مون ومعنى كتابة كارن مون ومعنى
+
+36
+00:02:54,020 --> 00:02:55,480
+كتابة كارن مون ومعنى كتابة كارن مون ومعنى كتحسنًا،
+
+37
+00:02:55,480 --> 00:02:58,880
+وفي هذه الحالة، المعنى هو غير محدد ما يعنيه بذلك؟
+
+38
+00:02:58,880 --> 00:03:03,600
+أن معنى محدد قد يكون مختلف تمامًا من شخصية لشخصية
+
+39
+00:03:03,600 --> 00:03:06,640
+أخرى، لكن إذا كنا .. إذا كنا .. إذا كنا نعتبر
+
+40
+00:03:06,640 --> 00:03:12,500
+الكتاب كمعنى، ما هو معنى معنى مختلف تمامًا، فهو
+
+41
+00:03:12,500 --> 00:03:17,320
+مختلف من شخصية لشخصية أخرى، وعن هذا المعنى، المعنى
+
+42
+00:03:17,320 --> 00:03:22,900
+ليس مهمًا، لكن ما هو حقًا مهمًا لهم هو المعنىليس
+
+43
+00:03:22,900 --> 00:03:26,760
+الكتابة، لكن ما يُفهّم من الكتابة نعم، يعني
+
+44
+00:03:26,760 --> 00:03:32,940
+المعرفة للقراء هو المهم نعم صحيح، نعم، و الأن عن
+
+45
+00:03:32,940 --> 00:03:37,500
+تهيأة التجارب للقراءة، كانت تهيأة كانت موظفة في
+
+46
+00:03:37,500 --> 00:03:41,860
+آخر سنة و نصف وها تركز على تفكير القراءة وإدارة
+
+47
+00:03:41,860 --> 00:03:49,280
+الـODM كما ذكرت، المعرفة للقراءة هي الموظفة المهمة
+
+48
+00:03:49,620 --> 00:03:55,360
+وهي تركز على هذا أكتر من كتابة نفسها، تجارب
+
+49
+00:03:55,360 --> 00:03:59,600
+التجارب يمكن أن تكون مرتبطة بـPost-structuralism
+
+50
+00:03:59,600 --> 00:04:04,280
+وهذا هو السبب فيما قلت بـPost-structuralism أولًا،
+
+51
+00:04:04,280 --> 00:04:10,920
+وهو يؤكد روح القادة في تصميم كتابة عملية عملية
+
+52
+00:04:10,920 --> 00:04:12,240
+عملية تعملية تعملية تعملية تعملية تعملية تعملية
+
+53
+00:04:12,240 --> 00:04:12,520
+تعملية تعملية تعملية تعملية تعملية تعملية تعملية
+
+54
+00:04:12,520 --> 00:04:12,900
+تعملية تعملية تعملية تعملية تعملية تعملية تعملية
+
+55
+00:04:12,900 --> 00:04:13,060
+تعملية تعملية تعملية تعملية تعملية تعملية تعملية
+
+56
+00:04:13,060 --> 00:04:20,320
+تعملية تعملية تعمليةgood good yeah right right
+
+57
+00:04:20,320 --> 00:04:23,960
+just the assumption is this right if we don't have
+
+58
+00:04:23,960 --> 00:04:28,680
+a reader to read the text does the text exist and
+
+59
+00:04:28,680 --> 00:04:32,860
+then right that the one who gives the meaning is
+
+60
+00:04:36,170 --> 00:04:42,050
+وهو بالكامل عكس ما؟ نيو كريتسيزم ما هو اسمه
+
+61
+00:04:42,050 --> 00:04:50,050
+باعتبار نيو كريتسيزم؟ نيو كريتسيزم نيو كريتسيزم
+
+62
+00:04:50,050 --> 00:04:53,210
+نيو كريتسيزم نيو كريتسيزم نيو كريتسيزم نيو
+
+63
+00:04:53,210 --> 00:04:54,590
+كريتسيزم نيو كريتسيزم نيو كريتسيزم نيو كريتسيزم
+
+64
+00:04:54,590 --> 00:04:57,490
+نيو كريتسيزم
+
+65
+00:04:58,380 --> 00:05:03,120
+اللي نركز فقط على الأشعار والأفكار والأسلحة
+
+66
+00:05:03,120 --> 00:05:08,220
+للكتابة، صحيح؟ يسمى هذا Intentional Fallacy، لذلك
+
+67
+00:05:08,220 --> 00:05:13,020
+نيو كريتيسيزم يعتبر ما؟ يعتبر الرومانسيزم كنوع من
+
+68
+00:05:13,020 --> 00:05:16,700
+الـ Intentional Fallacy، بينما تجيب المقال للقراءة
+
+69
+00:05:16,700 --> 00:05:22,600
+باعتبار نيو كريتيسيزم، صحيح؟ سيكون كنوع من Fallacy
+
+70
+00:05:22,600 --> 00:05:26,880
+مؤلم، نعم، تابع يا نور نحن نستطيع أن نضمن هذا نيو
+
+71
+00:05:26,880 --> 00:05:32,280
+كريتيسيزملأ هذا الفيديو يشارك في طريقة ديناميكية
+
+72
+00:05:32,280 --> 00:05:38,080
+للتعليم اللي يجعل الطلاب يقبلوا تقصيرهم و يساعدهم
+
+73
+00:05:38,080 --> 00:05:41,360
+في التطور و التفكير و التفكير و التفكير و التفكير
+
+74
+00:05:41,360 --> 00:05:43,200
+و التفكير و التفكير و التفكير و التفكير و التفكير
+
+75
+00:05:43,200 --> 00:05:44,040
+و التفكير و التفكير و التفكير و التفكير و التفكير
+
+76
+00:05:44,040 --> 00:05:44,700
+و التفكير و التفكير و التفكير و التفكير و التفكير
+
+77
+00:05:44,700 --> 00:05:44,740
+و التفكير و التفكير و التفكير و التفكير و التفكير
+
+78
+00:05:44,740 --> 00:05:55,820
+و التفكير و التفكير و التفكير و التفكير و
+
+79
+00:05:55,820 --> 00:06:02,320
+التفكيرالتجارب التجاربية هي اتجارة جديدة من تجارب
+
+80
+00:06:02,320 --> 00:06:10,100
+جديدة وهي ربما شيء قد تفعله بالمميزة التجارب
+
+81
+00:06:10,100 --> 00:06:11,580
+التجارب التجارب التجارب ليس بالفعل بالمميزة
+
+82
+00:06:11,580 --> 00:06:13,000
+التجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب
+
+83
+00:06:13,000 --> 00:06:15,060
+تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب
+
+84
+00:06:15,060 --> 00:06:15,360
+تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب
+
+85
+00:06:15,360 --> 00:06:27,120
+تجارب تجارب تجارب تجارب تجارب تجار
+
+86
+00:06:27,360 --> 00:06:31,200
+Right? But that it is supposed to be understood.
+
+87
+00:06:31,580 --> 00:06:35,440
+Right? By someone who reads it. And without the
+
+88
+00:06:35,440 --> 00:06:38,680
+reader, right, we don't have a text. And we said,
+
+89
+00:06:38,740 --> 00:06:41,540
+as we said, in any reading process, we have,
+
+90
+00:06:41,680 --> 00:06:45,880
+right, three right things. Right? What is, right,
+
+91
+00:06:45,960 --> 00:06:48,480
+what are the three items that determine the
+
+92
+00:06:48,480 --> 00:06:54,260
+reading process?The writer, the text and the
+
+93
+00:06:54,260 --> 00:06:58,700
+reader. And therefore, we can say that the text is
+
+94
+00:06:58,700 --> 00:07:01,560
+the most important according to new criticism, not
+
+95
+00:07:01,560 --> 00:07:04,320
+the writer and not the reader. The reader's
+
+96
+00:07:04,320 --> 00:07:06,580
+response, they are saying the opposite. If we
+
+97
+00:07:06,580 --> 00:07:10,670
+don't have the reader, the text is useless.بسبب
+
+98
+00:07:10,670 --> 00:07:15,970
+كتابة نفسها ليس لديها معنى إلا لو كان هناك شخص ..
+
+99
+00:07:15,970 --> 00:07:20,610
+لإعطاه معنى .. لإعطاه .. لإعطاه .. لإعطاه ..
+
+100
+00:07:20,610 --> 00:07:20,950
+لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه ..
+
+101
+00:07:20,950 --> 00:07:21,650
+لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه ..
+
+102
+00:07:21,650 --> 00:07:22,370
+لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه ..
+
+103
+00:07:22,370 --> 00:07:22,570
+لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه ..
+
+104
+00:07:22,570 --> 00:07:22,770
+لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه .. لإعطاه ..
+
+105
+00:07:22,770 --> 00:07:28,410
+لإعطاه .. لإعطاه .. لإعطاه .. لوهو مدرسة تجارب
+
+106
+00:07:28,410 --> 00:07:32,830
+الانتقال اللاجئين اللاجئين اللاجئين اللاجئين
+
+107
+00:07:32,830 --> 00:07:33,550
+اللاجئين اللاجئين اللاجئين اللاجئين اللاجئين
+
+108
+00:07:33,550 --> 00:07:37,390
+اللاجئين اللاجئين اللاجئين اللاجئين اللاجئين
+
+109
+00:07:37,390 --> 00:07:41,990
+اللاجئين اللاجئين
+
+110
+00:07:42,630 --> 00:07:47,430
+الأمر يركز على المقرر نفسه وإجابته عن عملية
+
+111
+00:07:47,430 --> 00:07:54,750
+التلفزيون بالمقارنة لدراسات أخرى وتيوريات تركز
+
+112
+00:07:54,750 --> 00:08:05,110
+أولا على محتوى أو محتوى ومجموعة العالمرقم الإجابة
+
+113
+00:08:05,110 --> 00:08:16,370
+يعتبر الرقم غير معمل، يقوم بإعطاء حقيقية للعمل
+
+114
+00:08:16,370 --> 00:08:28,870
+ويكمل مقالته من خلال التعامل، رقم الإجابة تعتبر أن
+
+115
+00:08:28,870 --> 00:08:36,050
+الكتابة يجب أن تكون شهية، كمشروعArt in which each
+
+116
+00:08:36,050 --> 00:08:39,290
+reader criticizes them Oh thank you, remind me of
+
+117
+00:08:39,290 --> 00:08:43,830
+your name just now Amal Abou Amal Abou? Yes Thank
+
+118
+00:08:43,830 --> 00:08:47,490
+you very much Yes please I just want to share a
+
+119
+00:08:47,490 --> 00:08:51,750
+quote Please It's for a man named Jaymond who says
+
+120
+00:08:51,750 --> 00:08:56,870
+in his book The Graveyard Book Two people make
+
+121
+00:08:56,870 --> 00:08:59,330
+stories known that meet their lies for a living
+
+122
+00:08:59,330 --> 00:09:04,770
+But they are good lies that say true thingsI like
+
+123
+00:09:04,770 --> 00:09:09,550
+it repeat the last one please again there are true
+
+124
+00:09:09,550 --> 00:09:12,690
+there are what right good lines that tell the
+
+125
+00:09:12,690 --> 00:09:17,450
+truth right and we owe it to our leaders to build
+
+126
+00:09:17,450 --> 00:09:20,730
+them as best as we can because somewhere out there
+
+127
+00:09:20,730 --> 00:09:24,210
+is someone who grew up with a different land space
+
+128
+00:09:24,210 --> 00:09:27,670
+who without that story would be a different person
+
+129
+00:09:27,670 --> 00:09:32,050
+and who is that different person and whomand who
+
+130
+00:09:32,050 --> 00:09:35,610
+with the soul he may have .. may have hope or
+
+131
+00:09:35,610 --> 00:09:40,290
+wisdom or kindness or comfort and that is why we
+
+132
+00:09:40,290 --> 00:09:45,190
+write so I guess is we .. the text must have
+
+133
+00:09:45,190 --> 00:09:47,650
+something about the reader and the reader is who
+
+134
+00:09:47,650 --> 00:09:50,890
+.. who have .. gave the text the meaning as you
+
+135
+00:09:50,890 --> 00:09:54,150
+said and that's why people write it's for readers
+
+136
+00:09:54,150 --> 00:09:57,870
+anywayOkay thank you very much. Yes please.
+
+137
+00:10:08,490 --> 00:10:11,070
+We are not making now a kind of a comparison. We
+
+138
+00:10:11,070 --> 00:10:13,270
+need to study the reader's response in order to
+
+139
+00:10:13,270 --> 00:10:15,790
+come .. Right? Yeah. They .. they .. they don't
+
+140
+00:10:15,790 --> 00:10:18,290
+care about this. What they care about .. Right?
+
+141
+00:10:18,470 --> 00:10:21,470
+Just imagine that both you and the three of your
+
+142
+00:10:21,470 --> 00:10:24,890
+friends, you are watching a movie. Right? And the
+
+143
+00:10:24,890 --> 00:10:29,130
+movie is one of يعني the good movies. Right?
+
+144
+00:10:29,890 --> 00:10:35,310
+والثلاث منكم، كل واحد منكم كان لديه فكرة ومعنى،
+
+145
+00:10:35,310 --> 00:10:41,690
+صح؟ من نفسها لفيلم ذلك، لذلك أقصد ما .. كل .. من
+
+146
+00:10:41,690 --> 00:10:46,250
+.. أقصد صح ومن غير صح؟ بين الثلاث منكم. لا أحد صح
+
+147
+00:10:46,250 --> 00:10:53,970
+ولا أحد غير صح. إنه فهم شخصي ورسوم لما يكون كتاب
+
+148
+00:10:53,970 --> 00:10:57,860
+أو ما يكون مشاهد.and therefore we cannot say that
+
+149
+00:10:57,860 --> 00:11:00,440
+this is she is right and the other one is wrong
+
+150
+00:11:00,440 --> 00:11:03,440
+this is a true meaning and this is this meaning is
+
+151
+00:11:03,440 --> 00:11:08,220
+is a wrong meaning right especially right that we
+
+152
+00:11:08,220 --> 00:11:12,060
+we focus in the readers responseعن ما نسميه
+
+153
+00:11:12,060 --> 00:11:17,320
+الانترتكتوالية. ماذا يعنيه انترتكتوالية؟ يعني ماذا
+
+154
+00:11:17,320 --> 00:11:21,780
+يذكر تلك التكتورة لك عن تكتورة أخرى أو تلك التجربة
+
+155
+00:11:21,780 --> 00:11:26,380
+تذكرك لك عن تجربة أخرى. وعندما تكون التجربة من
+
+156
+00:11:26,380 --> 00:11:30,830
+الإنسانهي مختلفة تمامًا و لذلك يمكن أن يكون واحد
+
+157
+00:11:30,830 --> 00:11:37,310
+من التقرير يخلق تجارب مختلفة للقراءات مختلفة
+
+158
+00:11:37,310 --> 00:11:38,530
+للقراءات مختلفة للقراءات مختلفة للقراءات مختلفة
+
+159
+00:11:38,530 --> 00:11:38,590
+للقراءات مختلفة للقراءات مختلفة للقراءات مختلفة
+
+160
+00:11:38,590 --> 00:11:39,390
+للقراءات مختلفة للقراءات مختلفة للقراءات مختلفة
+
+161
+00:11:39,390 --> 00:11:41,170
+للقراءات مختلفة للقراءات مختلفة للقراءات مختلفة
+
+162
+00:11:41,170 --> 00:11:41,370
+للقراءات مختلفة للقراءات مختلفة للقراءات مختلفة
+
+163
+00:11:41,370 --> 00:11:43,610
+للقراءات مختلفة للقراءات مختلفة للقراءات مختلفة
+
+164
+00:11:43,610 --> 00:11:50,870
+للقراءات مختلفة للقراءات م
+
+165
+00:11:56,760 --> 00:12:00,380
+God. Yeah. But later you will change your mind.
+
+166
+00:12:00,420 --> 00:12:04,280
+What I mean that sometimes my students they tell
+
+167
+00:12:04,280 --> 00:12:08,620
+me which one do you prefer because if I explain
+
+168
+00:12:08,620 --> 00:12:12,000
+Plato they will find me that I'm platonic and when
+
+169
+00:12:12,000 --> 00:12:14,520
+I explain Aristotelian they will say that I'm
+
+170
+00:12:14,520 --> 00:12:18,610
+Aristotelian و بطلت إيه؟ Platonicوعندما أشرح
+
+171
+00:12:18,610 --> 00:12:23,850
+الرومانسيزم سيجدونني أنني أدعم الرومانسيزم وكذلك
+
+172
+00:12:23,850 --> 00:12:29,510
+وكذلك يعني حطلك يعني نحتاج أن نفهم أي نظرية تشتغل
+
+173
+00:12:29,510 --> 00:12:35,830
+فيها، صح؟ ولذلك أقول إنني أعلمهم كأنني فان، واحد
+
+174
+00:12:35,830 --> 00:12:40,730
+من الفان، واحد من المدارس لكي يدعوا طلابي يفهموه،
+
+175
+00:12:40,730 --> 00:12:46,850
+لكن في الواقع كل واحد يحصلأفكار مدرسته الخاصة اللي
+
+176
+00:12:46,850 --> 00:12:50,570
+يريد أن يتبعه ولكنه لا يعني ان انا ليس رومانسيا او
+
+177
+00:12:50,570 --> 00:12:53,750
+انا ليس مجرد كريتك جديد او انا ليس مديرا .. مديرا
+
+178
+00:12:53,750 --> 00:12:54,830
+.. مديرا .. مديرا .. مديرا .. مديرا .. مديرا ..
+
+179
+00:12:54,830 --> 00:12:55,150
+مديرا .. مديرا .. مديرا .. مديرا .. مديرا .. مديرا
+
+180
+00:12:55,150 --> 00:12:55,810
+.. مديرا .. مديرا .. مديرا .. مديرا .. مديرا ..
+
+181
+00:12:55,810 --> 00:12:56,830
+مديرا .. مديرا .. مديرا .. مديرا .. مديرا .. مديرا
+
+182
+00:12:56,830 --> 00:12:57,010
+.. مديرا .. مديرا .. مديرا .. مديرا .. مديرا ..
+
+183
+00:12:57,010 --> 00:13:07,870
+مديرا .. مديرا .. مديرا .. مد
+
+184
+00:13:10,880 --> 00:13:18,300
+وإجابة الرسالة تشتغل أشعارها وإهتمام الرسالة،
+
+185
+00:13:18,300 --> 00:13:23,420
+فميثيوجة إجابة الرسالة تحتوي على بعض الميزات مثل
+
+186
+00:13:23,420 --> 00:13:27,760
+الانترنتيكسيواليتي مثل الانتراليشنشب بين القصة
+
+187
+00:13:27,760 --> 00:13:34,720
+وكيف يتم تأثيرها على دول أخرى أو مجتمعات أو رسالة
+
+188
+00:13:34,720 --> 00:13:39,070
+أخرى أيضًا إجابة الرسالة تحتويthe personal
+
+189
+00:13:39,070 --> 00:13:42,230
+opinions of the reader and what he feels when he
+
+190
+00:13:42,230 --> 00:13:44,810
+reads this text and what is the meaning of the
+
+191
+00:13:44,810 --> 00:13:46,770
+text according to him which one do you think is
+
+192
+00:13:46,770 --> 00:13:50,190
+better this one or romanticism for example I can't
+
+193
+00:13:50,190 --> 00:13:53,370
+say that this picture and this verse how about
+
+194
+00:13:53,370 --> 00:13:56,230
+your attitude your reader's response of a new
+
+195
+00:13:56,230 --> 00:14:00,210
+criticism what is your reader's response to new
+
+196
+00:14:00,210 --> 00:14:04,290
+criticism it is a reader's response yeah tell me
+
+197
+00:14:04,290 --> 00:14:08,040
+about your opinionI can't read the text without
+
+198
+00:14:08,040 --> 00:14:12,620
+the feelings of mine mine is what? writer or a
+
+199
+00:14:12,620 --> 00:14:16,200
+reader? a reader .. a reader .. so I didn't prefer
+
+200
+00:14:16,200 --> 00:14:20,600
+all the methodology of the neocriticism to accept
+
+201
+00:14:20,600 --> 00:14:24,200
+or to expel the readers themselves but according
+
+202
+00:14:24,200 --> 00:14:26,640
+to readers response I love it or I prefer it
+
+203
+00:14:26,640 --> 00:14:30,270
+because I put my own experience, my own feelingsI
+
+204
+00:14:30,270 --> 00:14:33,390
+talk about myself. I don't talk about the text and
+
+205
+00:14:33,390 --> 00:14:36,250
+reader's response. All right. The writer or the
+
+206
+00:14:36,250 --> 00:14:39,650
+critic talks about himself much more talks here
+
+207
+00:14:39,650 --> 00:14:44,860
+about what about the text itself. All right.حسنًا،
+
+208
+00:14:44,860 --> 00:14:49,300
+حسنًا، لذلك الآن لديك فكرة، صحيح؟ ماذا سندرس؟ لذلك
+
+209
+00:14:49,300 --> 00:14:53,180
+يجب أن نفهم ما هي المرحلة التخصية، هل لديهم
+
+210
+00:14:53,180 --> 00:14:58,700
+أساسيات تخصية صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة
+
+211
+00:14:58,700 --> 00:14:58,800
+صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة
+
+212
+00:14:58,800 --> 00:14:59,480
+صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة
+
+213
+00:14:59,480 --> 00:15:10,060
+صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة صحيحة
+
+214
+00:15:10,060 --> 00:15:14,400
+صلا يوجد طريقة نفسية وتيورية لتكتشف التكتشف
+
+215
+00:15:14,400 --> 00:15:19,980
+التجاري ما نقوله أنك لا يمكنك أن تتعامل مع قصة
+
+216
+00:15:19,980 --> 00:15:22,860
+تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف
+
+217
+00:15:22,860 --> 00:15:24,060
+تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف
+
+218
+00:15:24,060 --> 00:15:25,080
+تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف
+
+219
+00:15:25,080 --> 00:15:28,980
+تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف تكتشف
+
+220
+00:15:28,980 --> 00:15:32,420
+تكتشف تكتشف تكتشف
+
+221
+00:15:35,310 --> 00:15:42,470
+that one text can be analyzed right by what one
+
+222
+00:15:42,470 --> 00:15:48,610
+theory one one theory is not enough to explain one
+
+223
+00:15:48,610 --> 00:15:53,630
+text one text but it can be explained right
+
+224
+00:15:53,630 --> 00:15:57,790
+differently by according to many theories and it
+
+225
+00:15:57,790 --> 00:16:00,510
+will not give the whole comprehensive meaning of
+
+226
+00:16:00,510 --> 00:16:03,640
+that textعلى سبيل المثال، كنا ندرس قصة واحدة
+
+227
+00:16:03,640 --> 00:16:08,940
+وانتجتها باعتبارين مختلفة، أليس كذلك؟ لا يمكننا أن
+
+228
+00:16:08,940 --> 00:16:13,560
+نقول أن هذه القصة أعطاها كل المعنى. عندما كنا
+
+229
+00:16:13,560 --> 00:16:17,720
+نتكلم عنها من وجهة رومانسية، فكنا نفكر لحظة بأنها
+
+230
+00:16:17,720 --> 00:16:22,300
+تتعامل مع كل الميزات الرومانسية والمعنى من القصة.
+
+231
+00:16:22,600 --> 00:16:26,640
+لكن عندما كنا ندرسها من وجهة مختلفة، فكنا نجد أن
+
+232
+00:16:26,640 --> 00:16:31,630
+الكثير من الأشياء ليست ما تكلمنا عنه بعد ذلك.و
+
+233
+00:16:31,630 --> 00:16:37,090
+سنقوم بالدراسة عن نفس الكتابة من إجابتنا أيضًا لكي
+
+234
+00:16:37,090 --> 00:16:42,630
+أريكم كيف يمكننا أن نقرأ كتابة واحدة من ثلاث نظرات
+
+235
+00:16:42,630 --> 00:16:47,270
+مختلفة، صحيح؟ لذلك، من يريد أن يبدأ التقرير، ماذا؟
+
+236
+00:16:47,270 --> 00:16:52,970
+تجهز نفسك لماذا؟الـ Daffodils مرة أخرى، ولكن هذا
+
+237
+00:16:52,970 --> 00:16:56,350
+لا يعني أنه سيكون موضوعنا نفسه. سنحصل على موضوع
+
+238
+00:16:56,350 --> 00:17:00,750
+أخر كما فعلنا مع My Last Duchess، ولكننا سنطبق على
+
+239
+00:17:00,750 --> 00:17:03,470
+ماذا؟ على الـ Daffodils مرة أخرى، ولكن هذه المرة
+
+240
+00:17:03,470 --> 00:17:07,990
+من ماذا؟ من إجابة قرار بعد أننا نعرف الميثولوجيا.
+
+241
+00:17:08,230 --> 00:17:12,460
+لذلك كطلاب، سيكون لديك فقط مجلة واحدةوعن طريق ما
+
+242
+00:17:12,460 --> 00:17:16,840
+تقول هذا صحيح، هذا مجرد تجارب من نظر رومانسي،
+
+243
+00:17:16,840 --> 00:17:19,740
+التقرير نفسه مجرد تجارب من نظر مجرد تجارب جديدة من
+
+244
+00:17:19,740 --> 00:17:22,080
+نظر مجرد تجارب مجرد تجارب جديدة من نظر مجرد تجارب
+
+245
+00:17:22,080 --> 00:17:22,700
+مجرد تجارب مجرد تجارب مجرد تجارب مجرد تجارب مجرد
+
+246
+00:17:22,700 --> 00:17:25,040
+تجارب مجرد تجارب مجرد تجارب مجرد تجارب مجرد تجارب
+
+247
+00:17:25,040 --> 00:17:27,600
+مجرد تجارب مجرد تجارب مجرد تجارب مجرد تجارب مجرد
+
+248
+00:17:27,600 --> 00:17:38,240
+تجارب مجرد تجارب مجرد ت
+
+249
+00:17:38,900 --> 00:17:46,600
+Okay, I don't remember a statement for .. This is
+
+250
+00:17:46,600 --> 00:17:49,020
+intertextuality. This is what I'm talking about.
+
+251
+00:17:49,160 --> 00:17:53,640
+Something is reminding me of something else. For
+
+252
+00:17:53,640 --> 00:17:59,400
+Abbas Mahmoud Al-Aqqat, in one of his famous
+
+253
+00:17:59,400 --> 00:18:04,860
+essays, لماذا هويت القراءة؟ He talks about that
+
+254
+00:18:04,860 --> 00:18:10,430
+one ideaالنفس الفكرة إذا كانت تم أخذها وكذلك وكذلك
+
+255
+00:18:10,430 --> 00:18:13,930
+وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا
+
+256
+00:18:13,930 --> 00:18:15,010
+وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا
+
+257
+00:18:15,010 --> 00:18:16,510
+وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا
+
+258
+00:18:16,510 --> 00:18:17,430
+وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا
+
+259
+00:18:17,430 --> 00:18:18,070
+وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا
+
+260
+00:18:18,070 --> 00:18:20,710
+وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا
+
+261
+00:18:20,710 --> 00:18:31,510
+وكذا وكذا وكذا وكذا وكذا وكذا
+
+262
+00:18:31,510 --> 00:18:38,130
+وكذا10 قصارى مختلفة لأن كل واحد يقول شيء مختلف عن
+
+263
+00:18:38,130 --> 00:18:41,710
+الآخر. صحيح؟ وهذا هو الموضوع أننا لا نستطيع أن
+
+264
+00:18:41,710 --> 00:18:48,590
+نعتقد أن هناك طريقة تخصيصية متحدثة واحدة. صحيح؟
+
+265
+00:18:48,590 --> 00:18:53,690
+تخصيصية مهمة واحدة تخصيصية مهمة مهمة مهمة مهمة
+
+266
+00:18:53,690 --> 00:18:55,010
+مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة
+
+267
+00:18:55,010 --> 00:18:57,330
+مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة
+
+268
+00:18:57,330 --> 00:18:57,770
+مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة
+
+269
+00:18:57,770 --> 00:19:00,950
+مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمة مهمme
+
+270
+00:19:00,950 --> 00:19:03,970
+personally I agree with that right؟ we cannot
+
+271
+00:19:03,970 --> 00:19:08,710
+attain all the meaning of a certain text by one
+
+272
+00:19:08,710 --> 00:19:14,780
+theoryحسنًا؟ يجب أن نكتب أكثر من واحدة نظرية
+
+273
+00:19:14,780 --> 00:19:19,680
+لتخطيط كل المعنى. ماذا؟ لذا هل تفهم أن هذه هي
+
+274
+00:19:19,680 --> 00:19:24,400
+الأولى اعتبار؟ هذه هي المرحلة التي بدأت .. ماذا؟
+
+275
+00:19:24,400 --> 00:19:27,860
+لتفكير بشكل مختلف عن ماذا؟ من جهد اعتبار جديد. إذا
+
+276
+00:19:27,860 --> 00:19:32,840
+تخبرني أننا يمكننا فقط أن نعتمد على الكتاب وكتاب
+
+277
+00:19:32,840 --> 00:19:37,340
+فقط وستعطي المعنى؟ لا، هذا خاطئ.لا نستطيع أن نعتمد
+
+278
+00:19:37,340 --> 00:19:40,780
+على الرسالة لأن الرسالة لن تعطينا كل المعنى لأنك
+
+279
+00:19:40,780 --> 00:19:45,460
+تتجاهل أشياء أخرى مهمة في الوصول للقراءة التي هي
+
+280
+00:19:45,460 --> 00:19:49,800
+الرسالة و الرسالة كيف يمكنك أن تخبرني أن حسنًا
+
+281
+00:19:49,800 --> 00:19:53,240
+الرسالة ستكون حسنًا كل شيء ويجب أن تعتمد على موت
+
+282
+00:19:53,240 --> 00:19:57,840
+الأخر أو أن تعتمد على أن الرسالة غير مكتوبة وليس
+
+283
+00:19:57,840 --> 00:20:03,520
+.. موت الرسالة أيضًا يلّا حسنًا لا يمكنك أن تعتمد
+
+284
+00:20:03,520 --> 00:20:08,720
+على موت الأخر وموت ماذا؟القراء صحيح؟ لأن هما
+
+285
+00:20:08,720 --> 00:20:14,520
+أساسيين أساسيين في كل عملية القراءة صحيح؟
+
+286
+00:20:14,520 --> 00:20:19,320
+حسنا التقصير التقليدي يجب أن يعتبر كما قراءة و
+
+287
+00:20:19,320 --> 00:20:24,700
+كتابة لماذا؟ لأن العلاقة صحيح من فهم هي علاقة
+
+288
+00:20:24,700 --> 00:20:32,020
+عملية التعامل صحيح؟ حسنا عندما
+
+289
+00:20:32,020 --> 00:20:35,600
+نقول أن كتاب
+
+290
+00:20:38,880 --> 00:20:44,440
+right is a signifier what
+
+291
+00:20:44,440 --> 00:20:46,900
+do you mean by a signifier something that gives
+
+292
+00:20:46,900 --> 00:20:51,920
+meaning something indicates
+
+293
+00:20:51,920 --> 00:20:56,920
+meaning
+
+294
+00:20:56,920 --> 00:21:02,600
+right this meaning is useless unless there is
+
+295
+00:21:02,600 --> 00:21:05,380
+someone to grab itDo you understand what I mean?
+
+296
+00:21:06,060 --> 00:21:14,420
+So any signifier must have a signified which
+
+297
+00:21:14,420 --> 00:21:19,400
+is supposed to be the reader right? The reader is
+
+298
+00:21:19,400 --> 00:21:24,740
+having what we call it a private signified private
+
+299
+00:21:24,740 --> 00:21:31,400
+signified right? This is the beginning of what we
+
+300
+00:21:31,400 --> 00:21:38,340
+call it right?أول أدرسات تتعلمها في الاسمانسية، أن
+
+301
+00:21:38,340 --> 00:21:44,320
+أي شيء .. عندما بدأوا بالدراسة في علم المعنى،
+
+302
+00:21:44,320 --> 00:21:51,020
+قالوا، بدأوا بـ Plato و Aristotle، أن اللغة نفسها،
+
+303
+00:21:51,020 --> 00:21:56,840
+هناك نوع من علاقة بين ما هو قوله وما هو مطلوب، ما
+
+304
+00:21:56,840 --> 00:22:04,250
+هو فهمه، ما هو مطلوب مختلف تمامًا عن ما هو فهمه.I
+
+305
+00:22:04,250 --> 00:22:10,090
+say something and I mean something but it was
+
+306
+00:22:10,090 --> 00:22:14,770
+understood differently. Do you understand what I
+
+307
+00:22:14,770 --> 00:22:19,730
+mean?Okay? So the language that I use is a
+
+308
+00:22:19,730 --> 00:22:23,430
+signifier for a certain meaning, but you
+
+309
+00:22:23,430 --> 00:22:27,390
+understand differently. So it is the signified,
+
+310
+00:22:27,510 --> 00:22:31,710
+the one who determines the signified is you as the
+
+311
+00:22:31,710 --> 00:22:35,570
+reader. The one that who receives will have the
+
+312
+00:22:35,570 --> 00:22:39,770
+meaning, will have the meaning, right?الخيارات
+
+313
+00:22:39,770 --> 00:22:45,110
+بدأت من الكلمات .. من الكلمات، صحيح؟ و .. على سبيل
+
+314
+00:22:45,110 --> 00:22:48,690
+المثال، سأعطيك مثال قبل ما .. قبل أن نذهب للأمام،
+
+315
+00:22:48,690 --> 00:22:53,850
+صحيح؟ ما هي علاقة بين مصدر ومصدر، صحيح؟ أن ..
+
+316
+00:22:53,850 --> 00:22:58,210
+حسنًا، من وقت .. صحيح؟ أريستوطل، صحيح؟ قال إن كل
+
+317
+00:22:58,210 --> 00:23:02,690
+كلمة .. كل كلمة .. صحيح؟ تتعرف على مصدر .. تتعرف
+
+318
+00:23:02,690 --> 00:23:07,760
+على مصدر .. صحيح؟Right? And he called the word as
+
+319
+00:23:07,760 --> 00:23:12,280
+a signifier and the meaning he called it as the
+
+320
+00:23:12,280 --> 00:23:16,440
+signified. Right? Okay? And the relationship
+
+321
+00:23:16,440 --> 00:23:20,620
+between the signifier and the signified is a
+
+322
+00:23:20,620 --> 00:23:23,860
+direct relationship. This is what Aristotle said.
+
+323
+00:23:24,000 --> 00:23:27,540
+Right? That the relationship is a direct. Once I
+
+324
+00:23:27,540 --> 00:23:31,280
+tell you a chair, what comes to your mind?this
+
+325
+00:23:31,280 --> 00:23:36,220
+thing right that okay that here he says that the
+
+326
+00:23:36,220 --> 00:23:41,340
+word it refers to a thing to a thing right but
+
+327
+00:23:41,340 --> 00:23:44,940
+theories after that they said he's wrong why
+
+328
+00:23:44,940 --> 00:23:48,500
+because we have abstract words when I tell you
+
+329
+00:23:48,500 --> 00:23:51,940
+freedom for example what comes to your mind it is
+
+330
+00:23:51,940 --> 00:23:56,470
+not a thing it is not a thingأنا لا أريد أن أدخل
+
+331
+00:23:56,470 --> 00:24:00,210
+إلى الاسمانية لأن هذا ليس كتاب اسمانية ولكنني أريد
+
+332
+00:24:00,210 --> 00:24:04,770
+أن أشرح لك ماذا أعني بمعنى إشارة وماذا أعني بمعنى
+
+333
+00:24:04,770 --> 00:24:13,720
+إشارة لذا كل إشارة تتصرف إلى معنى إشارة محددةit is
+
+334
+00:24:13,720 --> 00:24:17,620
+the reader because that the relationship between
+
+335
+00:24:17,620 --> 00:24:22,480
+what is said and what is meant is actually not
+
+336
+00:24:22,480 --> 00:24:27,240
+definite some people they said that it has
+
+337
+00:24:27,240 --> 00:24:31,290
+psychological associationsa psychological
+
+338
+00:24:31,290 --> 00:24:34,010
+association what does it mean by psychological
+
+339
+00:24:34,010 --> 00:24:38,270
+associations? psychological linking when I say a
+
+340
+00:24:38,270 --> 00:24:44,830
+word someone might cry and someone might laugh by
+
+341
+00:24:44,830 --> 00:24:49,030
+saying the same word right okay when I tell
+
+342
+00:24:49,030 --> 00:24:58,550
+someone okay قول يا غنيمة مثلا rightwhat do I say
+
+343
+00:24:58,550 --> 00:25:03,650
+it means that you are brilliant but actually I
+
+344
+00:25:03,650 --> 00:25:08,270
+don't mean that you are brilliant do you
+
+345
+00:25:08,270 --> 00:25:10,690
+understand what I mean I mean I'm not talking
+
+346
+00:25:10,690 --> 00:25:13,490
+about the irony بقول what is said and what is
+
+347
+00:25:13,490 --> 00:25:17,050
+meant and how it is understood لو كان ذكي هيعرف
+
+348
+00:25:17,050 --> 00:25:22,070
+أني أنا هسخر بسخر ولكن لو كان ماسح okay رح يقولي
+
+349
+00:25:22,070 --> 00:25:28,160
+do you understand what I mean wellخلاص. لذلك لدينا
+
+350
+00:25:28,160 --> 00:25:32,440
+ثلاثة أشياء مهمة يجب أن نعتبرها. لكن أهم أشياء
+
+351
+00:25:32,440 --> 00:25:36,660
+مهمة هي من يقوم بإيجاب المعروف هو الـ Perceiver.
+
+352
+00:25:37,060 --> 00:25:39,980
+هو .. هو الـ Perceiver. ماذا أقصد من الـ
+
+353
+00:25:39,980 --> 00:25:46,120
+Perceiver؟ الشخص اللي يفهم. الشخص اللي يفهم. ومن
+
+354
+00:25:46,120 --> 00:25:51,180
+.. ماذا يعني يفهم؟ فهم. الشخص اللي يفهم. ومن يفهم
+
+355
+00:25:51,180 --> 00:25:56,760
+في الوصول للقراءة؟ الـ reader. جيد. صحيح؟
+
+356
+00:26:07,630 --> 00:26:12,670
+التجارب التجاربية هي علاقة تجاربية ما أقصد بمعنى
+
+357
+00:26:12,670 --> 00:26:18,510
+تجاربية، إنها نوع من ما يسمى فهو فهو فهو فهو فهو
+
+358
+00:26:18,510 --> 00:26:19,790
+فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو
+
+359
+00:26:19,790 --> 00:26:21,010
+فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو
+
+360
+00:26:21,010 --> 00:26:21,990
+فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو
+
+361
+00:26:21,990 --> 00:26:22,410
+فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو فهو
+
+362
+00:26:22,410 --> 00:26:29,090
+فهو فهو فهو فهو فهو فهو فه
+
+363
+00:26:29,470 --> 00:26:33,370
+what is said is by the sender and what is meant is
+
+364
+00:26:33,370 --> 00:26:37,650
+by the receiver but what is understood is by the
+
+365
+00:26:37,650 --> 00:26:40,910
+perceiver, by the receiver right؟ what is meant is
+
+366
+00:26:40,910 --> 00:26:44,970
+.. لما أجي أقول بكلمة طيبة okay؟ لو سمحت أنت يا
+
+367
+00:26:44,970 --> 00:26:48,650
+أستاذ ماتيجيش على أيش هدل أنه أفضلك أنت مريض أنا
+
+368
+00:26:48,650 --> 00:26:52,270
+هكذا جصدي أجي أقول لطالب مثلا طالب مريض أقول له
+
+369
+00:26:52,270 --> 00:26:56,010
+أفضل إليك لو سمحت أنت أيش ماتيجيش على المحاضرات
+
+370
+00:26:56,780 --> 00:27:02,120
+Okay الطالب روح وعيط وزعل مع أني أنا جاي لها بيش
+
+371
+00:27:02,120 --> 00:27:06,880
+بحس النية أنا جاي للمواضع الكلمة بحس النية انه I
+
+372
+00:27:06,880 --> 00:27:10,220
+don't want you to bother coming to the classes
+
+373
+00:27:10,220 --> 00:27:13,780
+because from right because I don't want you to
+
+374
+00:27:13,780 --> 00:27:18,920
+what to to to to feel sick right I don't want you
+
+375
+00:27:18,920 --> 00:27:22,280
+because you are you are suffering and this is why
+
+376
+00:27:22,280 --> 00:27:27,290
+this is what I mean but how did he understand itin
+
+377
+00:27:27,290 --> 00:27:31,770
+a bad way right that he doesn't want me in his
+
+378
+00:27:31,770 --> 00:27:36,290
+class it seems that right يعني and therefore right
+
+379
+00:27:36,290 --> 00:27:43,560
+I said and I meantما قلته وما يعني هو من المسلسل،
+
+380
+00:27:43,560 --> 00:27:48,340
+صحيح؟ الرسالة، الرسالة، صحيح؟ صحيح؟ حسنًا، الآن
+
+381
+00:27:48,340 --> 00:27:52,400
+نحن .. آسف، أعني الرسالة هي .. هي .. المعنى هي ل
+
+382
+00:27:52,400 --> 00:27:56,960
+.. ل .. ل .. لالكتاب، المعنى هو من الكتاب، لكن ما
+
+383
+00:27:56,960 --> 00:28:02,500
+هو فهمه هو .. صحيح؟ للمدير، مختلف
+
+384
+00:28:02,500 --> 00:28:09,080
+بين معنى الرسالة ورسالةمن يعرف المصطلح المعنى؟ هذه
+
+385
+00:28:09,080 --> 00:28:14,340
+هي السؤال. باعتقاد هذه الثيورية. باعتقاد جزء جديد
+
+386
+00:28:14,340 --> 00:28:18,700
+من الاعتقاد. المصطلح. باعتقاد رومانسيا. الرسالة.
+
+387
+00:28:19,120 --> 00:28:20,380
+الرسالة. الرسالة. الرسالة. الرسالة. الرسالة.
+
+388
+00:28:20,380 --> 00:28:20,820
+الرسالة. الرسالة. الرسالة. الرسالة. الرسالة.
+
+389
+00:28:20,820 --> 00:28:22,140
+الرسالة. الرسالة. الرسالة. الرسالة. الرسالة.
+
+390
+00:28:23,140 --> 00:28:24,100
+الرسالة. الرسالة. الرسالة. الرسالة. الرسالة.
+
+391
+00:28:24,100 --> 00:28:26,600
+الرسالة. الرسالة. الرسالة. الرسالة. الرسالة.
+
+392
+00:28:28,180 --> 00:28:33,560
+الرسالة. الرسالة. الرسالة. الرسالة. الرسالة.
+
+393
+00:28:34,860 --> 00:28:39,340
+الرسالةtransactional what is the meaning of
+
+394
+00:28:39,340 --> 00:28:45,220
+transaction؟ معاملة مالية كيف معاملة مالية it is a
+
+395
+00:28:45,220 --> 00:28:49,860
+matter of give and take take and give right the
+
+396
+00:28:49,860 --> 00:28:55,640
+text gives and who takes is the reader but what he
+
+397
+00:28:55,640 --> 00:28:59,020
+takes is not necessarily what is being given it is
+
+398
+00:28:59,020 --> 00:29:02,880
+a kind of what not no a matter of give and take
+
+399
+00:29:02,880 --> 00:29:07,830
+rightOkay, I take what I want, right? But it is
+
+400
+00:29:07,830 --> 00:29:11,310
+not necessarily what you feel or you mean that you
+
+401
+00:29:11,310 --> 00:29:16,290
+are giving it to me, right? It is a kind of, I
+
+402
+00:29:16,290 --> 00:29:19,190
+mean why you call it a transactional relationship,
+
+403
+00:29:19,350 --> 00:29:23,710
+a kind of communication between, right, the text
+
+404
+00:29:23,710 --> 00:29:28,090
+and the reader. The text say something, but I
+
+405
+00:29:28,090 --> 00:29:29,010
+understand it.
+
+406
+00:29:44,760 --> 00:29:53,660
+ماذا انا اتذكر شيء مثل هذا يوم واحد في طريق السنة
+
+407
+00:29:53,660 --> 00:30:00,660
+العشرين اعطيهم الطلاب مرحلة لـ Samuel Pickett
+
+408
+00:30:00,660 --> 00:30:02,160
+اسمها انتظار قادة
+
+409
+00:30:06,130 --> 00:30:14,170
+والتكتب هى من عبث التياتر عبث التياتر نسميه مسرح
+
+410
+00:30:14,170 --> 00:30:17,930
+العباذ اللي
+
+411
+00:30:17,930 --> 00:30:23,490
+يعني أن الحياة غير معنية ولكننا ولدنا لنا لنا لنا
+
+412
+00:30:23,490 --> 00:30:28,320
+لنا لنا لنا لنا لنا لنا لنا لناهذه هي نظرية الـ
+
+413
+00:30:28,320 --> 00:30:33,640
+Absurdism. نظرية الـ Absurdism. وكذلك كتابتهم تتجه
+
+414
+00:30:33,640 --> 00:30:41,380
+إلى هذه الفكرة. أن وجودنا غير مهم، غير مهم. حياتنا
+
+415
+00:30:41,380 --> 00:30:47,120
+كإنسان، نحن نقود حياة محافظة، وسنموت ولا أحد سيعرف
+
+416
+00:30:47,120 --> 00:30:49,660
+عننا. هذا ما يفكرون.
+
+417
+00:30:52,100 --> 00:30:58,080
+مع ان انا اعطي هذا صحيح ما كنت مفاجئ عنه ان الطلاب
+
+418
+00:30:58,080 --> 00:31:04,320
+صحيح مفهومه بطريقة مختلفة تماما بطريقة مفيدة على
+
+419
+00:31:04,320 --> 00:31:09,120
+الرغم من أن الفكرة هي فكرة نجاتية صحيح فكرة مخيفة
+
+420
+00:31:09,120 --> 00:31:13,440
+صحيح لذا انا اتذكر واحد من الطلاب الرجل صحيح
+
+421
+00:31:13,440 --> 00:31:18,200
+اخبرني صحيح بعد ان ننتهي اخبرهم ما رأيك بعد ان
+
+422
+00:31:18,200 --> 00:31:22,460
+ننتهي كل الشيءWhat do you think of the play? He
+
+423
+00:31:22,460 --> 00:31:26,800
+said okay the only thing that I learned that what
+
+424
+00:31:26,800 --> 00:31:30,280
+has been said by Allah is completely true أحسبتم
+
+425
+00:31:30,280 --> 00:31:37,150
+أن خلقناكم عبثا وأنكم إلينالذلك ما هو الـ Sid هو
+
+426
+00:31:37,150 --> 00:31:44,710
+تمامًا تم خلصه، صحيح؟ بفهمان مختلفة. هم فهموا ما
+
+427
+00:31:44,710 --> 00:31:50,030
+أقصد؟ صحيح؟ و هذا جيد، هذا حقًا صحيح، صحيح؟ أننا
+
+428
+00:31:50,030 --> 00:31:57,190
+لسنا حقًا صحيح؟ خلقنا في طريقة غبية، لكن لشيء أكتر
+
+429
+00:31:57,190 --> 00:32:03,120
+من ذلك.Right? So and this is what I mean that the
+
+430
+00:32:03,120 --> 00:32:06,080
+relationship is what a relationship Yeah, you give
+
+431
+00:32:06,080 --> 00:32:10,280
+but I take what I want Right? You give what you
+
+432
+00:32:10,280 --> 00:32:13,900
+want and I take what I want So a relationship is a
+
+433
+00:32:13,900 --> 00:32:17,600
+transactional relationship It is a matter of give
+
+434
+00:32:17,600 --> 00:32:25,520
+and take Well فاهمين اللي ورا صلوا على النبي اصحوا
+
+435
+00:32:25,520 --> 00:32:27,720
+Well
+
+436
+00:32:29,040 --> 00:32:33,620
+لذلك المصطلح يتخلص من المشاركة المحلية للقراءة
+
+437
+00:32:33,620 --> 00:32:40,040
+للقراءة وهذا ما كنا نحاول أن نقوله من البداية من
+
+438
+00:32:40,040 --> 00:32:46,920
+هذه الدراسة يظهر المصطلح يظهر فقط إذا كان هناك نوع
+
+439
+00:32:46,920 --> 00:32:51,980
+من المشاركة، مرتبط، نوع من التcommunication مع
+
+440
+00:32:51,980 --> 00:32:58,940
+ماذا؟ مع الرسالة مع الرسالة مع الرسالة مع الرسالة
+
+441
+00:32:59,110 --> 00:33:01,890
+but if there is no reader but there is no meaning
+
+442
+00:33:01,890 --> 00:33:10,170
+there is no meaning, right؟ إيش
+
+443
+00:33:10,170 --> 00:33:15,470
+رأيكم؟ هذه النظرية ولا اللي جابلها؟ هذه اللي
+
+444
+00:33:15,470 --> 00:33:20,230
+جابلها، الحكية ده هذه تتذكر
+
+445
+00:33:20,230 --> 00:33:26,270
+أه؟ ولو نستمر على طول راح تبقى بتقولوا هذه هذي،
+
+446
+00:33:26,270 --> 00:33:31,950
+right؟ yeah نعم؟this is what you think but if we
+
+447
+00:33:31,950 --> 00:33:34,310
+are going to have enough time to study another one
+
+448
+00:33:34,310 --> 00:33:41,890
+you will say this is هي الأفضل right okay right
+
+449
+00:33:41,890 --> 00:33:45,610
+well so do you understand the third point okay
+
+450
+00:33:45,610 --> 00:33:48,110
+let's come to the fourth point there is a
+
+451
+00:33:48,110 --> 00:33:50,710
+difference between the text meaning and the text
+
+452
+00:33:50,710 --> 00:33:55,770
+significanceas I told you right there is a
+
+453
+00:33:55,770 --> 00:33:57,630
+difference between the text meaning and the text
+
+454
+00:33:57,630 --> 00:34:02,190
+significance significance here right means
+
+455
+00:34:02,190 --> 00:34:06,330
+importance not the significance signified but
+
+456
+00:34:06,330 --> 00:34:09,690
+significance here means importance all right let's
+
+457
+00:34:09,690 --> 00:34:14,910
+say right that the text right has a meaning and
+
+458
+00:34:14,910 --> 00:34:19,750
+the meaning is good but to me as a reader it's not
+
+459
+00:34:19,750 --> 00:34:25,750
+it's not importantthis is not what I care about do
+
+460
+00:34:25,750 --> 00:34:28,130
+you understand what I mean؟ اه okay في المكحله بس
+
+461
+00:34:28,130 --> 00:34:31,830
+it's not my type do you understand what I mean؟
+
+462
+00:34:31,830 --> 00:34:34,630
+it's not my .. what do I mean by it's not my type
+
+463
+00:34:34,630 --> 00:34:39,010
+right؟ yeah it is .. yeah it is meaningful but it
+
+464
+00:34:39,010 --> 00:34:43,190
+is not important it's not to whom to the reader
+
+465
+00:34:43,190 --> 00:34:48,630
+right؟ now which one is more important the meaning
+
+466
+00:34:48,630 --> 00:34:53,800
+or the importanceyeah it is not necessarily if it
+
+467
+00:34:53,800 --> 00:34:58,700
+is meaningful to be important yeah a text might be
+
+468
+00:34:58,700 --> 00:35:01,920
+meaningful but it might it is not necessarily to
+
+469
+00:35:01,920 --> 00:35:05,500
+be important to the reader so readers response
+
+470
+00:35:05,500 --> 00:35:07,840
+they don't care about the meaning they care about
+
+471
+00:35:07,840 --> 00:35:11,740
+the importance of the text to whom to the reader
+
+472
+00:35:13,560 --> 00:35:15,880
+Did you get the point? This is the difference
+
+473
+00:35:15,880 --> 00:35:19,440
+between the text meaning and the text
+
+474
+00:35:19,440 --> 00:35:23,660
+significance. Yeah, it is meaningful, but I don't
+
+475
+00:35:23,660 --> 00:35:28,100
+find myself right in that text, right? Another
+
+476
+00:35:28,100 --> 00:35:31,640
+text might be more important to me than the one
+
+477
+00:35:31,640 --> 00:35:35,140
+that you think it is important. It is important to
+
+478
+00:35:35,140 --> 00:35:37,740
+you, but not to me, right? I find another text
+
+479
+00:35:37,740 --> 00:35:43,740
+more important than it, right? Okay.أجل، إذا ما هو
+
+480
+00:35:43,740 --> 00:35:47,540
+المركز؟ ما هو الموضوع؟ الموضوع هي أن تجارب الإجابة
+
+481
+00:35:47,540 --> 00:35:52,760
+لا يهتمون بمعنى الكتاب، معنى الكتاب. هم يهتمون
+
+482
+00:35:52,760 --> 00:35:58,940
+بالمعنى الكتاب، معنى الكتاب. كم مهم هو لمن؟
+
+483
+00:35:58,940 --> 00:36:07,260
+للجارب، صحيح؟ لمن؟ صحيح؟ ليس لالكتاب، لكن للجارب.
+
+484
+00:36:08,760 --> 00:36:12,260
+سنتوقف هنا اليوم ونستمر في المرة القادمة إن شاء
+
+485
+00:36:12,260 --> 00:36:12,380
+الله
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/XhlhAqNM4lc_raw.json b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/XhlhAqNM4lc_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..36c38f42b7a68efd24700b4c45e78cee64589dc8
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/XhlhAqNM4lc_raw.json
@@ -0,0 +1 @@
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But that it is supposed to be understood. Right? By someone who reads it. And without the reader, right, we don't have a text. And we said, as we said, in any reading process, we have, right, three right things. Right? 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So any signifier must have a signified which is supposed to be the reader right? The reader is having what we call it a private signified private signified right? This is the beginning of what we call it right?", "tokens": [7653, 291, 1223, 437, 286, 914, 30, 407, 604, 1465, 9902, 1633, 362, 257, 1465, 2587, 597, 307, 3442, 281, 312, 264, 15149, 558, 30, 440, 15149, 307, 1419, 437, 321, 818, 309, 257, 4551, 1465, 2587, 4551, 1465, 2587, 558, 30, 639, 307, 264, 2863, 295, 437, 321, 818, 309, 558, 30], "avg_logprob": -0.26461226686283396, "compression_ratio": 1.7338129496402879, "no_speech_prob": 0.0, "words": [{"start": 1264.56, "end": 1264.78, "word": "Do", "probability": 0.052093505859375}, {"start": 1264.78, "end": 1264.8, "word": " you", "probability": 0.9580078125}, {"start": 1264.8, "end": 1264.98, "word": " understand", "probability": 0.88134765625}, {"start": 1264.98, "end": 1265.2, "word": " what", "probability": 0.94482421875}, {"start": 1265.2, "end": 1265.2, "word": " I", "probability": 0.96533203125}, {"start": 1265.2, "end": 1265.38, "word": " mean?", "probability": 0.9775390625}, {"start": 1266.06, "end": 1266.2, "word": " So", 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Do you understand what I mean?", "tokens": [40, 584, 746, 293, 286, 914, 746, 457, 309, 390, 7320, 7614, 13, 1144, 291, 1223, 437, 286, 914, 30], "avg_logprob": -0.20758928287596928, "compression_ratio": 1.2, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1323.71, "end": 1324.25, "word": "I", "probability": 0.64404296875}, {"start": 1324.25, "end": 1324.85, "word": " say", "probability": 0.9541015625}, {"start": 1324.85, "end": 1326.27, "word": " something", "probability": 0.8974609375}, {"start": 1326.27, "end": 1327.35, "word": " and", "probability": 0.927734375}, {"start": 1327.35, "end": 1327.71, "word": " I", "probability": 0.98095703125}, {"start": 1327.71, "end": 1328.17, "word": " mean", "probability": 0.97216796875}, {"start": 1328.17, "end": 1329.05, "word": " something", "probability": 0.8955078125}, {"start": 1329.05, "end": 1329.57, "word": " but", "probability": 0.7275390625}, {"start": 1329.57, "end": 1329.77, "word": " it", "probability": 0.9765625}, {"start": 1329.77, "end": 1330.09, "word": " was", "probability": 0.94482421875}, {"start": 1330.09, "end": 1331.03, "word": " understood", "probability": 0.927734375}, {"start": 1331.03, "end": 1332.85, "word": " differently.", "probability": 0.845703125}, {"start": 1333.87, "end": 1334.03, "word": " Do", "probability": 0.3994140625}, {"start": 1334.03, "end": 1334.07, "word": " you", "probability": 0.98095703125}, {"start": 1334.07, "end": 1334.47, "word": " understand", "probability": 0.8408203125}, {"start": 1334.47, "end": 1334.67, "word": " what", "probability": 0.96044921875}, {"start": 1334.67, "end": 1334.77, "word": " I", "probability": 0.99267578125}, {"start": 1334.77, "end": 1335.09, "word": " mean?", "probability": 0.96923828125}], "temperature": 1.0}, {"id": 56, "seek": 135819, "start": 1335.81, "end": 1358.19, "text": "Okay? So the language that I use is a signifier for a certain meaning, but you understand differently. So it is the signified, the one who determines the signified is you as the reader. The one that who receives will have the meaning, will have the meaning, right?", "tokens": [8297, 30, 407, 264, 2856, 300, 286, 764, 307, 257, 1465, 9902, 337, 257, 1629, 3620, 11, 457, 291, 1223, 7614, 13, 407, 309, 307, 264, 1465, 2587, 11, 264, 472, 567, 24799, 264, 1465, 2587, 307, 291, 382, 264, 15149, 13, 440, 472, 300, 567, 20717, 486, 362, 264, 3620, 11, 486, 362, 264, 3620, 11, 558, 30], "avg_logprob": -0.1640625002483527, "compression_ratio": 1.6603773584905661, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 1335.81, "end": 1336.19, "word": "Okay?", "probability": 0.92822265625}, {"start": 1336.63, "end": 1336.85, "word": " So", "probability": 0.94580078125}, {"start": 1336.85, "end": 1337.17, "word": " the", "probability": 0.7978515625}, {"start": 1337.17, "end": 1337.65, "word": " language", "probability": 0.88916015625}, {"start": 1337.65, "end": 1337.99, "word": " that", "probability": 0.9541015625}, {"start": 1337.99, "end": 1338.27, "word": " I", 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So and this is what I mean that the relationship is what a relationship Yeah, you give but I take what I want Right? 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This is the difference between the text meaning and the text significance. Yeah, it is meaningful, but I don't find myself right in that text, right? Another text might be more important to me than the one that you think it is important. It is important to you, but not to me, right? I find another text more important than it, right? 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new file mode 100644
index 0000000000000000000000000000000000000000..e6fe99487fe680077b99096254e0edc09df23334
--- /dev/null
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Good. Yes. With others, with the .. with other readers. I mean don't keep your own ideas for yourself. Right? Express your ideas. This is the meaning of sharing your ideas. It means express your ideas. Don't hide. Don't keep your ideas for .. for yourself. 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And because of this they have the skill but they don't have the juice exactly as you said. Because the way of communication is completely different. It doesn't matter what to say. This is what I usually say. But what really matters is how to say. Right? It doesn't matter what to say. Right? 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\ No newline at end of file
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/h3M9fujQocs_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/h3M9fujQocs_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..0f881dfe735b99b1adcc8cdbd1d2d6f2c4876db6
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/h3M9fujQocs_postprocess.srt
@@ -0,0 +1,1640 @@
+1
+00:00:10,440 --> 00:00:17,620
+بسم الله الرحمن الرحيم كيف حالك يا أخوان؟ حسنا،
+
+2
+00:00:17,620 --> 00:00:25,980
+بخير اليوم سنكمل تفسير القواعد للرومانسيزم واحد من
+
+3
+00:00:25,980 --> 00:00:33,160
+القواعد التي سأفسرها اليوموهو واحد من أقل قوات من
+
+4
+00:00:33,160 --> 00:00:38,220
+البوتري الرومانية التي تختارها من جميع أشخاص أخرى
+
+5
+00:00:38,220 --> 00:00:44,660
+من البوتري الرومانية والبوتري الروماني والرومانيين
+
+6
+00:00:44,660 --> 00:00:52,580
+ما هو هذا؟ هذا ما نسميه تجاربية وإنجليزم
+
+7
+00:00:52,580 --> 00:00:58,060
+في البوتري لدينا أشخاص مختلفين من البوتريالـ
+
+8
+00:00:58,060 --> 00:01:01,780
+Subjective Portrait و Objective Portrait، ماذا
+
+9
+00:01:01,780 --> 00:01:08,120
+تعتبر الفرق؟بين Portrait Subjective و Portrait
+
+10
+00:01:08,120 --> 00:01:14,300
+Objective، نعم أرجوك جيد
+
+11
+00:01:14,300 --> 00:01:18,240
+جيد،
+
+12
+00:01:18,240 --> 00:01:25,160
+نعم أرجوك جيد،
+
+13
+00:01:25,160 --> 00:01:30,500
+نعم،
+
+14
+00:01:30,500 --> 00:01:30,860
+نعم
+
+15
+00:01:36,320 --> 00:01:41,480
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+16
+00:01:41,480 --> 00:01:42,920
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+17
+00:01:42,920 --> 00:01:43,620
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+18
+00:01:43,620 --> 00:01:44,040
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+19
+00:01:44,040 --> 00:01:48,320
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+20
+00:01:48,320 --> 00:01:54,300
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+21
+00:01:54,300 --> 00:02:03,120
+نعم، نعم، نعم، نعم، نعملإشرح الأشياء في شهورتش هو
+
+22
+00:02:03,120 --> 00:02:08,320
+ما نسميه الانتقال في التجارب الروحانية إذا كان
+
+23
+00:02:08,320 --> 00:02:13,560
+الروحاني يتجارب نفسه في تجاربه الروحانية أو لا أو
+
+24
+00:02:13,560 --> 00:02:17,860
+ربما هو مخزن خارجي من تجاربه الخارجية أعطيتك مثلًا
+
+25
+00:02:17,860 --> 00:02:24,560
+في الماضي أن كل واحد مننا قد يستخدم كمبيوتر على
+
+26
+00:02:24,560 --> 00:02:30,820
+كمبيوتر أو هاتفههو قد يكون صورة طبيعية، وإذا أسأل
+
+27
+00:02:30,820 --> 00:02:36,120
+شخص لماذا، على سبيل المثال، استخدمت هذه الصورة
+
+28
+00:02:36,120 --> 00:02:43,780
+لتكون مكتبك ورقمها وقال بسبب أنها جميلة، هي ليست
+
+29
+00:02:43,780 --> 00:02:48,640
+رومانيةShe's not romantic at all. Why? Because she
+
+30
+00:02:48,640 --> 00:02:52,380
+is an outside looker on things. But if she answers
+
+31
+00:02:52,380 --> 00:02:56,620
+me by saying because it makes me feel good, right,
+
+32
+00:02:56,740 --> 00:03:02,140
+she is romantic. All right? Why? Because romantics
+
+33
+00:03:02,140 --> 00:03:08,110
+they care about what they feelوحياتهم وحياتهم
+
+34
+00:03:08,110 --> 00:03:09,390
+وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم
+
+35
+00:03:09,390 --> 00:03:10,370
+وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم
+
+36
+00:03:10,370 --> 00:03:13,050
+وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم
+
+37
+00:03:13,050 --> 00:03:13,330
+وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم
+
+38
+00:03:13,330 --> 00:03:14,330
+وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم
+
+39
+00:03:14,330 --> 00:03:17,770
+وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم
+
+40
+00:03:17,770 --> 00:03:25,430
+وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم وحياتهم
+
+41
+00:03:25,430 --> 00:03:30,970
+وحياتحسنًا، في أي كتابة، لدينا كتابة، كتابة،
+
+42
+00:03:30,970 --> 00:03:34,750
+ولدينا شيء آخر يسمى الـ Persona. يسمى ماذا؟ الـ
+
+43
+00:03:34,750 --> 00:03:38,710
+Persona أو الكلامي، حسنًا، في الكتابة، ولا يجب أن
+
+44
+00:03:38,710 --> 00:03:43,950
+نعتقد أن الـ Persona هو بالضبط كتابة، إلا لو كان
+
+45
+00:03:43,950 --> 00:03:48,570
+لديناتأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد
+
+46
+00:03:48,570 --> 00:03:50,450
+تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد
+
+47
+00:03:50,450 --> 00:03:50,510
+تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد
+
+48
+00:03:50,510 --> 00:03:51,390
+تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد
+
+49
+00:03:51,390 --> 00:03:52,310
+تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد
+
+50
+00:03:52,310 --> 00:03:52,510
+تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد
+
+51
+00:03:52,510 --> 00:03:57,330
+تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد تأكيد
+
+52
+00:03:57,330 --> 00:04:00,250
+تأكيد
+
+53
+00:04:00,750 --> 00:04:06,550
+للتجربة الروحانية، يتكلم عن أشعاره أو أشعاره
+
+54
+00:04:06,550 --> 00:04:10,390
+الخاصة، ليس من خارج المراقبة، عن ماذا؟ عن التجربة
+
+55
+00:04:10,390 --> 00:04:16,770
+الروحانية، لكي أظهر هذا، أنا أحضر اليوم أكترين
+
+56
+00:04:16,770 --> 00:04:22,830
+لأكترين روحانيين، أكترين من أقصر طويلة، الأقصر
+
+57
+00:04:22,830 --> 00:04:27,150
+الطويلة مسموحة، لديها نفس المسموح، وهو يث
+
+58
+00:04:31,510 --> 00:04:38,530
+و8، لمن؟ واحد مكتوب من وليام شاكسبير واخر منه من
+
+59
+00:04:38,530 --> 00:04:45,510
+سامويل كولاريس، سامويل كولاريس ولكننا نحب أن نحضر
+
+60
+00:04:45,510 --> 00:04:49,390
+هذه الاثنين الأمثلة لكي .. لكي أظهر لك ماذا نقصده
+
+61
+00:04:49,390 --> 00:04:53,070
+بـSubjectivity وماذا نقصده بـObjectivity؟ ماذا هو
+
+62
+00:04:53,070 --> 00:04:55,110
+الـSubjective Portrait؟ ماذا هو الـObjective
+
+63
+00:04:55,110 --> 00:05:01,500
+Portrait؟ سنبدأ بالوليام شاكسبيروليم شاكسبير هنا،
+
+64
+00:05:01,500 --> 00:05:09,400
+صحيح، يبدأ بالقول أنك مليء من دراسات قبل
+
+65
+00:05:09,400 --> 00:05:14,000
+أن أبدأ بالشرح، هل تعتقد أن الكتاب يتكلم عن نفسه
+
+66
+00:05:14,000 --> 00:05:19,260
+هنا؟ لكنه يتكلم عن أشياء في العامل، كما إذا كان
+
+67
+00:05:22,040 --> 00:05:27,280
+ليس عمليًا، بل قول مفروض، شيء جيدًا معروفًا
+
+68
+00:05:27,280 --> 00:05:32,040
+لجميعًا، صح؟ الجميع يعرف أن الطفولة مليئة
+
+69
+00:05:32,040 --> 00:05:36,560
+بالرحلات، وأن عندما نكون صغيرًا، حياتنا مليئة
+
+70
+00:05:36,560 --> 00:05:39,000
+بالرحلات، مليئة بالسعادة، مليئة بالسعادة، مليئة
+
+71
+00:05:39,000 --> 00:05:44,760
+بالسعادة، وهو شيء جيدًا معروفًا ومعروفًا لجميعًا
+
+72
+00:05:45,620 --> 00:05:50,000
+كما لو أنه يقول كتابة و ماذا هو الكتابة؟ كتابة
+
+73
+00:05:50,000 --> 00:05:56,000
+ليست تجربة شخصية كتابات عادية تكون تجربات مجتمعية
+
+74
+00:05:56,000 --> 00:06:00,980
+معروفة لكل واحد، أليس كذلك؟ والسنة مليئة بالهدوء
+
+75
+00:06:00,980 --> 00:06:06,780
+وعندما نصبح أكبر، الناس يجب أن يهتموا بنا لماذا؟
+
+76
+00:06:06,780 --> 00:06:11,340
+لأننا نصبح أكبر ونصبح مرضى والناس يجب أن يهتموا
+
+77
+00:06:11,340 --> 00:06:16,570
+بنا هل هناك أي شيء فيك اللي لا تعرفه؟هو معروف لك
+
+78
+00:06:16,570 --> 00:06:21,790
+أم لا؟ حسنا، فهو لا يتكلم عن نفسه، لكن يتكلم عن
+
+79
+00:06:21,790 --> 00:06:25,090
+شيء عام مع الجمهور، عام مع الجمهور، عام مع
+
+80
+00:06:25,090 --> 00:06:26,030
+الجمهور، عام مع الجمهور، عام مع الجمهور، عام مع
+
+81
+00:06:26,030 --> 00:06:27,350
+الجمهور، عام مع الجمهور، عام مع الجمهور، عام مع
+
+82
+00:06:27,350 --> 00:06:28,390
+الجمهور، عام مع الجمهور، عام مع الجمهور، عام مع
+
+83
+00:06:28,390 --> 00:06:28,410
+الجمهور، عام مع الجمهور، عام مع الجمهور، عام مع
+
+84
+00:06:28,410 --> 00:06:29,390
+الجمهور، عام مع الجمهور، عام مع الجمهور، عام مع
+
+85
+00:06:29,390 --> 00:06:31,010
+الجمهور، عام مع الجمهور، عام مع الجمهور، عام مع
+
+86
+00:06:31,010 --> 00:06:35,120
+الجولكن عندما نكون صغيرين، كما لو كنا في الصيف في
+
+87
+00:06:35,120 --> 00:06:40,740
+الصباح، في الصباح، صباح، صح؟، وهو شعار عام جدًا،
+
+88
+00:06:40,740 --> 00:06:46,920
+شعار عام جدًا، عمره مثل الشمس، شعار آخر، وهو أيضًا
+
+89
+00:06:46,920 --> 00:06:52,670
+لا يظهر أي نوع من الأشعار، ستجد أن الشمسit doesn't
+
+90
+00:06:52,670 --> 00:06:56,090
+express any kind of feelings but it is series of
+
+91
+00:06:56,090 --> 00:07:02,750
+similes like .. like .. like .. like things which
+
+92
+00:07:02,750 --> 00:07:06,090
+we find usually in proverbs in collective
+
+93
+00:07:06,090 --> 00:07:11,410
+experiences not in personal experiencesلذلك الجميع
+
+94
+00:07:11,410 --> 00:07:16,070
+يعرف أن الفطور مثل الصيف في الصباح وأن تكون عميق
+
+95
+00:07:16,070 --> 00:07:19,890
+مثل الميساقى في الميساقى لأن الجميع يعرف أن
+
+96
+00:07:19,890 --> 00:07:26,430
+الميساقى مثل الموت عندما نصبح .. في أكتر من عمرنا
+
+97
+00:07:26,430 --> 00:07:31,230
+يعني أننا ماذا؟We are old, right? And the mourning
+
+98
+00:07:31,230 --> 00:07:34,310
+of our age, it means that we are young. You are
+
+99
+00:07:34,310 --> 00:07:38,090
+like summer brave, age is like winter burn, right?
+
+100
+00:07:38,490 --> 00:07:43,910
+So we are exposed here to a number of similes، you
+
+101
+00:07:43,910 --> 00:07:47,060
+know what's the meaning of a simile؟أجل، والتي لا
+
+102
+00:07:47,060 --> 00:07:52,040
+تشبه نوع شعور شخصي أنا أقصد وليام شيكسبيرت أو
+
+103
+00:07:52,040 --> 00:07:56,680
+المتحدث ليس مرتبط في التجارب هل يمكنك أن تخيل
+
+104
+00:07:56,680 --> 00:08:02,040
+المتحدث في الكلمة هل هو عمر أو صغير؟ هل يمكنك أن
+
+105
+00:08:02,040 --> 00:08:08,780
+تخبره؟ كيف تعرفين؟ هل لديك أي فكرة التي تخبرك أنه
+
+106
+00:08:08,780 --> 00:08:12,260
+عمر أو صغير؟ نعم
+
+107
+00:08:16,110 --> 00:08:19,030
+هل يمكنني أن أقول ذلك عن ذلك أو لا؟ يمكنك أن تقول
+
+108
+00:08:19,030 --> 00:08:23,670
+أن الناس القديمين مثل الشمس، أليس كذلك؟ هل هذا
+
+109
+00:08:23,670 --> 00:08:29,230
+يعني أنك قديم؟ صحيح؟ صحيح؟ لا يمكننا أن نقرر،
+
+110
+00:08:29,230 --> 00:08:34,930
+صحيح؟ أعني أن شخصيته ليس مشغولًا في القصة، لا
+
+111
+00:08:34,930 --> 00:08:39,010
+يمكننا أن نعرف إذا كان المتحدث في القصة أو في هذه
+
+112
+00:08:39,010 --> 00:08:47,650
+التجاربة قديم أو صغير، صحيح؟ حسنًا، هو فقطوفي بعض
+
+113
+00:08:47,650 --> 00:08:52,310
+الأسماء المعروفة ومعروفة للجميع، أليس كذلك؟ لكن
+
+114
+00:08:52,310 --> 00:09:00,490
+كيف يشعر بشكل كبير؟ ماهي تجاربه في أن يكون صغير؟
+
+115
+00:09:00,490 --> 00:09:07,290
+لا نستطيع أن نعرف، لأن المتحدث هو مراقب خارجي على
+
+116
+00:09:07,290 --> 00:09:13,430
+التجاربهو ليس مرتبط بالتجارة، ولكن هو مرشد فقط،
+
+117
+00:09:13,430 --> 00:09:17,910
+مرشد من التجارة الروحانية، هذا ما نقوله بشكل عام،
+
+118
+00:09:17,910 --> 00:09:23,110
+أن المتحدة أو الشخص هو مرشد من التجارة الروحانية
+
+119
+00:09:23,110 --> 00:09:29,860
+على العكس، إذا جئنا إلى Samuel Coleridgeوهي تسمية
+
+120
+00:09:29,860 --> 00:09:36,680
+نفسها Extract عندما يبدأ هنا، عندما كنت صغير،
+
+121
+00:09:36,680 --> 00:09:42,120
+حسنا؟ هل يهتم بمعنى ما يعني أن يكون عميق؟ لا يهتم
+
+122
+00:09:42,120 --> 00:09:46,620
+بمعنى ما يعني أن يكون عميق، لا يهتم بمعنى ما يعني
+
+123
+00:09:46,620 --> 00:09:50,080
+أن يكون صغير، كل ما يهتم به هو التحدث عن تجارب
+
+124
+00:09:50,080 --> 00:09:56,560
+شخصية نفسه عندما كنت صغير، فأنا أفهم أن الشخص الآن
+
+125
+00:09:56,560 --> 00:10:02,650
+عميقI can identify directly that the speaker is
+
+126
+00:10:02,650 --> 00:10:06,630
+old. Why? Because he says when I was young which
+
+127
+00:10:06,630 --> 00:10:10,750
+means that he is no longer young. When I was young
+
+128
+00:10:12,580 --> 00:10:19,840
+الكلمة a h هذه اعتبار من ماذا؟ ليس غضب، صحيح؟ ليس
+
+129
+00:10:19,840 --> 00:10:23,880
+فقط غضب، ولكن أيضًا صعوبة أيضًا، صحيح؟ تشعر
+
+130
+00:10:23,880 --> 00:10:30,440
+بالخسارة، أنه خسر شيء قد يكون قيمًا، صحيح؟ له، وهو
+
+131
+00:10:30,440 --> 00:10:37,780
+.. ما هذا؟ اعتبار من ماذا؟ اعتبار الأشعار من
+
+132
+00:10:38,430 --> 00:10:43,550
+feelings feelings of what of the loss of remorse
+
+133
+00:10:43,550 --> 00:10:48,710
+of pain which tells us right he here first he used
+
+134
+00:10:48,710 --> 00:10:53,070
+the I right which shows that he is subjective also
+
+135
+00:10:53,070 --> 00:10:56,310
+he is using this expression which tells us that
+
+136
+00:10:56,310 --> 00:10:59,430
+the persona is feeling the difference between
+
+137
+00:10:59,430 --> 00:11:03,570
+being young and being old when I was young
+
+138
+00:11:06,810 --> 00:11:15,710
+الشعور بالـ who و حسرة على ما مضى that this is
+
+139
+00:11:15,710 --> 00:11:21,110
+what he really .. when here it refers to what؟
+
+140
+00:11:21,110 --> 00:11:26,910
+when I was young what does it mean when I was
+
+141
+00:11:26,910 --> 00:11:31,590
+young؟right yeah okay which means that the past
+
+142
+00:11:31,590 --> 00:11:35,190
+which is when I was young the past and I feeling
+
+143
+00:11:35,190 --> 00:11:38,970
+woo regarding the past that I lost in which I was
+
+144
+00:11:38,970 --> 00:11:45,350
+young, happy, beautiful right okay مرة أخرى، يبدأ
+
+145
+00:11:45,350 --> 00:11:51,010
+بشيء نفسه، لإشارة أن ما هو أهم شيء له هو تجاربه
+
+146
+00:11:51,010 --> 00:11:55,610
+الخاصة، تجاربه الخاصة مع التجارب الفلسفية، أكثر
+
+147
+00:11:55,610 --> 00:12:02,250
+مهمة من أي شيء آخر لتغييره، بيتوكست أحيانًا، صحيح؟
+
+148
+00:12:02,250 --> 00:12:07,170
+أشعر بهذا الـwoo، الذي أشرحه هنا، صحيح؟ لماذا؟
+
+149
+00:12:07,170 --> 00:12:15,370
+لأنني أشعر بالتغيير بين الآنوهو أنني كنت عميق ومن
+
+150
+00:12:15,370 --> 00:12:22,110
+ثم عندما كنت .. لذا لماذا أشعر بهذا الوو؟ لأنني
+
+151
+00:12:22,110 --> 00:12:29,830
+أشعر بالتغيير بين .. بتويكس يعني؟ بين كنت عميق
+
+152
+00:12:29,830 --> 00:12:39,710
+الآن ومن ثم عندما كنت صغيرهو لا يتكلم عن كيف يكون
+
+153
+00:12:39,710 --> 00:12:44,750
+صغير وكيف يكون عميق، لا ليس عميق، هو يتكلم عن
+
+154
+00:12:44,750 --> 00:12:52,050
+شعوره الخاص، الاختلاف اللي يشعره بين الآن ومن ثم،
+
+155
+00:12:52,050 --> 00:12:56,870
+هذا المنزل المتحمس ليس مبني بيدي، هذا المنزل
+
+156
+00:12:56,870 --> 00:13:02,780
+المتحمس اللي لديه قلبالمنزل التخلصى، جلدنا، اللي
+
+157
+00:13:02,780 --> 00:13:08,280
+يحتوي على قلب، ولكن عادة عندما نبني منزل، نبني
+
+158
+00:13:08,280 --> 00:13:14,100
+منزل مع أسلحة، وهذه الأسلحة لا تشعر، وهذا هو السبب
+
+159
+00:13:14,100 --> 00:13:19,420
+فيما يقول إن منزلي ليس مبني مع أسلحة، مع أسلحة، مع
+
+160
+00:13:19,420 --> 00:13:24,800
+يدي، إنه مليء من ماذا؟ من الأشعار والمشاعر، وهذا
+
+161
+00:13:24,800 --> 00:13:30,500
+هو السبب فيشعرني الـwoo، وهذا هو السبب فيشعرنيهو
+
+162
+00:13:30,500 --> 00:13:34,420
+أنا مش بني آدم، هذا الصدر هو أحجار؟ لا، ليس كذلك،
+
+163
+00:13:34,420 --> 00:13:39,120
+صحيح؟ هذا المنزل التخلصي ليس مبني بأيدي، ليس مصدوم
+
+164
+00:13:39,120 --> 00:13:43,500
+من أسلحة، لا، إنه مليء من الأشعار، من الأشعار التي
+
+165
+00:13:43,500 --> 00:13:48,700
+يمكن أن تتعامل مع الفرق بين أنك صغير وأنك عمري،
+
+166
+00:13:48,700 --> 00:13:55,940
+عندما كنت عمري، قبل أن كنت عمري، قبل أن كنت عمري
+
+167
+00:13:55,940 --> 00:14:03,350
+يعنيwas young but in different words right ear I
+
+168
+00:14:03,350 --> 00:14:10,770
+was old before I was old a wooful ear I feel woo
+
+169
+00:14:10,770 --> 00:14:15,510
+on that before on that before this line it has the
+
+170
+00:14:15,510 --> 00:14:19,390
+same meaning like the first line but in different
+
+171
+00:14:19,390 --> 00:14:24,690
+words right before I was old I feel woo for that
+
+172
+00:14:24,690 --> 00:14:26,690
+before I lost I
+
+173
+00:14:37,990 --> 00:14:45,430
+خلاص ليت الشباب .. okay so you feel here that this
+
+174
+00:14:45,430 --> 00:14:51,040
+man is expressing himselfأشعاره، مصطلحته،
+
+175
+00:14:51,040 --> 00:14:55,380
+وانسانيته؟ هل يهتم بمعنى ما يعني أن يكون قديم؟ لا
+
+176
+00:14:55,380 --> 00:15:01,980
+هل يهتم بمعنى ما يعني أن يكون صغير؟ لا، هو يهتم
+
+177
+00:15:01,980 --> 00:15:05,880
+بمعنى كيف يشعر عندما يكون صغير وكيف يشعر عندما
+
+178
+00:15:05,880 --> 00:15:16,140
+يكون قديم. أيه أكثر مناسبة لك؟ هذه أو هذه؟ حسنا،
+
+179
+00:15:16,140 --> 00:15:17,000
+أنا أكره الويندوز
+
+180
+00:15:19,870 --> 00:15:22,650
+it doesn't mean that William Shakespeare is not
+
+181
+00:15:22,650 --> 00:15:24,990
+excellent, no, but the speaker, we are talking
+
+182
+00:15:24,990 --> 00:15:27,750
+about a persona, we are not talking about William
+
+183
+00:15:27,750 --> 00:15:31,050
+Shakespeare, this is we call it subjective
+
+184
+00:15:33,510 --> 00:15:37,530
+subjective portrait subjective portrait while this
+
+185
+00:15:37,530 --> 00:15:42,050
+one is called what objective right portrait right
+
+186
+00:15:42,050 --> 00:15:45,090
+here detached from the poetic experience this one
+
+187
+00:15:45,090 --> 00:15:47,890
+is attached to the poetic experience this one is
+
+188
+00:15:47,890 --> 00:15:51,550
+involved in the feelings this one is what outside
+
+189
+00:15:51,550 --> 00:15:56,310
+locker on the outside right if right on the poetic
+
+190
+00:15:56,310 --> 00:15:56,890
+experience
+
+191
+00:16:01,760 --> 00:16:11,380
+ما هو النتيجة؟ رومانسيا تنقل جميع الأعمال الواضحة
+
+192
+00:16:11,380 --> 00:16:17,620
+التي قامت بها الوضع الواضحة التي قامت بالتحكم في
+
+193
+00:16:17,620 --> 00:16:18,660
+تاريخ نيو كلاسيكا
+
+194
+00:16:23,200 --> 00:16:29,520
+وخلقوا نوع جديد من الطعام التجاربي لأنهم
+
+195
+00:16:29,520 --> 00:16:37,140
+يهتمون فقط بشيء واحد، كيف يشعرون؟ يهتمون بالطبيعة
+
+196
+00:16:37,140 --> 00:16:42,380
+ليس لأن الطبيعة جميلة، ولكن لأن الطبيعة تجعلهم
+
+197
+00:16:42,380 --> 00:16:48,800
+يشعرون بخيريجعلهم يشعرون بخير، نعم، وهذا ما نسميه
+
+198
+00:16:48,800 --> 00:16:53,960
+نفسية الطبيعة، نفسية الطبيعة، صحيح؟ لذلك هنا،
+
+199
+00:16:53,960 --> 00:16:57,240
+مختلفاً من الكتابة النيوكلاسية، الكتابة الرومانية
+
+200
+00:16:57,240 --> 00:17:04,820
+هي نفسية، صحيح؟ وهنا أيضا نفسية الطبيعة، كما أشرح
+
+201
+00:17:04,820 --> 00:17:11,580
+لكم، لم يحبوا الطبيعة لسبب الطبيعةولكن بسبب كيف
+
+202
+00:17:11,580 --> 00:17:17,400
+يشعرون عندما يكونوا في مخصصة الطبيعة
+
+203
+00:17:21,810 --> 00:17:24,870
+نعم، إنها المصادر الأولى للإشعار، وسنأتي إلى ذلك
+
+204
+00:17:24,870 --> 00:17:30,530
+لاحقًا، لكنهم لا يتعاملون بالطبيعة كشخص من خارجهم،
+
+205
+00:17:30,530 --> 00:17:36,390
+كشخص من خارجهم، ولكنها جزء منهم، كيف يشعروا
+
+206
+00:17:36,390 --> 00:17:40,970
+بالطبيعة، هذا ما نسميه تجارب الطبيعة.هناك شيء آخر
+
+207
+00:17:40,970 --> 00:17:47,870
+اللي أحضروا إلى نظر الجمال، والذي هو تجارب الجمال،
+
+208
+00:17:47,870 --> 00:17:55,650
+خصوصًا، سيسمونهماذا هو أنه لا يوجد شيء يسمى جميل
+
+209
+00:17:55,650 --> 00:18:02,570
+أو شيء يسمى غريب بنفسه، لكننا نرى الأشياء جميلة أو
+
+210
+00:18:02,570 --> 00:18:10,490
+نراهم غريبين، أليس كذلك؟ يعتمد، أليس كذلك؟ نعم،
+
+211
+00:18:10,490 --> 00:18:15,630
+أرجوك نعم،
+
+212
+00:18:15,630 --> 00:18:17,950
+جيد، جيد، جيد، جيد، جيد، جيد، جيد، جيد، جيد، جيد،
+
+213
+00:18:17,950 --> 00:18:19,680
+جيد، جيد، جيد، جيد، جيد، جيد، جيد، جإذا أردنا نعرف
+
+214
+00:18:19,680 --> 00:18:24,980
+ذلك الشيء، هل هو جميل أو غبي؟وكمان I never define
+
+215
+00:18:24,980 --> 00:18:29,640
+it why because we don't have a rule that
+
+216
+00:18:29,640 --> 00:18:32,660
+determines or a certain standard to tell me that
+
+217
+00:18:32,660 --> 00:18:36,000
+this is beautiful and this is not beautiful but we
+
+218
+00:18:36,000 --> 00:18:40,880
+see things either beautiful or either ugly and
+
+219
+00:18:40,880 --> 00:18:44,160
+therefore there is a big I mean very well-known
+
+220
+00:18:44,160 --> 00:18:47,740
+statement for Samuel Coleridge in which he says
+
+221
+00:18:47,740 --> 00:18:53,920
+beauty is in the eye of the beholderالجمال في عين
+
+222
+00:18:53,920 --> 00:18:58,860
+الـ Beholder، وهو يعني أنه لا يوجد جمال أخير، لا
+
+223
+00:18:58,860 --> 00:19:06,420
+يوجد غضب أخير، لكننا نرى الأشياء إما جميلة أو
+
+224
+00:19:06,420 --> 00:19:19,320
+غضبة، ما يبدو غضبًا لنا، سيجدونه جمالًامثلًا، هناك
+
+225
+00:19:19,320 --> 00:19:26,680
+قصة مشهورة جدًا لـJohn Keyes، تسمى autumn autumn
+
+226
+00:19:26,680 --> 00:19:34,300
+هو ميزة جميلة جدًا، ميزة جميلة جدًا، ربما ليس في
+
+227
+00:19:34,300 --> 00:19:43,140
+حياتنا، في المناطق الجميلة، إنها أكثر جميلة من ما
+
+228
+00:19:43,140 --> 00:19:49,740
+نتوقعفي autumn autumn autumn جون كيز يتكلم عن
+
+229
+00:19:49,740 --> 00:19:56,300
+الموسيقى التي تقارن بين موسيقى الصيف والموسيقى
+
+230
+00:19:56,300 --> 00:20:02,580
+الصيف لذلك هو يدرس الاطمان انا أقصد موسيقى الاطمان
+
+231
+00:20:02,580 --> 00:20:08,200
+بإخباره بأنك لا يجب أن تكون غاضب من ماذا؟ من
+
+232
+00:20:08,200 --> 00:20:13,480
+الصيف، صح؟ صح؟ لأنك لا تحصل على صوت الطيور، لديك
+
+233
+00:20:13,480 --> 00:20:18,920
+موسيقى نفسك أيضًالديك موسيقى خاصة أيضًا، صحيح؟ ومن
+
+234
+00:20:18,920 --> 00:20:23,420
+ثم يشرح أي نوع من الموسيقى في ذلك، وستكون مفاجئين
+
+235
+00:20:23,420 --> 00:20:28,000
+بأنه يجد أن الموسيقى اللي في الواقع رائعة، هي
+
+236
+00:20:28,000 --> 00:20:35,460
+الصوت الـ hissing من المسكتس، صحيح؟ و الـ bleating
+
+237
+00:20:35,460 --> 00:20:38,890
+من ماذا؟ من الحيواناتأتعرفين الـ bleating of
+
+238
+00:20:38,890 --> 00:20:42,870
+goats؟ فهو يعتبر أن الـ bleating of goats و
+
+239
+00:20:42,870 --> 00:20:48,290
+المسكيتوين هم الموسيقى للعيدم و يجدونهم جميلين،
+
+240
+00:20:48,290 --> 00:20:53,710
+أليس كذلك؟ ماذا عنك؟ كيف تشعرين عندما تسمعين صوت
+
+241
+00:20:53,710 --> 00:20:58,790
+الهسن من مسكيتو يأتي بجانب عيونك قبل أن تنام؟
+
+242
+00:21:08,350 --> 00:21:14,430
+ليلا و قيس يتكلمون عن ليلة و كانوا يتكلمون عنها
+
+243
+00:21:14,430 --> 00:21:19,430
+كثير من الوقت و كان كبير عن ليلة و كان يرغب برؤي
+
+244
+00:21:19,430 --> 00:21:23,030
+ليلة و كان يعتقد ان هي .. الواحدة الجميلة الجميلة؟
+
+245
+00:21:23,030 --> 00:21:26,950
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+246
+00:21:26,950 --> 00:21:27,630
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+247
+00:21:27,630 --> 00:21:28,550
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+248
+00:21:28,550 --> 00:21:28,590
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+249
+00:21:28,590 --> 00:21:29,310
+نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم نعم
+
+250
+00:21:29,310 --> 00:21:33,830
+نعم
+
+251
+00:21:33,830 --> 00:21:39,290
+نExcellent، thank you very much. So, we will come
+
+252
+00:21:39,290 --> 00:21:42,790
+to the same conclusion. Beauty is in the eye of
+
+253
+00:21:42,790 --> 00:21:47,110
+the beholder, right؟ The one who sees .. right؟
+
+254
+00:21:47,110 --> 00:21:50,950
+The one who sees things either beautiful or either
+
+255
+00:21:50,950 --> 00:21:58,860
+ugly, right؟وهذه السبب ليس عليك أن تثق في القرار
+
+256
+00:21:58,860 --> 00:22:03,800
+لأي شخص، لأنه دائما سيكون قرار مفهوم، يعتمد على
+
+257
+00:22:03,800 --> 00:22:10,500
+قرارك الخاص بك أولا، لأن إذا قال شخص إن المكان
+
+258
+00:22:10,500 --> 00:22:15,210
+جميل ومثير للإهتمام، يجب أن تذهب و تستمتع بهولا
+
+259
+00:22:15,210 --> 00:22:20,630
+تثبت عليها، إلا إذا ذهبت وتجربتها وقالت إذا كانت
+
+260
+00:22:20,630 --> 00:22:27,110
+جميلة وممتعة أو لا، أليس كذلك؟
+
+261
+00:22:27,110 --> 00:22:30,910
+حسنا، حسنا، حسنا، حسنا، حسنا، حسنا، حسنا، حسنا،
+
+262
+00:22:30,910 --> 00:22:31,730
+حسنا، حسنا، حسنا، حسنا، حسنا، حسنا، حسنا، حسنا،
+
+263
+00:22:31,730 --> 00:22:31,790
+حسنا، حسنا، حسنا، حسنا، حسنا، حسنا، حسنا، حسنا،
+
+264
+00:22:31,790 --> 00:22:32,510
+حسنا، حسنا، حسنا، حسنا، حسنا، حسنا، حسنا، حسنا،
+
+265
+00:22:32,510 --> 00:22:38,110
+حسنا، حسنا، حسنا، حس
+
+266
+00:22:44,920 --> 00:22:46,840
+ماذا تعتقد أن هذا يعني؟
+
+267
+00:22:58,670 --> 00:23:01,910
+yes please well in the period that preceded
+
+268
+00:23:01,910 --> 00:23:04,550
+romanticism they only glorified noble men and
+
+269
+00:23:04,550 --> 00:23:08,070
+palaces and queens and kings so when romanticism
+
+270
+00:23:08,070 --> 00:23:10,330
+changed they started talking about the common man
+
+271
+00:23:10,330 --> 00:23:13,010
+and the common place in the countryside so instead
+
+272
+00:23:13,010 --> 00:23:15,270
+of glorifying people like in the city and houses
+
+273
+00:23:15,270 --> 00:23:17,890
+and stuff they started to like to better life with
+
+274
+00:23:17,890 --> 00:23:20,730
+a glorified life or to like the common man common
+
+275
+00:23:20,730 --> 00:23:25,170
+place in the city life thank you thank you yes
+
+276
+00:23:25,170 --> 00:23:27,510
+please and also romanticism is very
+
+277
+00:23:31,040 --> 00:23:34,820
+نحن لا نتكلم عن الطبيعة هنا، نتكلم عن الناس، نحن
+
+278
+00:23:34,820 --> 00:23:35,120
+نتكلم عن الناس، نحن نتكلم عن الناس، نحن نتكلم عن
+
+279
+00:23:35,120 --> 00:23:35,880
+الناس، نحن نتكلم عن الناس، نحن نتكلم عن الناس، نحن
+
+280
+00:23:35,880 --> 00:23:36,540
+نتكلم عن الناس، نحن نتكلم عن الناس، نحن نتكلم عن
+
+281
+00:23:36,540 --> 00:23:38,740
+الناس، نحن نتكلم عن الناس، نحن نتكلم عن الناس، نحن
+
+282
+00:23:38,740 --> 00:23:39,340
+نتكلم عن الناس، نحن نتكلم عن الناس، نحن نتكلم عن
+
+283
+00:23:39,340 --> 00:23:39,760
+الناس، نحن نتكلم عن الناس، نحن نتكلم عن الناس، نحن
+
+284
+00:23:39,760 --> 00:23:47,460
+نتكلم عن الناس،
+
+285
+00:23:47,460 --> 00:23:51,640
+نحن نتكلم
+
+286
+00:23:51,640 --> 00:23:52,760
+عن ال
+
+287
+00:23:58,250 --> 00:24:03,550
+حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا،
+
+288
+00:24:03,550 --> 00:24:05,250
+حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا،
+
+289
+00:24:05,250 --> 00:24:09,370
+حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا،
+
+290
+00:24:09,370 --> 00:24:12,330
+حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا، حسنًا،
+
+291
+00:24:12,330 --> 00:24:15,490
+حسنًا،
+
+292
+00:24:15,490 --> 00:24:19,770
+حسنًا،
+
+293
+00:24:19,770 --> 00:24:25,490
+حس
+
+294
+00:24:30,220 --> 00:24:33,140
+they didn't see the beauty of the comment or that
+
+295
+00:24:33,140 --> 00:24:36,360
+he has something he said just like they looked at
+
+296
+00:24:36,360 --> 00:24:39,260
+it in a objective way and they didn't see the good
+
+297
+00:24:39,260 --> 00:24:41,400
+thing at it and also in the countryside they
+
+298
+00:24:41,400 --> 00:24:45,320
+didn't see that the good details at it they only
+
+299
+00:24:45,320 --> 00:24:48,960
+took you know looked at it in a objective way and
+
+300
+00:24:48,960 --> 00:24:51,060
+outside of it excellent, what's your name just
+
+301
+00:24:51,060 --> 00:24:55,610
+now?Okay Sarah why .. why يعني you are not sharing
+
+302
+00:24:55,610 --> 00:24:58,330
+everyday, you are supposed to share not only you
+
+303
+00:24:58,330 --> 00:25:01,250
+but everyone, right؟ show me your creativity
+
+304
+00:25:01,250 --> 00:25:04,610
+whatever you say is always right I mean to a
+
+305
+00:25:04,610 --> 00:25:06,630
+certain extent from a subjective point of view
+
+306
+00:25:09,580 --> 00:25:14,500
+حسنًا، الـRomantics احترموا الحياة المدينية، صحيح؟
+
+307
+00:25:14,500 --> 00:25:22,800
+وهو جزء من تأثيرهم عن طريق الـOriental Sufism
+
+308
+00:25:22,800 --> 00:25:27,540
+نتذكر عندما قلنا إن واحد من الأشياء التي أثرت على
+
+309
+00:25:27,540 --> 00:25:33,920
+طريقة فكرتهم هي الـOriental Sufism أو ما نسميه
+
+310
+00:25:33,920 --> 00:25:39,940
+نيستيسم، صحيح؟ أن الـSufisسوفيس اعترضت الحياة
+
+311
+00:25:39,940 --> 00:25:47,920
+المدينة لأنها مضغوطة و ذهبوا بعيدا من الناس لتدرس
+
+312
+00:25:47,920 --> 00:25:58,720
+مدينتهم و تفكيرهم و هذا الجزء اللي يمكنك أن تجده
+
+313
+00:25:58,760 --> 00:26:03,180
+الناس العامة، الناس السهولة، بعيدة من المدينة،
+
+314
+00:26:03,180 --> 00:26:07,040
+الناس في المدينة، الناس في ... الناس العامة، الناس
+
+315
+00:26:07,040 --> 00:26:08,180
+العامة، الناس العامة، الناس العامة، الناس عامة،
+
+316
+00:26:08,180 --> 00:26:08,320
+الناس عامة، الناس عامة، الناس عامة، الناس عامة،
+
+317
+00:26:08,320 --> 00:26:11,540
+الناس عامة، الناس عامة، الناس عامة، الناس عامة،
+
+318
+00:26:11,540 --> 00:26:12,400
+الناس عامة، الناس عامة، الناس عامة، الناس عامة،
+
+319
+00:26:12,400 --> 00:26:12,500
+الناس عامة، الناس عامة، الناس عامة، الناس عامة،
+
+320
+00:26:12,500 --> 00:26:15,300
+الناس عامة، الناس عامة، الناس عامة، الناس عامة،
+
+321
+00:26:15,300 --> 00:26:20,640
+الناس عامة،
+
+322
+00:26:20,640 --> 00:26:24,740
+الناس
+
+323
+00:26:26,850 --> 00:26:34,210
+أشخاص عامة و أفضل بطريقة شخصية و ليس بطريقة شخصية
+
+324
+00:26:34,210 --> 00:26:40,990
+لأننا لربما لا نجدهم ذلك عامة ولكن
+
+325
+00:26:40,990 --> 00:26:48,430
+هذا لا يجعلهم سيئين، فهم عامة بطريقة شخصية و أفضل
+
+326
+00:26:48,430 --> 00:26:55,790
+من ما نتوقعوقاموا بتعامل مع الناس من الحيوانات
+
+327
+00:26:55,790 --> 00:27:03,370
+والقرية كما لو كانوا إشارة الإنسانية والسهولة وعلى
+
+328
+00:27:03,370 --> 00:27:07,870
+مدى معينة، كانوا على حق، كانوا على حق، وعلى حق،
+
+329
+00:27:07,870 --> 00:27:10,350
+وعلى حق، وعلى حق، وعلى حق، وعلى حق، وعلى حق، وعلى
+
+330
+00:27:10,350 --> 00:27:10,790
+حق، وعلى حق، وعلى حق، وعلى حق، وعلى حق، وعلى حق،
+
+331
+00:27:10,790 --> 00:27:10,890
+وعلى حق، وعلى حق، وعلى حق، وعلى حق، وعلى حق، وعلى
+
+332
+00:27:10,890 --> 00:27:11,530
+حق، وعلى حق، وعلى حق، وعلى حق، وعلى حق، وعلى حق،
+
+333
+00:27:11,530 --> 00:27:17,050
+وعلى حق، وعلى حق، وعلى حق،
+
+334
+00:27:17,050 --> 00:27:24,570
+وعلى حوإلا وإلا في الوقت النيو كلاسيكي، يسمون
+
+335
+00:27:24,570 --> 00:27:32,870
+الناس، ليس الرومانسيا، لكن الناس المشتركةوأصبح
+
+336
+00:27:32,870 --> 00:27:37,490
+موضوع الموضوع الموضوع الموضوع أن الموضوع كله عنه
+
+337
+00:27:37,490 --> 00:27:42,110
+عن حياته كذلك كيف يعيشون، كيف، أليس كذلك؟ ببساطة
+
+338
+00:27:42,110 --> 00:27:46,590
+حياتهم، الإستمتاع، أن تكون طبيعي، أن تكون طبيعي،
+
+339
+00:27:46,590 --> 00:27:52,490
+أليس كذلك؟ هل هناك أي شيء تود أن تسأل عنه؟ أو كل
+
+340
+00:27:52,490 --> 00:27:56,930
+شيء بخير؟ حسنا، بخير، بخير، بخير، بخير، بخير،
+
+341
+00:27:56,930 --> 00:27:58,810
+بخير، بخير، بخير، بخير، بخير، بخير، بخير، بخير،
+
+342
+00:27:58,810 --> 00:27:59,230
+بخير، بخير، بخير، بخير، بخير، بخير، بخير، بخير،
+
+343
+00:27:59,230 --> 00:28:04,020
+بخير، بخير، بخير، بخير، بخأيضًا شيء آخر بعيد عن
+
+344
+00:28:04,020 --> 00:28:07,080
+الطبيعية، إنهم يؤمنون بالغرابة الطبيعية
+
+345
+00:28:11,620 --> 00:28:18,140
+وهذه الحرسانة المعروفة فيها كمصطلح للخيانة كمصطلح
+
+346
+00:28:18,140 --> 00:28:25,360
+للخيانة لماذا؟ لأن خيانتنا لا يمكن أن تكون محدودة
+
+347
+00:28:25,360 --> 00:28:30,120
+باستخدام قواعد معينة أو قواعد معينة
+
+348
+00:28:33,080 --> 00:28:39,220
+العالم من عيساك نيوتون أو باعتبار العالم من جون
+
+349
+00:28:39,220 --> 00:28:44,640
+لاك ولكن بخيارنا نفسنا نستطيع الذهاب إلى خارج
+
+350
+00:28:44,640 --> 00:28:51,630
+حاجات عالمنا الفيزيائيوللما كانوا يؤمنوا بالتخيل
+
+351
+00:28:51,630 --> 00:28:59,710
+كقوة عظيمة للإنسان، فكانوا يؤمنوا بـSupernatural،
+
+352
+00:28:59,710 --> 00:29:01,410
+وهذا هو السبب في ما أقوله
+
+353
+00:29:05,950 --> 00:29:10,190
+الأشياء التي رأيتها في حياتها، ستجعل كل شيء يصنعه
+
+354
+00:29:10,190 --> 00:29:16,870
+مجنونًا جدًا، وسيجعله مجنونًا جدًا، وسيجعله مدهشًا
+
+355
+00:29:16,870 --> 00:29:20,350
+جدًا، وسيجعل الناس يقوموا بعملها ويشوفوا ما
+
+356
+00:29:20,350 --> 00:29:24,710
+يفعلونه؟ نعم، ماذا نقصده بـSupernatural؟ أنه أدعى
+
+357
+00:29:24,710 --> 00:29:31,170
+إنه يجعل الأشياء واضحةحسنًا، يجب أن أقول إننا لا
+
+358
+00:29:31,170 --> 00:29:37,950
+يجب أن نفكر في الـsupernatural للرومانتكس كمعالجة
+
+359
+00:29:37,950 --> 00:29:42,190
+للطبيعة الإنسانية، بمعنى آخر، أحيانًا يمكنك أن
+
+360
+00:29:42,190 --> 00:29:47,630
+تشاهد على التلفاز بعض الفيديوهات التي تحتوي على
+
+361
+00:29:47,630 --> 00:29:52,550
+أسلوبات معالجة وعن الحرارة التي تعرضت لطبيعة
+
+362
+00:29:52,550 --> 00:29:56,900
+الإنسانسيجدون الزومبيين على سبيل المثال، يخرجون من
+
+363
+00:29:56,900 --> 00:30:03,080
+المخيمات أو الهيوغوين يأتون لإيقاف الحياة على
+
+364
+00:30:03,080 --> 00:30:06,940
+الأرض، أليس كذلك؟ لا، ولكن الـSupernatural يمكن أن
+
+365
+00:30:06,940 --> 00:30:12,380
+يكون مقبول، ولكنه لا يحرر الطبيعة البشرية، لا يحرر
+
+366
+00:30:12,380 --> 00:30:20,460
+الطبيعة البشريةولهذا السبب، لأنهم كانوا مهتمين
+
+367
+00:30:20,460 --> 00:30:26,260
+بالمعرفة من الماضي، المعرفة من أوقات الانسانية،
+
+368
+00:30:26,260 --> 00:30:32,600
+أوقات الانسانية، أصبحوا مهتمين بالإنسانية، لأن
+
+369
+00:30:32,600 --> 00:30:36,900
+الانسانية مرتبطة بالأوقات المظلمة، الأوقات التي
+
+370
+00:30:36,900 --> 00:30:41,200
+كانت جميع الأشياء الإنسانية أساسية للحياة
+
+371
+00:30:41,200 --> 00:30:46,970
+الإنسانية، كانوا حتى مهتمين بالفكرةright? instead
+
+372
+00:30:46,970 --> 00:30:50,130
+of explaining thing according to a scientific
+
+373
+00:30:50,130 --> 00:30:53,850
+reasonable way they would explain right؟ the
+
+374
+00:30:53,850 --> 00:30:56,270
+events of their own life according to
+
+375
+00:30:56,270 --> 00:31:01,030
+superstitious explanations right؟ زي ما قلتلكم،
+
+376
+00:31:01,030 --> 00:31:06,870
+بتمرض، بقولك إيش؟ حبسر مين شفت اليوم الصبح؟ right؟
+
+377
+00:31:06,870 --> 00:31:13,230
+well .. say .. the same thing
+
+378
+00:31:16,380 --> 00:31:22,420
+حسنًا، أيضًا لأن إعجابهم عن الجمال، حتى في الغرب،
+
+379
+00:31:22,420 --> 00:31:27,820
+أنهم أصدقوا في المعالم المعظم لأنهم أصدقوا أن كل
+
+380
+00:31:27,820 --> 00:31:34,250
+شيء جمال لرسالة رومانسيةOkay he doesn't see
+
+381
+00:31:34,250 --> 00:31:37,970
+anything ugly I told you last time as quotation in
+
+382
+00:31:37,970 --> 00:31:42,290
+Arabic الشاعر يرى الجمال في كل شيء هذه المقولة
+
+383
+00:31:42,290 --> 00:31:47,370
+مشهورة لمين لمصطفى لطفي المنفلوذ الشاعر يرى الجمال
+
+384
+00:31:47,370 --> 00:31:51,730
+في كل شيء and this is the romantics romantics they
+
+385
+00:31:51,730 --> 00:31:55,870
+always see beauty in everything even in the
+
+386
+00:31:55,870 --> 00:32:02,790
+strange supernatural eventsيقول إن الجمال هو
+
+387
+00:32:02,790 --> 00:32:08,730
+الحقيقة نعم، هذا مفهوم في قصة اسمها Auto-Christian
+
+388
+00:32:08,730 --> 00:32:12,810
+Art في الواقع يقول إن الجمال هو الحقيقة الوحيدة
+
+389
+00:32:12,810 --> 00:32:16,030
+اللي نعرفها والحقيقة الوحيدة اللي يجب أن تعرفها هي
+
+390
+00:32:16,030 --> 00:32:20,530
+أن تتعرف على الجمال، أليس كذلك؟ لكني سأعطيك مثل
+
+391
+00:32:20,530 --> 00:32:26,500
+آخرفي قصة Samuel Coleridge، هناك قصة مشهورة
+
+392
+00:32:26,500 --> 00:32:30,240
+بالنسبة له، تسمى كوبلاخان، كوبلاخان في الواقع أنه
+
+393
+00:32:30,240 --> 00:32:34,180
+يفسر مصر،
+
+394
+00:32:34,180 --> 00:32:43,360
+مصر، مبنى من رجل اسمه كوبلاخانو بينما يشير إلى
+
+395
+00:32:43,360 --> 00:32:47,980
+المنطقة التي تم بنية البرنامج ستجد هذه المنطقة
+
+396
+00:32:47,980 --> 00:32:54,000
+تتعامل بما هو طبيعي وما هو طبيعي جدًا في الصباح
+
+397
+00:32:54,000 --> 00:33:01,220
+ستجد الغابات مليئة بالفلوس وهي لديها بلسانس جميلة
+
+398
+00:33:01,220 --> 00:33:06,160
+وشمس جميلة وشجرات خوفية تقريبًا شجرات مظلمة
+
+399
+00:33:06,160 --> 00:33:09,600
+تقريبًا إلى بعضها البعض وفي الليلة تحت الشمس
+
+400
+00:33:09,690 --> 00:33:15,390
+سيسمعون صوتين ..صوتين من ماذا؟ من الناس ..الأخوات
+
+401
+00:33:15,390 --> 00:33:20,830
+الميتة وهناك صوت مطلوب من امرأة يبكي ..لماذا؟ لأن
+
+402
+00:33:20,830 --> 00:33:26,750
+حبيبها الشيطان ..الشيطان الذي هو الشيطان ..الشيطان
+
+403
+00:33:26,750 --> 00:33:26,970
+الذي هو الشيطان ..الشيطان الذي هو الشيطان
+
+404
+00:33:26,970 --> 00:33:27,210
+..الشيطان الذي هو الشيطان ..الشيطان الذي هو
+
+405
+00:33:27,210 --> 00:33:29,730
+الشيطان ..الشيطان الذي هو الشيطان ..الشيطان الذي
+
+406
+00:33:29,730 --> 00:33:33,630
+الشيطان ..الشيطان الذي هو الشيطان ..الشيلذلك كل
+
+407
+00:33:33,630 --> 00:33:38,870
+هذه الأشياء المجتمعة مع بعضها البعض هي جميلة جدًا
+
+408
+00:33:38,870 --> 00:33:46,250
+لسامويل كوليرينه يجد جماله حتى في ماذا؟ في غضب
+
+409
+00:33:46,250 --> 00:33:53,590
+الشيطانة المطورة، هل هذا بخير؟ حسنًا، سنتوقف هنا
+
+410
+00:33:53,590 --> 00:33:56,050
+لليوم ونستمر للمرة القادمة
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/l4U8WvX80D4_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/l4U8WvX80D4_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..db5f7b0290c43fbf5f1bbed63623db632e6bb3f1
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/l4U8WvX80D4_postprocess.srt
@@ -0,0 +1,2168 @@
+1
+00:00:21,330 --> 00:00:23,730
+السلام عليكم ورحمة الله وبركاته to everybody.
+
+2
+00:00:23,970 --> 00:00:26,850
+Today we will talk about my last .. my last
+
+3
+00:00:26,850 --> 00:00:31,630
+touches as the .. the application of the reader's
+
+4
+00:00:31,630 --> 00:00:36,090
+response theory. We will .. my name is .. my name
+
+5
+00:00:36,090 --> 00:00:39,090
+is .. نور إيهاب جابر and .. my name is سهر
+
+6
+00:00:39,090 --> 00:00:39,650
+الرملووي
+
+7
+00:00:42,490 --> 00:00:46,610
+الأن، أخر ملكتي، هذا أخر ملكتي اللي كانت مرسومة
+
+8
+00:00:46,610 --> 00:00:50,270
+على الجدران، تبدو كإن كانت حياة، انا اسمي هذا
+
+9
+00:00:50,270 --> 00:00:54,550
+الشيطان محفظ، الأن فرابان يحب العيون، يعمل مشغولا
+
+10
+00:00:54,550 --> 00:00:59,640
+يومًا، و هناك تقفWell in .. when I read this ..
+
+11
+00:00:59,640 --> 00:01:03,460
+when I read this .. these lines it's of that the
+
+12
+00:01:03,460 --> 00:01:07,040
+.. that the duke loves his wife very much from the
+
+13
+00:01:07,040 --> 00:01:09,800
+first time. He really loves her and so that he
+
+14
+00:01:09,800 --> 00:01:14,300
+make Fra Baneloft draw a painting for her because
+
+15
+00:01:14,300 --> 00:01:17,700
+to show us .. to show how much he loves her and
+
+16
+00:01:17,700 --> 00:01:22,300
+that's remind me withA poem for النبي غذوبياني. He
+
+17
+00:01:22,300 --> 00:01:30,580
+says تعظي الإله و أنت تظهروا حبه، هذا لعمرك
+
+18
+00:01:30,580 --> 00:01:34,680
+في المقالي بديع لو كنت تصدقوا حبه لقطعته، إن
+
+19
+00:01:34,680 --> 00:01:40,500
+المحبة لمن يحبه مطيعوانت تعرف ان الشخص اللذي يحبه
+
+20
+00:01:40,500 --> 00:01:46,540
+في الواقع سيكون واضح في ما يفعله. ليس كافيا لتقول
+
+21
+00:01:46,540 --> 00:01:49,860
+انا أحب الله لكنك لا تحبه. هذا ليس حب. الحب
+
+22
+00:01:49,860 --> 00:01:55,440
+الحقيقي هو أن تفعله و سيكون واضح لما تفعله. نعم،
+
+23
+00:01:55,440 --> 00:02:03,780
+فماذا تفعلين عن هذه الروايات؟ عقلكم؟ عقلكم؟Give me
+
+24
+00:02:03,780 --> 00:02:05,700
+your opinions please. You could read this
+
+25
+00:02:05,700 --> 00:02:08,320
+question, it might help you.
+
+26
+00:02:14,880 --> 00:02:19,000
+Like the same as you say, I don't believe he's a
+
+27
+00:02:19,000 --> 00:02:22,580
+stand-up. I thought that he was praising his wife,
+
+28
+00:02:23,000 --> 00:02:26,660
+but actually when I like said to the explanation
+
+29
+00:02:26,660 --> 00:02:29,640
+for these lines, I discovered that he was praising
+
+30
+00:02:29,640 --> 00:02:32,200
+the painter, the craftsman.
+
+31
+00:02:34,710 --> 00:02:40,990
+Okay thank you. Walter please you sit and look at
+
+32
+00:02:40,990 --> 00:02:45,010
+her I said for a bundle by design for never read
+
+33
+00:02:45,010 --> 00:02:50,070
+strangers like you that pictured countenanceالدبث
+
+34
+00:02:50,070 --> 00:02:58,510
+والدبث والدبث والدبث والدبث والدبس والدبس والدبس
+
+35
+00:02:58,510 --> 00:03:01,990
+والدبس والدبس والدبس والدبس والدبس والدبس والدبس
+
+36
+00:03:01,990 --> 00:03:02,790
+والدبس والدبس والدبس والدبس والدبس والدبس والدبس
+
+37
+00:03:02,790 --> 00:03:04,370
+والدبس والدبس والدبس والدبس والدبس والدبس والدبس
+
+38
+00:03:04,370 --> 00:03:09,970
+والدبس والدبس والدبس والدبس والدبس والدبس
+
+39
+00:03:14,500 --> 00:03:19,020
+So here in this line, since not put by the curtain
+
+40
+00:03:19,020 --> 00:03:24,360
+I have drawn for you but I .. here he shows the
+
+41
+00:03:24,360 --> 00:03:28,200
+arrogance of himself so I have a verse from the
+
+42
+00:03:28,200 --> 00:03:35,050
+Quran say .. sayقال تعالى سأصرف عن آياتي الذين
+
+43
+00:03:35,050 --> 00:03:42,690
+يتكبرون في الأرض بغير الحق وإن يروا كل آية لا
+
+44
+00:03:42,690 --> 00:03:50,840
+يؤمنوا بها وإن يروا سبيل الرشد لا يتاخدوا سبيلاوإن
+
+45
+00:03:50,840 --> 00:03:59,760
+يروا سبيل الغي يتخذوه سبيل ذلك بأنهم كذبوا بآياتنا
+
+46
+00:03:59,760 --> 00:04:05,560
+وكانوا عنها غافلين So he shows here the arrogance
+
+47
+00:04:05,560 --> 00:04:07,860
+and I think that the arrogance .. اتعرف على هذه
+
+48
+00:04:07,860 --> 00:04:14,840
+الأسلوبة؟ اتعرف على هذه الأسلوبة؟ اتعرف على هذه
+
+49
+00:04:14,840 --> 00:04:17,440
+الأسلوبة؟ اتعرف على هذه الأسلوبة؟ اتعرف على هذه
+
+50
+00:04:17,440 --> 00:04:22,250
+الأسلوبة؟عندما أقرأ هذه اللعبة بالضبط، أعتقد أنه
+
+51
+00:04:22,250 --> 00:04:28,910
+لديه .. لديه غضب هنا، لأنه يتكلم عن نفسه، يتكلم عن
+
+52
+00:04:28,910 --> 00:04:32,350
+.. هو فقط .. هو فقط وحدي يمكن أن يقول .. يمكن أن
+
+53
+00:04:32,350 --> 00:04:38,850
+يقرأ زوجته .. زوجته ولا أحد يمكن أن يرى الجمال ..
+
+54
+00:04:38,850 --> 00:04:43,430
+الجمال .. جمال الصورة فقط .. فقط وحدي، لذلك هذا
+
+55
+00:04:43,430 --> 00:04:48,110
+جدًا غضب هناand for me like when I read this
+
+56
+00:04:48,110 --> 00:04:52,270
+lines, it shows like he .. the one who is talking
+
+57
+00:04:52,270 --> 00:04:55,430
+to you is not listening to him, so he is trying to
+
+58
+00:04:55,430 --> 00:04:59,290
+.. he get mad and he said will .. will please you
+
+59
+00:04:59,290 --> 00:05:01,890
+sit and look at her, you know like he is not
+
+60
+00:05:01,890 --> 00:05:04,070
+interested, the listener is not interested in what
+
+61
+00:05:04,070 --> 00:05:08,740
+he is sayingوهو يحاول أن يظهر ويحاول أن يقول لشخص
+
+62
+00:05:08,740 --> 00:05:12,360
+لا يقرأ أشخاص مثلك أنه يتصرف في الصورة هذا يعني
+
+63
+00:05:12,360 --> 00:05:16,880
+أنك لا تفهم في الفن أنا أنا الواحدة اللي فاهم وفي
+
+64
+00:05:16,880 --> 00:05:20,220
+الواقع هو يحاول أن يظهر قوة ومحكمة على المستمعين
+
+65
+00:05:20,220 --> 00:05:24,260
+ليعرف أنك محظوظة أن تقابلني تعرف؟ و .. و .. و .. و
+
+66
+00:05:24,260 --> 00:05:26,620
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+67
+00:05:26,620 --> 00:05:27,220
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+68
+00:05:27,220 --> 00:05:27,820
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+69
+00:05:27,820 --> 00:05:32,140
+.. و .. و .. و .. و .. و .. و .. و .. و .. و ..
+
+70
+00:05:35,710 --> 00:05:39,270
+So what do you think about this? Lines. Yes, Noor
+
+71
+00:05:39,270 --> 00:05:43,290
+.So those lines broke my mind. I'm even burdened
+
+72
+00:05:43,290 --> 00:05:47,010
+with his poem when he said لائما المحبة يارب
+
+73
+00:05:47,010 --> 00:05:50,750
+يقولني رغدا So this man loves himself and thinks
+
+74
+00:05:50,750 --> 00:05:54,350
+that he just doesn't mind degrading himself and
+
+75
+00:05:54,350 --> 00:05:57,650
+degrading others for the sake of just like showing
+
+76
+00:05:57,650 --> 00:06:02,270
+off. So this is what actually came to my mind
+
+77
+00:06:02,270 --> 00:06:08,680
+really.anyone else? and what do you think about
+
+78
+00:06:08,680 --> 00:06:13,680
+that picture please? about this I mean the extract
+
+79
+00:06:13,680 --> 00:06:18,020
+or the whole thing the whole thing about .. you
+
+80
+00:06:18,020 --> 00:06:23,420
+should have started by following the degrees of
+
+81
+00:06:23,420 --> 00:06:28,480
+history by explaining what is it all about so you
+
+82
+00:06:28,480 --> 00:06:31,160
+talked about not in the poem in general and you
+
+83
+00:06:31,160 --> 00:06:33,660
+are supposed to make the classic
+
+84
+00:06:38,130 --> 00:06:42,950
+that you have to explain the whole poem and after
+
+85
+00:06:42,950 --> 00:06:47,450
+you explain the whole poem you go write a stanza
+
+86
+00:06:47,450 --> 00:06:52,050
+by stanza in order to reflect it to your own
+
+87
+00:06:52,050 --> 00:06:55,650
+experience related to your experiences so we need
+
+88
+00:06:55,650 --> 00:06:59,130
+to explain it? what I am saying is .. we need to
+
+89
+00:06:59,130 --> 00:06:59,950
+feel like that yeah
+
+90
+00:07:07,430 --> 00:07:13,710
+يجب أن تتكلم عن نفسك أولا، تشرحها أولا، ثم تتكلم
+
+91
+00:07:13,710 --> 00:07:18,470
+عنها، حسنا؟ بالنسبة لأفكاري عن .. عن هذا، أجد أن
+
+92
+00:07:18,470 --> 00:07:23,030
+هذا الرجل غريب و لا يعرف كيف .. كيف .. كيف .. كيف
+
+93
+00:07:23,030 --> 00:07:26,230
+يتكلم مع العرب، حسنا؟ يحتاج إلى دراسة في
+
+94
+00:07:34,050 --> 00:07:40,950
+هو يحصل على نوع من الاحترام لأنه نفسه إذا كنت أذهب
+
+95
+00:07:40,950 --> 00:07:45,630
+من خلال الضوء سأجد أن في كل الضوء هناك تقريبًا أنا
+
+96
+00:07:45,630 --> 00:07:51,730
+أو أنا أو نفسي أو نفسي، فالركز هو على نفسه وليس
+
+97
+00:07:51,730 --> 00:07:59,310
+على شيء وشخص يسمى أصحى مقابلته كشخص غريب ويعنيه أن
+
+98
+00:07:59,310 --> 00:08:04,660
+يكون غبي هو في الواقع ليس شخص معروفwhat comes to
+
+99
+00:08:04,660 --> 00:08:08,700
+my mind right too many people around us me too
+
+100
+00:08:14,660 --> 00:08:18,900
+و كما قلت لك لا تذهب للقرآن الكريم و القرآن الكريم
+
+101
+00:08:18,900 --> 00:08:20,460
+.. أو صح .. القرآن الكريم و القرآن الكريم و القرآن
+
+102
+00:08:20,460 --> 00:08:20,540
+الكريم و القرآن الكريم و القرآن الكريم و القرآن
+
+103
+00:08:20,540 --> 00:08:23,380
+الكريم و القرآن الكريم و القرآن الكريم و القرآن
+
+104
+00:08:23,380 --> 00:08:24,320
+الكريم و القرآن الكريم و القرآن الكريم و القرآن
+
+105
+00:08:24,320 --> 00:08:24,680
+الكريم و القرآن الكريم و القرآن الكريم و القرآن
+
+106
+00:08:24,680 --> 00:08:26,800
+الكريم و القرآن الكريم و القرآن الكريم و القرآن
+
+107
+00:08:26,800 --> 00:08:32,640
+الكريم و القرآن
+
+108
+00:08:32,640 --> 00:08:37,600
+الكريم و القرآن
+
+109
+00:08:37,600 --> 00:08:42,300
+الكريم و القرآن
+
+110
+00:08:42,300 --> 00:08:42,840
+الكريم
+
+111
+00:08:47,660 --> 00:08:49,740
+اللي we encounter everyday .. we encounter
+
+112
+00:08:49,740 --> 00:08:54,660
+everyday .. but they might not come to the same
+
+113
+00:08:54,660 --> 00:08:58,700
+degree of criminality I mean that they might not
+
+114
+00:08:58,700 --> 00:09:02,460
+be as criminal as the Duke but the same behavior
+
+115
+00:09:02,460 --> 00:09:04,520
+is still reflected by them
+
+116
+00:09:12,070 --> 00:09:16,870
+and seemed as they would ask me if they darsed how
+
+117
+00:09:16,870 --> 00:09:20,570
+such a glance came there so not the first are you
+
+118
+00:09:20,570 --> 00:09:24,970
+to turn and ask thus sir it was not her husband's
+
+119
+00:09:24,970 --> 00:09:28,650
+presence only call that spot of joy into the
+
+120
+00:09:28,650 --> 00:09:35,440
+Duchess cheek perhapsSo here he's also showing the
+
+121
+00:09:35,440 --> 00:09:38,020
+arrogance and also it reminds me of many people so
+
+122
+00:09:38,020 --> 00:09:42,500
+I can't you know like say their names but you know
+
+123
+00:09:42,500 --> 00:09:45,960
+like they're trying to show up because .. because
+
+124
+00:09:45,960 --> 00:09:48,700
+they want to .. they don't feel evaluated, they
+
+125
+00:09:48,700 --> 00:09:51,860
+have stigma, I don't know. They don't want to show
+
+126
+00:09:51,860 --> 00:09:55,460
+the other people that I deserve everything and I
+
+127
+00:09:55,460 --> 00:10:00,020
+am the power, I have the controlو .. كما تعلمين ..
+
+128
+00:10:00,020 --> 00:10:08,000
+هو كذلك عارف .. لذا ليس .. حسنًا ما هو .. ما هو
+
+129
+00:10:08,000 --> 00:10:13,540
+الشيء اللي يأتي في عقلي عندما أقرأ هذا أسمع
+
+130
+00:10:13,540 --> 00:10:23,390
+المستمع أو المزيد من ال .. من ال .. من ال ..التحدث
+
+131
+00:10:23,390 --> 00:10:30,050
+.. نعم .. انك .. نعم .. حاول أن تلمس صدقاء هذا ..
+
+132
+00:10:30,050 --> 00:10:35,410
+هذا التحدث لأنه يتكلم عن .. لم يكن .. زوجها ..
+
+133
+00:10:35,410 --> 00:10:39,970
+زوجها .. زوجها .. زوجها .. زوجها .. زوجها .. زوجها
+
+134
+00:10:39,970 --> 00:10:44,870
+.. زوجها
+
+135
+00:10:44,870 --> 00:10:51,340
+..the confidence of himself. So I think the .. the
+
+136
+00:10:51,340 --> 00:10:55,580
+duke doesn't have that because he talks in the
+
+137
+00:10:55,580 --> 00:10:59,200
+other .. in the other lines about her .. her ..
+
+138
+00:10:59,200 --> 00:11:05,050
+his wife. Here we haveIf our love is only a will
+
+139
+00:11:05,050 --> 00:11:10,670
+to .. a will to possess, it is not love. So he ..
+
+140
+00:11:10,670 --> 00:11:13,670
+when he talks about his life .. his wife in the
+
+141
+00:11:13,670 --> 00:11:19,350
+other lines, he talks .. this is .. he tried to
+
+142
+00:11:19,350 --> 00:11:24,130
+possess .. to possess his wife. So this is .. I ..
+
+143
+00:11:24,130 --> 00:11:29,090
+I cannot consider that as the love.So what do you
+
+144
+00:11:29,090 --> 00:11:34,540
+think؟ Yes, Fatima.هو ممكن يكون confident of
+
+145
+00:11:34,540 --> 00:11:37,780
+himself, but he doesn't trust his wife, he says
+
+146
+00:11:37,780 --> 00:11:40,080
+her husband is a princess only,
+
+147
+00:11:42,660 --> 00:11:44,500
+so he mustn't be confident
+
+148
+00:11:48,900 --> 00:11:54,640
+I think the confidence from everyone here. So what
+
+149
+00:11:54,640 --> 00:11:58,000
+do you think about the confidence? What comes to
+
+150
+00:11:58,000 --> 00:12:03,840
+your mind when you listen to the confidence? Yes.
+
+151
+00:12:05,880 --> 00:12:09,160
+You can relate this character to a lot of real
+
+152
+00:12:09,160 --> 00:12:13,630
+characters. A lot of people wouldو يتحرر الناس في
+
+153
+00:12:13,630 --> 00:12:17,410
+أمامهم أو قبلهم و على سبيل المثال يقولون أن كلمتهم
+
+154
+00:12:17,410 --> 00:12:22,770
+ليست جيدة أو أنهم لا يبدووا جيدين على سبيل المثال
+
+155
+00:12:22,770 --> 00:12:24,230
+حتى مثل مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع
+
+156
+00:12:24,230 --> 00:12:27,270
+مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع
+
+157
+00:12:27,270 --> 00:12:30,190
+مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع
+
+158
+00:12:30,190 --> 00:12:34,410
+مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع مقاطع
+
+159
+00:12:34,410 --> 00:12:38,490
+مقاطع مقاط
+
+160
+00:12:39,050 --> 00:12:45,410
+So usually he holds back confidence. But between
+
+161
+00:12:45,410 --> 00:12:50,190
+the couples, the relationship between the couples,
+
+162
+00:12:50,690 --> 00:12:54,750
+what do you think about that؟ I guess that
+
+163
+00:12:54,750 --> 00:12:58,910
+confidence is supposed to be there. But here he
+
+164
+00:12:58,910 --> 00:13:02,610
+doesn't have that. Yeah obviously. Thank you.
+
+165
+00:13:06,070 --> 00:13:10,350
+فارة بانت لوفت chances to say her mental laps over
+
+166
+00:13:10,350 --> 00:13:15,470
+my lady's rests too much or paint must never hope
+
+167
+00:13:15,470 --> 00:13:19,750
+to produce the paint half flushed that dies along
+
+168
+00:13:19,750 --> 00:13:27,690
+her throat such stuff was courtesy she thought and
+
+169
+00:13:27,690 --> 00:13:33,690
+caused enough I don't knowhe .. he talks about his
+
+170
+00:13:33,690 --> 00:13:35,810
+wife I don't know in a bad way, he's trying to
+
+171
+00:13:35,810 --> 00:13:37,910
+present her his wife in a .. in a .. in a really
+
+172
+00:13:37,910 --> 00:13:40,790
+bad way, so he's .. he's .. he really feels ..
+
+173
+00:13:40,790 --> 00:13:43,550
+seems here like he's feeling jealous from her, so
+
+174
+00:13:43,550 --> 00:13:46,170
+he's trying to present her in a bad way in order
+
+175
+00:13:46,170 --> 00:13:49,450
+to look as he's a good one and she's a bad one and
+
+176
+00:13:49,450 --> 00:13:52,420
+I don't know it might .. maybe he's jealousyyes
+
+177
+00:13:52,420 --> 00:13:55,080
+it's about jealousy and .. and once you know like
+
+178
+00:13:55,080 --> 00:13:57,520
+I read a post about these people who's trying
+
+179
+00:13:57,520 --> 00:14:02,520
+sometimes maybe do some bad things just to present
+
+180
+00:14:02,520 --> 00:14:05,800
+themselves in a good way because they don't feel
+
+181
+00:14:05,800 --> 00:14:10,020
+like .. they don't feel a value or they don't
+
+182
+00:14:10,020 --> 00:14:15,680
+trust themselvesوهم يحاولون أن يؤذوا الناس ويعنيهم
+
+183
+00:14:15,680 --> 00:14:18,800
+بطريقة سيئة حتى لو كان هذا صحيح أو ليس صحيح. فهم
+
+184
+00:14:18,800 --> 00:14:24,700
+يحاولون أن يخبروا أنفسهم أن يعيشوا في حرب غير
+
+185
+00:14:24,700 --> 00:14:27,800
+حقيقية. ليعني أنهم جيدين ولكنهم ليسوا حقيقية.
+
+186
+00:14:28,140 --> 00:14:31,480
+فماذا تفكرين عن هذا؟ نعم. نعم شايما. أعتقد أن
+
+187
+00:14:31,480 --> 00:14:36,880
+الشيء الذي يجعلنا نقول هذه القصص هو الرغب. فأعتقد
+
+188
+00:14:36,880 --> 00:14:42,000
+أن الرغب أحيانًا يقتل. يقتل الحب، نعم.الله it
+
+189
+00:14:42,000 --> 00:14:46,720
+might not be necessary to be jealous right someone
+
+190
+00:14:46,720 --> 00:14:50,940
+might be jealous right for someone he loves but
+
+191
+00:14:50,940 --> 00:14:54,540
+this one doesn't actually love anyone but himself
+
+192
+00:14:54,540 --> 00:14:59,700
+yes I understand that this is a kind of psycho or
+
+193
+00:14:59,700 --> 00:15:05,040
+psychopathic yes right thinking because he is just
+
+194
+00:15:05,040 --> 00:15:10,500
+guessing what might causeالصميم على رأسه على رأسه
+
+195
+00:15:10,500 --> 00:15:14,280
+على رأسه على رأسه على رأسه على رأسه على رأسه على
+
+196
+00:15:14,280 --> 00:15:14,920
+رأسه على رأسه على رأسه على رأسه على رأسه على رأسه
+
+197
+00:15:14,920 --> 00:15:15,600
+على رأسه على رأسه على رأسه على رأسه على رأسه على
+
+198
+00:15:15,600 --> 00:15:19,100
+رأسه على رأسه على رأسه على رأسه على رأسه على رأسه
+
+199
+00:15:19,100 --> 00:15:23,580
+على رأسه على رأسه على رأسه على رأسه على رأسه على
+
+200
+00:15:23,580 --> 00:15:30,960
+رأسه على رأسه
+
+201
+00:15:30,960 --> 00:15:37,480
+على رأسه على رأسه
+
+202
+00:15:40,890 --> 00:15:48,920
+he's very crazy really yeah thank you doctorfor
+
+203
+00:15:48,920 --> 00:15:52,520
+calling up that spot of joy she had a heart how
+
+204
+00:15:52,520 --> 00:15:55,980
+shall I say too soon made glad too easily
+
+205
+00:15:55,980 --> 00:16:00,220
+impressed she liked whatever she looked on and her
+
+206
+00:16:00,220 --> 00:16:03,820
+looks went everywhere sir twas all one may
+
+207
+00:16:03,820 --> 00:16:08,500
+favorite her priest he talks about her he talks
+
+208
+00:16:08,500 --> 00:16:13,190
+about her wifehere she has a heart .. a good heart
+
+209
+00:16:13,190 --> 00:16:16,790
+.. she's .. he .. she has a beautiful heart but he
+
+210
+00:16:16,790 --> 00:16:20,770
+doesn't have any feelings about her so he has a
+
+211
+00:16:20,770 --> 00:16:23,990
+contract .. a contract .. contractual ideas here
+
+212
+00:16:23,990 --> 00:16:27,770
+because he talks about her but he .. he in actual
+
+213
+00:16:27,770 --> 00:16:31,030
+has a good heart .. she loves .. she loves
+
+214
+00:16:31,030 --> 00:16:36,030
+everyone and she's .. she's be happy easily and
+
+215
+00:16:36,030 --> 00:16:41,000
+she be sad easilyفأنا أفكر في قلب جميل و ليس ..
+
+216
+00:16:41,000 --> 00:16:47,980
+ليس سيئًا انه يشرح أنه حقًا سيكوبات يعني لأن قبل
+
+217
+00:16:47,980 --> 00:16:52,060
+ذلك كان يحاول أن يتحدث عن زوجته بطريقة سيئة و هو
+
+218
+00:16:52,060 --> 00:16:56,220
+كأنه يقول إنها كانت لديها قلب جيد و هي زوجة جيدة
+
+219
+00:16:56,220 --> 00:16:58,560
+لكنها كانت سيئة في نفس الوقت
+
+220
+00:17:06,290 --> 00:17:10,770
+هو ليس يحفظها، صحيح؟ هذا ما أفهمه، أنا أفهم أنه كل
+
+221
+00:17:10,770 --> 00:17:14,970
+ما قال أنها كانت لديه قلب، كما لو كان هناك شيء غير
+
+222
+00:17:14,970 --> 00:17:20,170
+صحيح في عقلك، كمان كمان كمان كمان كمان كمان كمان
+
+223
+00:17:20,170 --> 00:17:20,610
+كمان كمان كمان كمان كمان كمان كمان كمان كمان كمان
+
+224
+00:17:20,610 --> 00:17:22,290
+كمان كمان كمان كمان كمان كمان كمان كمان كمان كمان
+
+225
+00:17:22,290 --> 00:17:28,430
+كمان كمان كمان كمان كمان كمان كمان
+
+226
+00:17:28,430 --> 00:17:32,830
+كم
+
+227
+00:17:34,520 --> 00:17:38,520
+اللي هو بالضبط أين، في أي مجلد، لكن كان في مجلد
+
+228
+00:17:38,520 --> 00:17:43,390
+فينسا، صحيح؟ اللي قال عنهto .. to .. to them as
+
+229
+00:17:43,390 --> 00:17:50,150
+right men with the hearts of dogs right؟ dog
+
+230
+00:17:50,150 --> 00:17:52,610
+hearted man، a dog hearted man، this is what ..
+
+231
+00:17:52,610 --> 00:17:54,550
+right؟ this is exactly what it means، a dog
+
+232
+00:17:54,550 --> 00:17:57,230
+hearted man، it means that he is a man but what is
+
+233
+00:17:57,230 --> 00:18:02,470
+inside him؟ a dog، he is a dog، and this is what؟
+
+234
+00:18:02,470 --> 00:18:04,430
+this is the .. the kind of the .. right؟ this is
+
+235
+00:18:04,430 --> 00:18:08,760
+the .. the dogYes. Right? So a man with a heart of
+
+236
+00:18:08,760 --> 00:18:11,840
+a dog would consider having a heart as something
+
+237
+00:18:11,840 --> 00:18:16,400
+bad. Wrong, yeah. Something strange. So what do
+
+238
+00:18:16,400 --> 00:18:18,540
+you think about it? What do you think about these
+
+239
+00:18:18,540 --> 00:18:18,820
+lines?
+
+240
+00:18:24,140 --> 00:18:31,500
+I think you read it before, so our discussion here
+
+241
+00:18:31,500 --> 00:18:35,460
+is .. I think that it's quite strange to describe
+
+242
+00:18:35,460 --> 00:18:39,980
+someone as too soon made lamb, like what's wrong
+
+243
+00:18:39,980 --> 00:18:44,000
+with being too soon made lamb? That's why he's a
+
+244
+00:18:44,000 --> 00:18:49,060
+psychopathso yeah these lines actually reflect his
+
+245
+00:18:49,060 --> 00:18:52,340
+side comments and he's easily impressed yes and
+
+246
+00:18:52,340 --> 00:18:57,540
+actually .. label symbol .. yes عماءlike that part
+
+247
+00:18:57,540 --> 00:19:00,120
+of something like I think that like the dude who
+
+248
+00:19:00,120 --> 00:19:04,220
+loves her why? and because he loves her he have a
+
+249
+00:19:04,220 --> 00:19:10,520
+contrast he have a contract idea here feelings
+
+250
+00:19:10,520 --> 00:19:13,500
+like too much he wanna versus her like he don't
+
+251
+00:19:13,500 --> 00:19:18,270
+want like anyone to come to her or toI get
+
+252
+00:19:18,270 --> 00:19:21,510
+comments and all what the smile goes to all
+
+253
+00:19:21,510 --> 00:19:25,630
+together it's
+
+254
+00:19:25,630 --> 00:19:29,670
+a deadly love there are many husbands who refuses
+
+255
+00:19:29,670 --> 00:19:32,930
+their wives and they .. like they wanna to be like
+
+256
+00:19:32,930 --> 00:19:36,230
+just an object to them yeah but they don't kill
+
+257
+00:19:36,230 --> 00:19:39,110
+their wives they understand what I mean just kills
+
+258
+00:19:39,110 --> 00:19:43,030
+yes but they might they find love in another way
+
+259
+00:19:43,030 --> 00:19:46,310
+right yeah why don't you take it the other way
+
+260
+00:19:46,310 --> 00:19:49,980
+aroundright that your wife right likes to her
+
+261
+00:19:49,980 --> 00:19:53,380
+husband for her own I mean her own husband right
+
+262
+00:19:53,380 --> 00:19:56,080
+not for anyone else you understand what I mean
+
+263
+00:19:56,080 --> 00:19:59,740
+okay good okay this is something natural someday
+
+264
+00:19:59,740 --> 00:20:03,520
+but what is unnatural is to kill your wife
+
+265
+00:20:07,160 --> 00:20:10,680
+و كنت أقعد هنا و كنت أقعد هنا و كنت أقعد هنا و كنت
+
+266
+00:20:10,680 --> 00:20:11,220
+أقعد هنا و كنت أقعد هنا و كنت أقعد هنا و كنت أقعد
+
+267
+00:20:11,220 --> 00:20:12,080
+هنا و كنت أقعد هنا و كنت أقعد هنا و كنت أقعد هنا و
+
+268
+00:20:12,080 --> 00:20:12,100
+كنت أقعد هنا و كنت أقعد هنا و كنت أقعد هنا و كنت
+
+269
+00:20:12,100 --> 00:20:14,640
+أقعد هنا و كنت أقعد هنا و كنت أقعد هنا و كنت أقعد
+
+270
+00:20:14,640 --> 00:20:20,720
+هنا و كنت أقعد هنا و كنت أقعد هنا و كنت أقعد هنا و
+
+271
+00:20:20,720 --> 00:20:25,460
+كنت أقعد هنا و كنت أقعد هنا
+
+272
+00:20:36,890 --> 00:20:39,890
+But she is very simple here يعني.
+
+273
+00:20:44,700 --> 00:20:48,560
+The dropping of the daylight in the west, the part
+
+274
+00:20:48,560 --> 00:20:51,740
+of Charlie's thumb officious fall, broken the
+
+275
+00:20:51,740 --> 00:20:56,640
+orchard for her, the white mule she rode with
+
+276
+00:20:56,640 --> 00:21:00,620
+around the truss, all and each, would draw from
+
+277
+00:21:00,620 --> 00:21:06,240
+her like the approving speech. What I love here, I
+
+278
+00:21:06,240 --> 00:21:10,610
+loveهو يستخدم هنا الـPierre of Nature هو يستخدم
+
+279
+00:21:10,610 --> 00:21:16,490
+الوضع اليومي في الغرب و محطة الشجرة ولكنه استخدم
+
+280
+00:21:16,490 --> 00:21:21,870
+هذا بطريقة سيئة ولكنه استخدم هذا بطريقة سيئة هو
+
+281
+00:21:21,870 --> 00:21:27,190
+يحاول .. هو يحاول أن يتصرف كإنما كان روحاني يعني
+
+282
+00:21:27,190 --> 00:21:30,170
+كأنه يحاول أن يتصرف كإنما كان روحاني يعني كإنما
+
+283
+00:21:30,170 --> 00:21:30,990
+كان روحاني كإنما كان روحاني كإنما كان روحاني كإنما
+
+284
+00:21:30,990 --> 00:21:32,090
+كان روحاني كإنما كان روحاني كإنما كان روحاني كإنما
+
+285
+00:21:32,090 --> 00:21:36,390
+كان روحاني كإنما كان روحاني كإنما كان روحاني كإنما
+
+286
+00:21:36,390 --> 00:21:37,190
+كان روحاني كإنما
+
+287
+00:21:40,990 --> 00:21:44,790
+he's trying to be a poet and show all that he's a
+
+288
+00:21:44,790 --> 00:21:47,950
+good poet actually but he's really really bad one
+
+289
+00:21:47,950 --> 00:21:53,370
+so what do you think about it? what do you think
+
+290
+00:21:53,370 --> 00:21:59,110
+about it? anyone? we can talk about the white mule
+
+291
+00:21:59,110 --> 00:22:06,410
+when we .. when we .. when we meet someone fool
+
+292
+00:22:12,950 --> 00:22:17,570
+أو رفلش at least she thanked men God good but
+
+293
+00:22:17,570 --> 00:22:22,450
+thanked somehow I know not how as if she ranked my
+
+294
+00:22:22,450 --> 00:22:25,950
+gift of a nine hundred years old name with
+
+295
+00:22:25,950 --> 00:22:31,030
+anybody's gift who does so stupid to plan this
+
+296
+00:22:31,030 --> 00:22:37,070
+sort of trifling even had you skilledهو حقًا
+
+297
+00:22:37,070 --> 00:22:41,350
+سيكوبات، سأقولها كثير من الوقت. حقًا يا عزيزي. هو
+
+298
+00:22:41,350 --> 00:22:45,530
+.. أنا لا أعرف .. حتى .. هو لا يستطيع أن يقبل أولا
+
+299
+00:22:45,530 --> 00:22:49,210
+ما يريد أن يقوله لأن ما يقوله ليس .. هو مليء من
+
+300
+00:22:49,210 --> 00:22:54,870
+الانتقال. أعتقد أنه لم يعرف زوجته لأنه يتكلم عن ..
+
+301
+00:22:54,870 --> 00:23:01,550
+هذا نوع من الانتقال. لا يثق بها. نعم، لا يستطيع ..
+
+302
+00:23:01,940 --> 00:23:04,220
+he doesn't .. he doesn't deserve it. I don't think
+
+303
+00:23:04,220 --> 00:23:07,360
+that he even know himself to know the other
+
+304
+00:23:07,360 --> 00:23:11,920
+people. So he's .. I don't know. Because she's
+
+305
+00:23:11,920 --> 00:23:16,260
+very simple. She think everyone can give her ..
+
+306
+00:23:16,260 --> 00:23:19,960
+everyone interact with her in simple way. She ..
+
+307
+00:23:19,960 --> 00:23:24,600
+she's .. I think this natural .. she's natural.
+
+308
+00:23:24,600 --> 00:23:28,790
+She's innocent. Yeah. She's innocent.وكان عارف جدا
+
+309
+00:23:28,790 --> 00:23:33,990
+عندما قال عن حفلة 900 سنة قديمة
+
+310
+00:23:52,130 --> 00:23:54,270
+actually he doesn't have anything else to be proud
+
+311
+00:23:54,270 --> 00:24:00,130
+of my .. my message to .. to this .. to the .. to
+
+312
+00:24:00,130 --> 00:24:07,230
+the duke I .. I remember .. I remember a line .. I
+
+313
+00:24:07,230 --> 00:24:11,910
+remember a line of poem to المتنبي تواضعتكن كنجم
+
+314
+00:24:11,910 --> 00:24:17,090
+لحل نظرن على صفحات الماء وهو رفيعأعتقد أنه كذلك
+
+315
+00:24:17,090 --> 00:24:21,910
+لأنه عارف جدا و يتكلم عنها و ليس عارفاً لأنه عارف
+
+316
+00:24:21,910 --> 00:24:22,110
+جدا و ليس كذلك لأنه عارف جدا و ليس كذلك لأنه عارف
+
+317
+00:24:22,110 --> 00:24:24,070
+جدا و ليس كذلك لأنه عارف جدا و ليس كذلك لأنه عارف
+
+318
+00:24:24,070 --> 00:24:24,210
+جدا و ليس كذلك لأنه عارف جدا و ليس كذلك لأنه عارف
+
+319
+00:24:24,210 --> 00:24:24,270
+جدا و ليس كذلك لأنه عارف جدا و ليس كذلك لأنه عارف
+
+320
+00:24:24,270 --> 00:24:25,170
+جدا و ليس كذلك لأنه عارف جدا و ليس كذلك لأنه عارف
+
+321
+00:24:25,170 --> 00:24:29,030
+جدا و ليس كذلك لأنه عارف جدا و ليس كذلك لأنه عارف
+
+322
+00:24:29,030 --> 00:24:30,790
+جدا و ليس كذلك لأنه عارف جدا و ليس
+
+323
+00:24:39,090 --> 00:24:42,690
+الكثير من الناس اللي كنت تذكرها فقط لديها إسمها
+
+324
+00:24:42,690 --> 00:24:49,710
+لتكونوا فخورين منها، حتى هنا في غازا نرى هذا كثير
+
+325
+00:24:49,710 --> 00:24:54,030
+من الناس نرى هذا كثير من الناس، مثلا my name is ..
+
+326
+00:24:54,030 --> 00:24:55,930
+this is what they like to fuck with
+
+327
+00:25:04,220 --> 00:25:10,680
+لو كانوا يذكرون إسم عائلتهم مثلا
+
+328
+00:25:10,680 --> 00:25:14,840
+إنهم غير مدرسين و أحياناً لا يعملون و هم فقط
+
+329
+00:25:14,840 --> 00:25:22,660
+باستخدام إسم عائلتهم لتظهروا و تخلقوا و تخلقوا
+
+330
+00:25:22,660 --> 00:25:28,800
+مكان لأنفسهم نعم، ليس لديهم أي شيء هم فارغون من
+
+331
+00:25:28,800 --> 00:25:34,450
+الداخل حتى لو كانوا لديهمأو حتى إذا كانوا مدرسين،
+
+332
+00:25:34,450 --> 00:25:37,750
+لكنهم
+
+333
+00:25:37,750 --> 00:25:42,850
+ليسوا مدرسين كاملين، كانوا مدرسين كاملين، لكنهم
+
+334
+00:25:42,850 --> 00:25:43,890
+كانوا مدرسين كاملين، لكنهم كانوا مدرسين كاملين،
+
+335
+00:25:43,890 --> 00:25:43,950
+لكنهم كانوا مدرسين كاملين، لكنهم كانوا مدرسين
+
+336
+00:25:43,950 --> 00:25:44,970
+كاملين، لكنهم كانوا مدرسين كاملين، لكنهم كانوا
+
+337
+00:25:44,970 --> 00:25:45,090
+مدرسين كاملين، لكنهم كانوا مدرسين كاملين، لكنهم
+
+338
+00:25:45,090 --> 00:25:45,310
+كانوا مدرسين كاملين، لكنهم كانوا مدرسين كاملين،
+
+339
+00:25:45,310 --> 00:25:46,950
+لكنهم كانوا مدرسين كاملين، لكنهم كانوا مدرسين
+
+340
+00:25:46,950 --> 00:25:50,630
+كاملين، لكنهم كانوا مدرسين كاملين، لكنهم كانوا
+
+341
+00:25:50,630 --> 00:25:54,970
+مدرسين كاملين، لكنlike it's okay to be proud of
+
+342
+00:25:54,970 --> 00:25:58,270
+your family yeah it's okay but that's not supposed
+
+343
+00:25:58,270 --> 00:26:00,690
+to be the only thing that could happen yeah you
+
+344
+00:26:00,690 --> 00:26:07,150
+have to create something to be proud ofin a speech
+
+345
+00:26:07,150 --> 00:26:10,590
+which I have not to make you well quite clear to
+
+346
+00:26:10,590 --> 00:26:14,150
+such an one and say just this or that in you
+
+347
+00:26:14,150 --> 00:26:18,450
+disgust me here you miss or there exceed the mark
+
+348
+00:26:18,450 --> 00:26:24,670
+and if she let herself be lessened so nor plainly
+
+349
+00:26:24,670 --> 00:26:30,440
+said can I express myself thank youhe's disgusting
+
+350
+00:26:30,440 --> 00:26:34,340
+yes I'm using his own words I'm quoting him by the
+
+351
+00:26:34,340 --> 00:26:38,060
+way and these are not my words but I'm quoting him
+
+352
+00:26:38,060 --> 00:26:42,440
+as long as he's yes he sings right his own vibe
+
+353
+00:26:43,930 --> 00:26:50,530
+تعذبني تعذبني هذا .. في الواقع هذا يذكرني لقصة من
+
+354
+00:26:50,530 --> 00:26:54,950
+إدمونت بورك هو يقول أي مكان يقوم بإنقاذ نفسه
+
+355
+00:26:54,950 --> 00:27:01,850
+كقالعقيد من الحقيقة والعلم هو شيطان محطم من ضحك
+
+356
+00:27:01,850 --> 00:27:09,330
+الله هو حقًا .. هو يظهر الظلام من نفسه و هو .. أنا
+
+357
+00:27:09,330 --> 00:27:13,430
+لا أعرف كيف يظهر شخصيتهأنا .. انا .. انا .. انا ..
+
+358
+00:27:13,430 --> 00:27:14,790
+انا .. انا .. انا .. انا .. انا .. انا .. انا ..
+
+359
+00:27:14,790 --> 00:27:18,130
+انا .. انا .. انا .. انا .. انا .. انا .. انا ..
+
+360
+00:27:18,130 --> 00:27:21,070
+انا .. انا .. انا .. انا .. انا .. انا .. انا ..
+
+361
+00:27:21,070 --> 00:27:24,030
+انا .. انا .. انا .. انا .. انا .. انا .. انا ..
+
+362
+00:27:24,030 --> 00:27:24,050
+انا .. انا .. انا .. انا .. انا .. انا .. انا ..
+
+363
+00:27:24,050 --> 00:27:24,910
+انا .. انا .. انا .. انا .. انا .. انا .. انا ..
+
+364
+00:27:24,910 --> 00:27:26,050
+انا .. انا .. انا .. انا .. انا .. انا .. انا ..
+
+365
+00:27:26,050 --> 00:27:32,410
+انا .. انا .. انا .. انا .. انا .. انا ..
+
+366
+00:27:32,410 --> 00:27:38,590
+انا .. انا
+
+367
+00:27:41,430 --> 00:27:45,190
+yeah upon what right so what is good and what is
+
+368
+00:27:45,190 --> 00:27:50,130
+bad right based on his own moral understanding of
+
+369
+00:27:50,130 --> 00:27:54,190
+things that's why this is actually pathetic right
+
+370
+00:27:54,190 --> 00:27:57,030
+when someone who is actually having a moral
+
+371
+00:27:57,030 --> 00:28:00,010
+problem but he's seeing himself as a moral
+
+372
+00:28:00,010 --> 00:28:03,230
+standard upon which others the others conduct is
+
+373
+00:28:03,230 --> 00:28:06,890
+actually measured and judged this is actually a
+
+374
+00:28:06,890 --> 00:28:10,480
+problem a big problemاللي حقا يحدث في حياتنا
+
+375
+00:28:10,480 --> 00:28:14,640
+الخاصة. الكثير من الناس يعتبرون أنفسهم مجرد مجرد
+
+376
+00:28:14,640 --> 00:28:17,580
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+377
+00:28:17,580 --> 00:28:17,600
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+378
+00:28:17,600 --> 00:28:18,460
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+379
+00:28:18,460 --> 00:28:18,480
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+380
+00:28:18,480 --> 00:28:29,440
+مجرد مجرد مجرد مجرد مجرد مجرد م
+
+381
+00:28:29,470 --> 00:28:33,970
+هذا هو
+
+382
+00:28:33,970 --> 00:28:38,810
+السبب بمجرد ذلك انه قال انه يخلق نفسه كمحقق من
+
+383
+00:28:38,810 --> 00:28:43,150
+الحقيقة و المعرفة لكنه لم يعرف أي شيء في الواقع لا
+
+384
+00:28:43,150 --> 00:28:49,370
+يعرف أي شيء هل يعجب أحد أن يشارك؟ نعم نور أعتقد أن
+
+385
+00:28:49,370 --> 00:28:51,450
+هذا هو المشكلة مع نفسي اليوم
+
+386
+00:28:57,720 --> 00:29:05,940
+مثلما قالت دكتور أيمان إنهم مجرد
+
+387
+00:29:05,940 --> 00:29:06,200
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+388
+00:29:06,200 --> 00:29:07,440
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+389
+00:29:07,440 --> 00:29:09,260
+مجرد مجرد مجرد
+
+390
+00:29:24,070 --> 00:29:31,050
+وأشياء أخرى مثل الـ western terms ويعتقدون أن من
+
+391
+00:29:31,050 --> 00:29:37,250
+لا يتبع هذه التعاملات يمكن أن يكون قضى وهو غير
+
+392
+00:29:37,250 --> 00:29:38,870
+صحيح لأني لدي نفسي نفسي نفسي نفسي نفسي نفسي نفسي
+
+393
+00:29:38,870 --> 00:29:45,170
+نفسي
+
+394
+00:29:45,640 --> 00:29:50,320
+هذا .. هذا الوضع، و هناك الكثير من الوضع أخرى
+
+395
+00:29:50,320 --> 00:29:55,620
+أيضًا، مثل الحرية والحرية للإجابة والإدعاء، فالناس
+
+396
+00:29:55,620 --> 00:29:58,450
+فقط مثل ..الكثير من الناس .. انا أقابل الكثير من
+
+397
+00:29:58,450 --> 00:30:02,010
+الناس الذين يحبون أن يحكموا ولكن لا يحبون أن
+
+398
+00:30:02,010 --> 00:30:07,650
+يكونوا محكمين. هذا يذكرني .. كالجرمان و النازيين
+
+399
+00:30:07,650 --> 00:30:13,310
+يعتبرون أنفسهم أفضل الإنسان في العالم و الأخرين
+
+400
+00:30:13,310 --> 00:30:17,950
+ليسوا .. و هم أفضل المخلوقات أو ربما الإنسان من
+
+401
+00:30:17,950 --> 00:30:20,750
+جميعهم. هم ذهبون لغاية اليهود.
+
+402
+00:30:23,740 --> 00:30:28,700
+yes they have the same thing and also the British
+
+403
+00:30:28,700 --> 00:30:34,460
+people they consider themselves the same I
+
+404
+00:30:34,460 --> 00:30:38,120
+think he follow here the political way when he
+
+405
+00:30:38,120 --> 00:30:43,340
+consider himself know everything but he didn't
+
+406
+00:30:43,340 --> 00:30:43,960
+know anything
+
+407
+00:30:48,140 --> 00:30:55,040
+Her words tears forsooth and main excuse in then
+
+408
+00:30:55,040 --> 00:30:58,780
+one piece I'm stooping and I choose never to stoop
+
+409
+00:30:58,780 --> 00:31:03,160
+oh sir she smiled no doubt whenever I passed her
+
+410
+00:31:03,160 --> 00:31:07,180
+but who passed without much the same smile
+
+411
+00:31:07,180 --> 00:31:09,380
+disagree I gave commands
+
+412
+00:31:21,090 --> 00:31:26,950
+then all smiles stop together, there she stands as
+
+413
+00:31:26,950 --> 00:31:28,550
+if alive
+
+414
+00:31:36,770 --> 00:31:43,370
+وكان يتكلم عن إبتسامته و .. و .. و .. و .. و .. و
+
+415
+00:31:43,370 --> 00:31:44,630
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+416
+00:31:44,630 --> 00:31:45,530
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+417
+00:31:45,530 --> 00:31:46,730
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+418
+00:31:46,730 --> 00:31:47,250
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+419
+00:31:47,250 --> 00:31:47,310
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+420
+00:31:47,310 --> 00:31:50,670
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+421
+00:31:50,670 --> 00:32:04,050
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+422
+00:32:04,070 --> 00:32:07,170
+of looking about the things and you should think
+
+423
+00:32:07,170 --> 00:32:09,550
+about all .. all what happening to you in your
+
+424
+00:32:09,550 --> 00:32:11,790
+life is because of you of what you're doing
+
+425
+00:32:11,790 --> 00:32:14,030
+because what you're doing is .. you're going to
+
+426
+00:32:14,030 --> 00:32:16,930
+see the result of what you're doing in later. So
+
+427
+00:32:16,930 --> 00:32:19,830
+don't blame other people. These people who always
+
+428
+00:32:19,830 --> 00:32:23,970
+blame other people of their failure and of their
+
+429
+00:32:24,740 --> 00:32:32,020
+مثل الفشل هؤلاء يحاولون أن يهربوا من الحقيقة أن هم
+
+430
+00:32:32,020 --> 00:32:37,320
+من فشلوا فعلاً لذا هم يحاولون أن يقتلوا الناس
+
+431
+00:32:37,320 --> 00:32:43,520
+الآخرين أعتقد هنا ما هي الشيء اللي يأتي بالعقل هو
+
+432
+00:32:43,520 --> 00:32:50,320
+يفسر زوجته هنا وعندما يتكلم عن ذلك هي تبتسم للجميع
+
+433
+00:32:52,480 --> 00:32:56,580
+he meant that's I think this is simple thing and
+
+434
+00:32:56,580 --> 00:33:00,420
+natural thing in our life but he cannot understand
+
+435
+00:33:00,420 --> 00:33:04,100
+that because he have a hard and difficult heart
+
+436
+00:33:04,100 --> 00:33:11,120
+here yes a strong heart yes نويل this reminds me
+
+437
+00:33:11,120 --> 00:33:14,740
+of a totally like contradicting idea when we
+
+438
+00:33:14,740 --> 00:33:31,620
+usually sayهو من الحب ما قتل ياسمه I know
+
+439
+00:33:31,620 --> 00:33:35,820
+الحب اهتمام not ما قتل I think that but that's not
+
+440
+00:33:35,820 --> 00:33:39,380
+the same that's not love yeah that's what I'm
+
+441
+00:33:39,380 --> 00:33:42,920
+saying it's a totally contradicting idea this one
+
+442
+00:33:42,920 --> 00:33:47,230
+like he's killing his wife becausehe just .. he
+
+443
+00:33:47,230 --> 00:33:52,290
+thinks that she doesn't love him enough well crazy
+
+444
+00:33:54,110 --> 00:33:58,350
+There is another saying that أحبك حبيبك هامل مع
+
+445
+00:33:58,350 --> 00:34:05,490
+عسى أن يكون غاضبك يوم الماضي Yeah,
+
+446
+00:34:05,750 --> 00:34:08,630
+true love actually is to sacrifice with yourself
+
+447
+00:34:08,630 --> 00:34:11,010
+to the one who you really loves, not to sacrifice,
+
+448
+00:34:11,150 --> 00:34:12,890
+not to kill the other people
+
+449
+00:34:16,300 --> 00:34:19,820
+أنا أتذكر .. أنا أسفة، أنا لا أتذكر الراجل لكنه
+
+450
+00:34:19,820 --> 00:34:26,820
+كان يتكلم عن ما هو الحب الحقيقي من نظره نفسه، فكان
+
+451
+00:34:26,820 --> 00:34:32,900
+مثلًا عندما أشخاص يحبوا أو يشاركوا الحب أو .. فقط
+
+452
+00:34:32,900 --> 00:34:36,140
+لم يرغب في القول اتقال الحب لأنه قال أن الأشخاص
+
+453
+00:34:36,140 --> 00:34:39,300
+ليسوا من المفروض أن يتقالوا الحب، انهم من المفروض
+
+454
+00:34:39,300 --> 00:34:42,700
+أن يرفعوا الحب، لأن الحب هو أن ترفع، هو أن تساعد
+
+455
+00:34:42,700 --> 00:34:43,220
+الشخص الأخر
+
+456
+00:34:47,670 --> 00:34:53,550
+الحب اهتمام here to support them and make them
+
+457
+00:34:53,550 --> 00:34:56,570
+grow better to make them show the best of
+
+458
+00:34:56,570 --> 00:35:02,050
+themselves and this is actually what I believeالحب
+
+459
+00:35:02,050 --> 00:35:06,150
+بين اي اصحاب او في اي نوع من العلاقات التي هي
+
+460
+00:35:06,150 --> 00:35:10,690
+المفروض ان تكون مثلها انت من المفروض ان تعالج في
+
+461
+00:35:10,690 --> 00:35:13,510
+الحب و ليس ان تسقط في الحب و ليس ان تقتل في الحب
+
+462
+00:35:21,860 --> 00:35:24,860
+I remember one of my friends that said that the
+
+463
+00:35:24,860 --> 00:35:28,220
+love that kills almost everything is the love that
+
+464
+00:35:28,220 --> 00:35:32,480
+kills most everything is the love that kills most
+
+465
+00:35:32,480 --> 00:35:32,500
+everything is the love that kills most everything
+
+466
+00:35:32,500 --> 00:35:39,080
+is the
+
+467
+00:35:39,080 --> 00:35:40,760
+love that kills most everything is the love that
+
+468
+00:35:40,760 --> 00:35:40,840
+kills most everything is the love that kills most
+
+469
+00:35:40,840 --> 00:35:40,860
+is the love that kills most everything is the love
+
+470
+00:35:40,860 --> 00:35:41,140
+everything is the love that kills most everything
+
+471
+00:35:41,140 --> 00:35:42,340
+is the love that kills most everything is the love
+
+472
+00:35:42,340 --> 00:35:47,440
+that kills most everything is the
+
+473
+00:35:47,440 --> 00:35:48,020
+love that kills most
+
+474
+00:35:58,040 --> 00:36:04,540
+as if alive, please your eyes will meet the
+
+475
+00:36:04,540 --> 00:36:08,260
+company below them, I repeat the count your master
+
+476
+00:36:08,260 --> 00:36:09,020
+known
+
+477
+00:36:16,020 --> 00:36:21,660
+Manificence is ample warrant that no just
+
+478
+00:36:21,660 --> 00:36:27,680
+pretends. He really killed her. Yeah, so he kills
+
+479
+00:36:27,680 --> 00:36:30,060
+her and actually that reminds me of a movie I
+
+480
+00:36:30,060 --> 00:36:33,520
+watched is Golden Stoneheart. Actually it's
+
+481
+00:36:33,520 --> 00:36:35,800
+talking about a psychopath people like all
+
+482
+00:36:35,800 --> 00:36:40,660
+psychopaths living in an islandوكلهم تحاولوا أن
+
+483
+00:36:40,660 --> 00:36:44,980
+يتصرفوا كشخصين غير عادلين، لكن في الحقيقة ليسوا و
+
+484
+00:36:44,980 --> 00:36:47,040
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+485
+00:36:47,040 --> 00:36:47,580
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+486
+00:36:47,580 --> 00:36:48,640
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+487
+00:36:48,640 --> 00:36:48,980
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+488
+00:36:48,980 --> 00:36:49,080
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+489
+00:36:49,080 --> 00:36:50,760
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+490
+00:36:50,760 --> 00:36:50,800
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+491
+00:36:50,800 --> 00:36:51,460
+.. و .. و .. و .. و .. و .. و .. و .. و .. و .. و
+
+492
+00:36:51,460 --> 00:36:58,680
+.. و .. و .. و .. و ..
+
+493
+00:37:05,840 --> 00:37:10,220
+أشعر بالإعجاب في الواقع أشعر أن أنا السيكوبات
+
+494
+00:37:10,220 --> 00:37:14,560
+لأنني أشاهد هذه الأشياء لذلك لم أعجب نفسي وهو نفس
+
+495
+00:37:14,560 --> 00:37:17,520
+الشيء الذي حصلت مع قصتي الأخيرة أيضًا، فماذا تريد
+
+496
+00:37:17,520 --> 00:37:23,000
+أن تضيفي شيء؟ نعم، هذا شيء مخلص لي عقلي، موليد
+
+497
+00:37:23,000 --> 00:37:27,520
+البرمجو يقول أن تبدأ كل قصة بقصة ثانوية وكذلك لديك
+
+498
+00:37:27,520 --> 00:37:34,310
+فكرة مختلفة تمامًا للقصةالشيء اللي رشته في عقلي هو
+
+499
+00:37:34,310 --> 00:37:40,890
+ماذا لو كانت الملكة تتكلم هنا؟ كيف كانت تستخدمه؟ و
+
+500
+00:37:40,890 --> 00:37:45,910
+ماذا كانت تقول عن زوجها؟ هذا هو الموضوع انها لم
+
+501
+00:37:45,910 --> 00:37:51,810
+تكن ممنحها فرصة لتقول نعم فقط استمعنا صوت واحد نعم
+
+502
+00:37:51,810 --> 00:37:56,510
+هذا .. هذا .. هذا المشكلة اننا فقط استمعنا صوتهو
+
+503
+00:37:56,510 --> 00:38:01,670
+لا نستطيع حتى أن نعرف صوت العزيز هنا، يبدو أنه لا
+
+504
+00:38:01,670 --> 00:38:07,430
+يوجد صوت من أحد إلا منه، فهو يتعامل معه فقط. يمكنك
+
+505
+00:38:07,430 --> 00:38:14,930
+فقط تفكر .. تفكر في ما هي ستقوله عن رد العزيز.
+
+506
+00:38:16,810 --> 00:38:21,690
+لأ، إجابة العزيز يمكنك .. كان من الواضح أنه لم يكن
+
+507
+00:38:21,690 --> 00:38:23,570
+.. لقد كنا نكتبها مرة أخرى، لقد كنا نكتبها مرة
+
+508
+00:38:23,570 --> 00:38:26,750
+أخرى، صحيح؟ لكن .. لكن .. م .. م .. م .. م .. م ..
+
+509
+00:38:26,750 --> 00:38:27,170
+م .. م .. م .. م .. م .. م .. م .. م .. م .. م ..
+
+510
+00:38:27,170 --> 00:38:29,350
+م .. م .. م .. م .. م .. م .. م .. م .. م .. م ..
+
+511
+00:38:29,350 --> 00:38:29,370
+م .. م .. م .. م .. م .. م .. م .. م .. م .. م ..
+
+512
+00:38:29,370 --> 00:38:30,030
+م .. م .. م .. م .. م .. م .. م .. م .. م .. م ..
+
+513
+00:38:30,030 --> 00:38:31,470
+م .. م .. م .. م .. م .. م .. م .. م .. م .. م ..
+
+514
+00:38:31,470 --> 00:38:32,050
+م .. م .. م .. م .. م .. م .. م .. م .. م .. م ..
+
+515
+00:38:32,050 --> 00:38:32,210
+م .. م .. م .. م .. م .. م .. م .. م .. م .. م ..
+
+516
+00:38:32,210 --> 00:38:39,090
+م .. م .. م
+
+517
+00:38:39,090 --> 00:38:44,210
+.. م
+
+518
+00:38:44,210 --> 00:38:44,310
+..
+
+519
+00:38:47,830 --> 00:38:52,750
+ماذا تقولها؟ نعم
+
+520
+00:38:52,750 --> 00:38:58,810
+إذا .. إذا .. إذا .. إذا .. إذا .. إذا .. إذا ..
+
+521
+00:38:58,810 --> 00:39:09,050
+إذا .. إذا .. إذا .. إذا .. إذا .. إذا ..
+
+522
+00:39:09,050 --> 00:39:14,390
+إذا ..
+
+523
+00:39:15,430 --> 00:39:19,750
+Okay of mine for dowry while paid is allowed. So
+
+524
+00:39:19,750 --> 00:39:23,610
+his fair daughter's self as I have vowed at
+
+525
+00:39:23,610 --> 00:39:27,330
+starting is my object name. We will go together
+
+526
+00:39:27,330 --> 00:39:32,130
+down. Sir notice Neptune. So tamping a seahorse
+
+527
+00:39:32,130 --> 00:39:39,240
+thought a rarity. Which close ofانسبرق .. انسبرق
+
+528
+00:39:39,240 --> 00:39:44,900
+.. casting prawns for me. I think seahorse .. this
+
+529
+00:39:44,900 --> 00:39:50,750
+is something beautifulأعتقد أنه عندما يذهب الزيارة
+
+530
+00:39:50,750 --> 00:39:59,850
+إلى المكان اللي يتبعه يرى هذا ويعتقد أن هذا شيء
+
+531
+00:39:59,850 --> 00:40:03,950
+جميل جدًا. لكن أنا أعتقد أن الزيارة مغضبه جدًا
+
+532
+00:40:03,950 --> 00:40:09,370
+ويشعر أنه فعل خطأ كبير جدًا لأنه جاء هنا وسمع له
+
+533
+00:40:09,370 --> 00:40:11,930
+ويفكر حتى في إعطاءه دوره.
+
+534
+00:40:16,740 --> 00:40:20,640
+So I guess if I am to summarize like the whole
+
+535
+00:40:20,640 --> 00:40:25,460
+poem, he can summarize it with taming a seahorse,
+
+536
+00:40:25,920 --> 00:40:29,900
+like his personality and like the whole poem can
+
+537
+00:40:29,900 --> 00:40:33,160
+be summarized in this line, taming a seahorse, he
+
+538
+00:40:33,160 --> 00:40:36,780
+thinks that his wife is an object and it's like
+
+539
+00:40:36,780 --> 00:40:41,990
+something that .. a wild horsehe used to be
+
+540
+00:40:41,990 --> 00:40:47,730
+changed and if he cannot tell her what is going to
+
+541
+00:40:47,730 --> 00:40:54,490
+happen he will kill her he kill her exactly so we
+
+542
+00:40:54,490 --> 00:40:58,550
+done here thank you very much hope you enjoyed it
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/l4U8WvX80D4_raw.json b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/l4U8WvX80D4_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..2f123c22b651ed2aaa9950260a5f1f6eb1d5a876
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/l4U8WvX80D4_raw.json
@@ -0,0 +1 @@
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آياتي الذين يتكبرون في الأرض بغير الحق وإن يروا كل آية لا يؤمنوا بها وإن يروا سبيل الرشد لا يتاخدوا سبيلا", "tokens": [4587, 6027, 37279, 6027, 7578, 8608, 10721, 9381, 28480, 18871, 19753, 1829, 9307, 1829, 32545, 9957, 7251, 2655, 4117, 26890, 11536, 8978, 16247, 43042, 4724, 17082, 13546, 21542, 4587, 4032, 28814, 1863, 7251, 2288, 14407, 28242, 19753, 10632, 20193, 7251, 33604, 27842, 14407, 4724, 11296, 4032, 28814, 1863, 7251, 2288, 14407, 8608, 21292, 1211, 34892, 8592, 3215, 20193, 7251, 2655, 47283, 3215, 14407, 8608, 21292, 15040], "avg_logprob": -0.07200326781664322, "compression_ratio": 1.6592592592592592, "no_speech_prob": 1.2516975402832031e-06, "words": [{"start": 210.43, "end": 210.77, "word": "قال", "probability": 0.972900390625}, {"start": 210.77, "end": 211.39, "word": " تعالى", "probability": 0.9627278645833334}, {"start": 211.39, "end": 212.57, "word": " سأصرف", "probability": 0.9110107421875}, {"start": 212.57, "end": 213.01, "word": " عن", "probability": 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So I think the .. the duke doesn't have that because he talks in the other .. in the other lines about her .. her .. his wife. Here we have", "tokens": [3322, 6687, 295, 3647, 13, 407, 286, 519, 264, 4386, 264, 1581, 330, 1177, 380, 362, 300, 570, 415, 6686, 294, 264, 661, 4386, 294, 264, 661, 3876, 466, 720, 4386, 720, 4386, 702, 3836, 13, 1692, 321, 362], "avg_logprob": -0.14736327677965164, "compression_ratio": 1.4188034188034189, "no_speech_prob": 2.181529998779297e-05, "words": [{"start": 646.36, "end": 646.56, "word": "the", "probability": 0.344482421875}, {"start": 646.56, "end": 647.14, "word": " confidence", "probability": 0.9814453125}, {"start": 647.14, "end": 647.48, "word": " of", "probability": 0.9833984375}, {"start": 647.48, "end": 647.92, "word": " himself.", "probability": 0.88427734375}, {"start": 648.16, "end": 648.34, "word": " So", "probability": 0.83447265625}, {"start": 648.34, "end": 649.44, "word": " I", "probability": 0.7021484375}, {"start": 649.44, "end": 649.92, "word": " think", "probability": 0.9609375}, {"start": 649.92, "end": 650.82, "word": " the", "probability": 0.9013671875}, {"start": 650.82, "end": 650.94, "word": " ..", "probability": 0.689453125}, {"start": 650.94, "end": 651.34, "word": " the", "probability": 0.64501953125}, {"start": 651.34, "end": 651.7, "word": " duke", "probability": 0.7293701171875}, {"start": 651.7, "end": 652.1, "word": " doesn't", "probability": 0.97412109375}, {"start": 652.1, "end": 652.38, "word": " have", "probability": 0.97314453125}, {"start": 652.38, "end": 652.72, "word": " that", "probability": 0.9599609375}, {"start": 652.72, "end": 653.18, "word": " because", "probability": 0.9326171875}, {"start": 653.18, "end": 654.1, "word": " he", "probability": 0.9873046875}, {"start": 654.1, "end": 654.52, "word": " talks", "probability": 0.92138671875}, {"start": 654.52, "end": 655.38, "word": " in", "probability": 0.97802734375}, {"start": 655.38, "end": 655.58, "word": " the", "probability": 0.9462890625}, {"start": 655.58, "end": 655.92, "word": " other", "probability": 0.90673828125}, {"start": 655.92, "end": 656.38, "word": " ..", "probability": 0.94482421875}, {"start": 656.38, "end": 656.54, "word": " in", "probability": 0.9384765625}, {"start": 656.54, "end": 656.64, "word": " the", "probability": 0.93310546875}, {"start": 656.64, "end": 656.84, "word": " other", "probability": 0.90771484375}, {"start": 656.84, "end": 657.28, "word": " lines", "probability": 0.96728515625}, {"start": 657.28, "end": 658.06, "word": " about", "probability": 0.931640625}, {"start": 658.06, "end": 658.46, "word": " her", "probability": 0.9541015625}, {"start": 658.46, "end": 658.88, "word": " ..", "probability": 0.9326171875}, {"start": 658.88, "end": 659.04, "word": " her", "probability": 0.8095703125}, {"start": 659.04, "end": 659.2, "word": " ..", "probability": 0.9609375}, {"start": 659.2, "end": 659.42, "word": " his", "probability": 0.9755859375}, {"start": 659.42, "end": 659.78, "word": " wife.", "probability": 0.94970703125}, {"start": 660.56, "end": 661.0, "word": " Here", "probability": 0.8056640625}, {"start": 661.0, "end": 661.58, "word": " we", "probability": 0.9638671875}, {"start": 661.58, "end": 662.14, "word": " have", "probability": 0.9619140625}], "temperature": 1.0}, {"id": 28, "seek": 69205, "start": 662.73, "end": 692.05, "text": "If our love is only a will to .. a will to possess, it is not love. So he .. when he talks about his life .. his wife in the other lines, he talks .. this is .. he tried to possess .. to possess his wife. So this is .. I .. 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Right? So a man with a heart of a dog would consider having a heart as something bad. Wrong, yeah. Something strange. So what do you think about it? What do you think about these lines?", "tokens": [6054, 13, 1779, 30, 407, 257, 587, 365, 257, 1917, 295, 257, 3000, 576, 1949, 1419, 257, 1917, 382, 746, 1578, 13, 28150, 11, 1338, 13, 6595, 5861, 13, 407, 437, 360, 291, 519, 466, 309, 30, 708, 360, 291, 519, 466, 613, 3876, 30], "avg_logprob": -0.2963654956092005, "compression_ratio": 1.450381679389313, "no_speech_prob": 1.0132789611816406e-06, "words": [{"start": 1085.5, "end": 1085.74, "word": "Yes.", "probability": 0.1934814453125}, {"start": 1085.84, "end": 1086.0, "word": " Right?", "probability": 0.434814453125}, {"start": 1086.42, "end": 1086.58, "word": " So", "probability": 0.884765625}, {"start": 1086.58, "end": 1087.08, "word": " a", "probability": 0.93408203125}, {"start": 1087.08, "end": 1087.42, "word": " man", "probability": 0.95166015625}, {"start": 1087.42, "end": 1087.8, "word": " with", "probability": 0.92919921875}, {"start": 1087.8, "end": 1088.24, "word": " a", "probability": 0.40771484375}, {"start": 1088.24, "end": 1088.62, "word": " heart", "probability": 0.95361328125}, {"start": 1088.62, "end": 1088.76, "word": " of", "probability": 0.94091796875}, {"start": 1088.76, "end": 1088.9, "word": " a", "probability": 0.96875}, {"start": 1088.9, "end": 1089.36, "word": " dog", "probability": 0.95458984375}, {"start": 1089.36, "end": 1089.9, "word": " would", "probability": 0.93359375}, {"start": 1089.9, "end": 1090.4, "word": " consider", "probability": 0.92431640625}, {"start": 1090.4, "end": 1090.76, "word": " having", "probability": 0.88818359375}, {"start": 1090.76, "end": 1090.92, "word": " a", "probability": 0.94970703125}, {"start": 1090.92, "end": 1091.16, "word": " heart", "probability": 0.919921875}, {"start": 1091.16, "end": 1091.38, "word": " as", "probability": 0.93408203125}, {"start": 1091.38, "end": 1091.84, "word": " something", "probability": 0.8271484375}, {"start": 1091.84, "end": 1092.5, "word": " bad.", "probability": 0.375732421875}, {"start": 1092.5, "end": 1092.8, "word": " Wrong,", "probability": 0.1297607421875}, {"start": 1092.98, "end": 1093.18, "word": " yeah.", "probability": 0.740234375}, {"start": 1094.16, "end": 1094.64, "word": " Something", "probability": 0.297607421875}, {"start": 1094.64, "end": 1095.3, "word": " strange.", "probability": 0.8212890625}, {"start": 1096.04, "end": 1096.16, "word": " So", "probability": 0.91357421875}, {"start": 1096.16, "end": 1096.34, "word": " what", "probability": 0.947265625}, {"start": 1096.34, "end": 1096.4, "word": " do", "probability": 0.9619140625}, {"start": 1096.4, "end": 1096.5, "word": " you", "probability": 0.97314453125}, {"start": 1096.5, "end": 1096.74, "word": " think", "probability": 0.93115234375}, {"start": 1096.74, "end": 1097.0, "word": " about", "probability": 0.91748046875}, {"start": 1097.0, "end": 1097.18, "word": " it?", "probability": 0.9443359375}, {"start": 1097.6, "end": 1097.92, "word": " What", "probability": 0.91455078125}, {"start": 1097.92, "end": 1098.0, "word": " do", "probability": 0.94775390625}, {"start": 1098.0, "end": 1098.04, "word": " you", "probability": 0.9697265625}, {"start": 1098.04, "end": 1098.18, "word": " think", "probability": 0.92626953125}, {"start": 1098.18, "end": 1098.32, "word": " about", "probability": 0.88720703125}, {"start": 1098.32, "end": 1098.54, "word": " these", "probability": 0.8525390625}, {"start": 1098.54, "end": 1098.82, "word": " lines?", "probability": 0.8916015625}], "temperature": 1.0}, {"id": 47, "seek": 112446, "start": 1104.14, "end": 1124.46, "text": "I think you read it before, so our discussion here is .. I think that it's quite strange to describe someone as too soon made lamb, like what's wrong with being too soon made lamb? That's why he's a psychopath", "tokens": [40, 519, 291, 1401, 309, 949, 11, 370, 527, 5017, 510, 307, 4386, 286, 519, 300, 309, 311, 1596, 5861, 281, 6786, 1580, 382, 886, 2321, 1027, 10097, 11, 411, 437, 311, 2085, 365, 885, 886, 2321, 1027, 10097, 30, 663, 311, 983, 415, 311, 257, 47577], "avg_logprob": -0.3002929575741291, "compression_ratio": 1.4513888888888888, "no_speech_prob": 2.8014183044433594e-06, "words": [{"start": 1104.14, "end": 1104.92, "word": "I", "probability": 0.43359375}, {"start": 1104.92, "end": 1105.7, "word": " think", "probability": 0.9560546875}, {"start": 1105.7, "end": 1106.0, "word": " you", "probability": 0.84130859375}, {"start": 1106.0, "end": 1106.56, "word": " read", "probability": 0.94384765625}, {"start": 1106.56, "end": 1106.76, "word": " it", "probability": 0.96435546875}, {"start": 1106.76, "end": 1107.28, "word": " before,", "probability": 0.8955078125}, {"start": 1107.8, "end": 1107.8, "word": " so", "probability": 0.8017578125}, {"start": 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الحب الحقيقي من نظره نفسه، فكان مثلًا عندما أشخاص يحبوا أو يشاركوا الحب أو .. فقط لم يرغب في القول اتقال الحب لأنه قال أن الأشخاص ليسوا من المفروض أن يتقالوا الحب، انهم من المفروض أن يرفعوا الحب، لأن الحب هو أن ترفع، هو أن تساعد الشخص الأخر", "tokens": [10721, 8315, 5551, 2655, 8848, 37983, 4386, 41850, 5551, 3794, 5172, 3660, 12399, 41850, 20193, 5551, 2655, 8848, 37983, 34892, 26108, 1211, 44381, 3224, 25961, 7251, 2655, 4117, 19528, 18871, 19446, 31439, 21542, 3555, 21542, 38436, 38436, 9154, 8717, 19913, 2288, 3224, 8717, 36178, 3224, 12399, 6156, 41361, 50113, 1211, 14111, 995, 43242, 15042, 5551, 8592, 9778, 33546, 7251, 5016, 3555, 14407, 34051, 7251, 8592, 9640, 4117, 14407, 21542, 3555, 34051, 4386, 6156, 47432, 32767, 7251, 2288, 17082, 3555, 8978, 25062, 12610, 1975, 2655, 4587, 6027, 21542, 3555, 5296, 33456, 3224, 50239, 14739, 16247, 8592, 9778, 33546, 32239, 3794, 14407, 9154, 9673, 5172, 32887, 11242, 14739, 7251, 2655, 4587, 6027, 14407, 21542, 3555, 12399, 16472, 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{"start": 2105.71, "end": 2106.01, "word": " التي", "probability": 0.4228515625}, {"start": 2106.01, "end": 2106.15, "word": " هي", "probability": 0.2435302734375}, {"start": 2106.15, "end": 2106.41, "word": " المفروض", "probability": 0.574951171875}, {"start": 2106.41, "end": 2106.51, "word": " ان", "probability": 0.6357421875}, {"start": 2106.51, "end": 2106.91, "word": " تكون", "probability": 0.687255859375}, {"start": 2106.91, "end": 2107.55, "word": " مثلها", "probability": 0.5870157877604166}, {"start": 2107.55, "end": 2109.47, "word": " انت", "probability": 0.3990478515625}, {"start": 2109.47, "end": 2109.65, "word": " من", "probability": 0.141845703125}, {"start": 2109.65, "end": 2109.99, "word": " المفروض", "probability": 0.92138671875}, {"start": 2109.99, "end": 2110.19, "word": " ان", "probability": 0.72412109375}, {"start": 2110.19, "end": 2110.57, "word": " تعالج", "probability": 0.5817718505859375}, {"start": 2110.57, "end": 2110.69, "word": " في", "probability": 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the love that kills most everything is the love that kills most everything is the love that kills most everything is the love that kills most everything is the love that kills most everything is the love that kills most everything is the love that kills most everything is the love that kills most everything is the love that kills most everything is the love that kills most everything is the love that kills most", "tokens": [40, 1604, 472, 295, 452, 1855, 300, 848, 300, 264, 959, 300, 14563, 1920, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 1203, 307, 264, 959, 300, 14563, 881, 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2458.35, "end": 2458.55, "word": " it", "probability": 0.96728515625}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2461.0598125, "duration_after_vad": 2328.189374999992}
\ No newline at end of file
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/nnS8jS_LdYg_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/nnS8jS_LdYg_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..f7a962a06e76316e5d97acf2b3028ca5cea5392a
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/nnS8jS_LdYg_postprocess.srt
@@ -0,0 +1,1268 @@
+1
+00:00:20,590 --> 00:00:26,550
+بسم الله الرحمن الرحيم Today
+
+2
+00:00:26,550 --> 00:00:30,190
+we are going to start our class by making a quick
+
+3
+00:00:30,190 --> 00:00:35,190
+revision for what we started last time relevant to
+
+4
+00:00:35,190 --> 00:00:42,330
+the methodology of new criticismقلنا في السابع مرة
+
+5
+00:00:42,330 --> 00:00:52,090
+ان طريقتهم ليست مصممة على تفكير إجابات المقالين أو
+
+6
+00:00:52,090 --> 00:00:59,110
+مجتمع الكتابين، إنهم يعتبروا، يصدروا أن إذا كانت
+
+7
+00:00:59,110 --> 00:01:04,800
+الكتابةهي تتعامل مع تصريح للإشعارات الصحيفة تعتبر
+
+8
+00:01:04,800 --> 00:01:09,100
+نوع من خطأ وكانوا يسمون هذا الـ Intentional
+
+9
+00:01:09,100 --> 00:01:14,580
+Fallacy وإذا كنا .. إذا كنا نؤمن أن .. صح؟ التقرير
+
+10
+00:01:14,580 --> 00:01:20,220
+يجب أن يكون تعامل مع .. صح؟ أو مع مجموعة قيم
+
+11
+00:01:20,220 --> 00:01:29,740
+المقررنة نفسه، صح؟ سيكون تعتبر نوع من خطأ مفيدوشيء
+
+12
+00:01:29,740 --> 00:01:37,720
+اكتر من ذلك تيا سيليوت يعتبر الشكل كجزء من المعنى
+
+13
+00:01:37,720 --> 00:01:43,600
+كجزء من المعنى وانه غير مستقل من المحتوى من
+
+14
+00:01:43,600 --> 00:01:52,500
+المحتوى ولذلك برافراز كتابة ليس مناسبة لعنوانها
+
+15
+00:01:52,500 --> 00:01:58,960
+لماذا؟ لأن برافرازdestroys the form which is
+
+16
+00:01:58,960 --> 00:02:01,780
+supposed to be a basic part of the meaning and
+
+17
+00:02:01,780 --> 00:02:04,340
+therefore he called that one that I mean
+
+18
+00:02:04,340 --> 00:02:07,860
+paraphrasing as a kind of a heresy of the
+
+19
+00:02:07,860 --> 00:02:13,500
+paraphrase the heresy of the paraphrase and
+
+20
+00:02:14,640 --> 00:02:18,480
+we usually say that paraphrasing is not equivalent
+
+21
+00:02:18,480 --> 00:02:21,940
+to the meaning but at the same time it helps
+
+22
+00:02:21,940 --> 00:02:27,320
+right؟ and we recommend that you start by by what؟
+
+23
+00:02:27,320 --> 00:02:29,540
+by the first thing which is paraphrasing
+
+24
+00:02:29,540 --> 00:02:36,080
+paraphrasing
+
+25
+00:02:36,080 --> 00:02:39,780
+the meaning of the text right؟ of course this
+
+26
+00:02:39,780 --> 00:02:44,000
+requires what?discussing the first one which is
+
+27
+00:02:44,000 --> 00:02:48,200
+checking the diction right the meaning of the
+
+28
+00:02:48,200 --> 00:02:51,960
+words the word choice the connotations and the
+
+29
+00:02:51,960 --> 00:02:55,680
+denotations right so you will not be able to
+
+30
+00:02:55,680 --> 00:02:59,720
+paraphrase unless you just I mean check the
+
+31
+00:02:59,720 --> 00:03:03,340
+diction the meaning of difficult words their own
+
+32
+00:03:03,340 --> 00:03:07,520
+choice right we explain what do we mean by the
+
+33
+00:03:07,520 --> 00:03:11,650
+word choiceright؟ that why did the poet or the
+
+34
+00:03:11,650 --> 00:03:15,450
+writer or the chose a .. a .. a .. choose a kind
+
+35
+00:03:15,450 --> 00:03:20,410
+of .. or a certain lexical word rather than its
+
+36
+00:03:20,410 --> 00:03:25,190
+synonym for example right? because poetry is
+
+37
+00:03:25,190 --> 00:03:28,990
+characterized by economy and each word is supposed
+
+38
+00:03:28,990 --> 00:03:33,570
+to be deliberately selected deliberately selected
+
+39
+00:03:33,570 --> 00:03:37,550
+and therefore the choice of words is really very
+
+40
+00:03:37,550 --> 00:03:42,370
+importantSo the first thing right to do is to
+
+41
+00:03:42,370 --> 00:03:46,110
+check deduction, the meaning of words, the word
+
+42
+00:03:46,110 --> 00:03:49,880
+choice, connotations and derotationsهذا سيساعدنا
+
+43
+00:03:49,880 --> 00:03:55,600
+في الروحانية للتكتب ولكننا يجب أن نتأكد من أن
+
+44
+00:03:55,600 --> 00:04:00,500
+البرفراز ليس المعنى، أليس كذلك؟ نحن لازم نحتاج
+
+45
+00:04:00,500 --> 00:04:07,600
+أشياء أخرى لنشرحها، لنشرحها، لكي نقول إننا نتبع
+
+46
+00:04:07,600 --> 00:04:14,120
+ميثوقات جديدةحسنًا وإن أجعل الأشياء واضحة ما يعنيه
+
+47
+00:04:14,120 --> 00:04:18,140
+بميثيولوجيا هنا؟ ماهي الطريقة التي يجب أن نفعلها
+
+48
+00:04:18,140 --> 00:04:23,320
+أو نتبعها لتتعامل بأي كتابة كتابة تتبعها، حسنًا؟
+
+49
+00:04:23,320 --> 00:04:30,650
+وإذا أعطيك قطعة عملو بدون تذكر أي شيء عن الكتاب أو
+
+50
+00:04:30,650 --> 00:04:34,470
+الوقت التاريخي أو أي شيء و يجب عليك أن تكتب قصة
+
+51
+00:04:34,470 --> 00:04:40,350
+مهمة عن ذلك أكتراكت صحيح؟ يجب عليك أن تتأكد ان
+
+52
+00:04:40,350 --> 00:04:45,790
+تتبع خطوات الانسان اللي سأشرحه لك صحيح؟ بإضافة إلى
+
+53
+00:04:45,790 --> 00:04:49,970
+ال paraphrasing بإضافة إلى ال paraphrasingالأول هو
+
+54
+00:04:49,970 --> 00:04:56,510
+تحقق مصادر القصة، والثاني هو تكتشف المصادر، وماذا
+
+55
+00:04:56,510 --> 00:05:04,470
+قلنا عن هذا؟ هل هناك أحد يتذكر ما قلنا عن هذا؟
+
+56
+00:05:04,470 --> 00:05:08,990
+أحيانًا يمكن أن يكون لدينا اتجاهين، اتجاهين
+
+57
+00:05:13,840 --> 00:05:18,900
+والقرار الجديد يعتمد على أن في أي مصطلح تجد دو
+
+58
+00:05:18,900 --> 00:05:24,740
+مقالين يعنيعلى سبيل المثال، القصيدة التي سنستخدمها
+
+59
+00:05:24,740 --> 00:05:31,080
+هي My Last Duchess ومن قسمها، نفهم أن القصيدة
+
+60
+00:05:31,080 --> 00:05:37,180
+ستخبرنا بشأن الـ Duchess لكننا نجد أن القصيدة
+
+61
+00:05:37,180 --> 00:05:42,600
+تخبرنا بشكل أكتر بشأن الملك وليس بشأن الـ Duchess
+
+62
+00:05:42,600 --> 00:05:47,280
+ولذلك، هذا مجرد مفاجأة، عرنية، وهذا هو الموضوع
+
+63
+00:05:47,280 --> 00:05:53,500
+الرئيسيمع ذلك، الكلب في القصيدة تحاول أن يشير
+
+64
+00:05:53,500 --> 00:05:58,640
+إلينا أن زوجته كانت مرأة سيئة فرخية، لكن ما
+
+65
+00:05:58,640 --> 00:06:04,520
+رأيناه، رأيناه أن الرجل هو في الواقع الشيطان، وليس
+
+66
+00:06:04,520 --> 00:06:11,940
+المرأةإنها بالضبط مثل أي نوع من المفاجأة أو
+
+67
+00:06:11,940 --> 00:06:16,440
+المفاجأة، بما يكن المفاجأة اللغية أو المفاجأة
+
+68
+00:06:16,440 --> 00:06:23,600
+الوضعية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+69
+00:06:23,600 --> 00:06:23,760
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+70
+00:06:23,760 --> 00:06:24,420
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+71
+00:06:24,420 --> 00:06:26,180
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+72
+00:06:26,180 --> 00:06:27,580
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+73
+00:06:27,580 --> 00:06:33,040
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+74
+00:06:33,040 --> 00:06:39,970
+اللغية أو المفاجأة الدرصحيح؟ هذا سيكون اكتشاف
+
+75
+00:06:39,970 --> 00:06:40,870
+اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف
+
+76
+00:06:40,870 --> 00:06:41,230
+اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف
+
+77
+00:06:41,230 --> 00:06:41,690
+اكتشاف اكتشاف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف
+
+78
+00:06:41,690 --> 00:06:45,770
+اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف
+
+79
+00:06:45,770 --> 00:06:46,010
+اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف
+
+80
+00:06:46,010 --> 00:06:46,370
+اكتشف اكتشف اكتشف اكتشف
+
+81
+00:07:05,700 --> 00:07:06,700
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+82
+00:07:06,700 --> 00:07:06,740
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+83
+00:07:06,740 --> 00:07:07,140
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+84
+00:07:07,140 --> 00:07:07,260
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+85
+00:07:07,260 --> 00:07:08,680
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+86
+00:07:08,680 --> 00:07:09,100
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+87
+00:07:09,100 --> 00:07:09,140
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+88
+00:07:09,140 --> 00:07:10,270
+البرنامج البرنامج البرنامج البرنامج البرنامالكلمات
+
+89
+00:07:10,270 --> 00:07:15,490
+اللي قد تكون لديها مثلا اتنين مقالات ونجب ان نضيف
+
+90
+00:07:15,490 --> 00:07:19,070
+اتنين مقالات لكلمات ونقرر مقالة ما هي مقالة اللي
+
+91
+00:07:19,070 --> 00:07:19,950
+بيبقى موجودة في اللغة اللي بيبقى موجودة في اللغة
+
+92
+00:07:19,950 --> 00:07:21,210
+اللي بيبقى موجودة في اللغة اللي بيبقى موجودة في
+
+93
+00:07:21,210 --> 00:07:21,350
+اللغة اللي بيبقى موجودة في اللغة اللي بيبقى موجودة
+
+94
+00:07:21,350 --> 00:07:24,350
+موجودة في اللغة اللي بيبقى موجودة في اللغة اللي
+
+95
+00:07:24,350 --> 00:07:38,270
+بيبقى موجودة في اللغة اللي بيبقى موجودة
+
+96
+00:07:38,270 --> 00:07:48,280
+في اللغة اللis this ambiguity? yes please right
+
+97
+00:07:48,280 --> 00:07:50,920
+we have to explain the ambiguity within the
+
+98
+00:07:50,920 --> 00:07:56,120
+context yes got it excellent
+
+99
+00:08:03,530 --> 00:08:08,010
+this is on we said ambiguity it might be lexical
+
+100
+00:08:08,010 --> 00:08:11,910
+ambiguity it might be a structural ambiguity it
+
+101
+00:08:11,910 --> 00:08:17,010
+might be a reflexive pronoun ambiguity right and
+
+102
+00:08:17,010 --> 00:08:21,210
+therefore if there is any vague meaning right
+
+103
+00:08:21,210 --> 00:08:23,930
+whether in the structure or in the meaning of the
+
+104
+00:08:23,930 --> 00:08:28,110
+lexicon or in the reflexive pronouns used inside
+
+105
+00:08:28,110 --> 00:08:32,040
+the textWe have to explain them to make them as
+
+106
+00:08:32,040 --> 00:08:37,240
+clear as possible, right? But how to explain them
+
+107
+00:08:37,240 --> 00:08:41,280
+with reference to the context itself, right? We
+
+108
+00:08:41,280 --> 00:08:44,080
+are not supposed to assume things far away from
+
+109
+00:08:44,080 --> 00:08:48,330
+the context, far away from the contextصحيح؟ وقد
+
+110
+00:08:48,330 --> 00:08:52,770
+أعطيتكم مثال آخر مرة عن الانتقام عن الانتقام اللي
+
+111
+00:08:52,770 --> 00:08:58,550
+يجب ان يكون حلو اللي يجب ان يكون حلو حسنا فهذه أول
+
+112
+00:08:58,550 --> 00:09:05,990
+ثلاث خطوات اللي يجب أن نفعلها دكتشن، الانتقام،
+
+113
+00:09:05,990 --> 00:09:11,670
+الانتقام فقط فعلها هكذا دكتشن، الانتقام، الانتقام
+
+114
+00:09:11,670 --> 00:09:18,000
+وكذلكparaphrasing as well as paraphrasing what
+
+115
+00:09:18,000 --> 00:09:23,020
+else should we do according to new criticism well
+
+116
+00:09:23,020 --> 00:09:33,080
+explaining the organic unity of the poem right I
+
+117
+00:09:33,080 --> 00:09:39,060
+repeat again what I explained let's say that we
+
+118
+00:09:39,060 --> 00:09:41,480
+have a poem that consists of three stanzas
+
+119
+00:09:45,410 --> 00:09:49,410
+and a couplet a heroic couplet say this is a
+
+120
+00:09:49,410 --> 00:09:54,750
+sonnet this is a sonnet we have here quatrain and
+
+121
+00:09:54,750 --> 00:09:59,930
+a couplet right so the first stanza is supposed to
+
+122
+00:09:59,930 --> 00:10:05,550
+reflect idea one right and the second stanza
+
+123
+00:10:05,550 --> 00:10:10,770
+reflects idea number two the third stanza it
+
+124
+00:10:10,770 --> 00:10:21,430
+reflects idea number threeوهنا هو الاختصار ماذا
+
+125
+00:10:21,430 --> 00:10:28,530
+يجب أن نفعل في تفسير الوضع الانساني هو ما نسميه
+
+126
+00:10:28,530 --> 00:10:32,790
+الانترالية الوضع الانساني الوضع الانساني الوضع
+
+127
+00:10:32,790 --> 00:10:33,790
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+128
+00:10:33,790 --> 00:10:34,270
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+129
+00:10:34,270 --> 00:10:34,990
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+130
+00:10:34,990 --> 00:10:35,730
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+131
+00:10:35,730 --> 00:10:36,770
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+132
+00:10:36,770 --> 00:10:38,170
+الانساني الوضع الانساني الوضع الانساني
+
+133
+00:10:43,540 --> 00:10:46,940
+right and so on and so forth how idea two is
+
+134
+00:10:46,940 --> 00:10:50,640
+related to idea three and how the conclusion is
+
+135
+00:10:50,640 --> 00:10:55,420
+right concluding the whole thing right usually
+
+136
+00:10:55,420 --> 00:11:02,580
+right in English poetry the first stanza reflects
+
+137
+00:11:02,580 --> 00:11:07,740
+what we call it the single emotion right usually
+
+138
+00:11:07,740 --> 00:11:12,060
+the first stanza is what the single emotion
+
+139
+00:11:19,710 --> 00:11:23,890
+it is exactly like an essay whenever you start an
+
+140
+00:11:23,890 --> 00:11:27,410
+essay you will have a thesis statement you will
+
+141
+00:11:27,410 --> 00:11:30,150
+have a thesis what is the thesis statement
+
+142
+00:11:32,950 --> 00:11:37,430
+yeah it summarizes the major ideas of the whole
+
+143
+00:11:37,430 --> 00:11:41,530
+essay right so the first stanza in poetry we don't
+
+144
+00:11:41,530 --> 00:11:44,770
+say that it is a thesis statement which has ideas
+
+145
+00:11:44,770 --> 00:11:48,490
+but it reflects the single emotion which means the
+
+146
+00:11:48,490 --> 00:11:53,690
+main idea of the whole poem right and stanza two
+
+147
+00:11:53,690 --> 00:11:58,590
+and stanza three usually are further explanation
+
+148
+00:11:58,590 --> 00:12:05,380
+of the single emotionأو فكرة للمشاعر الوحيدة أو
+
+149
+00:12:05,380 --> 00:12:10,880
+مثال للمشاعر الوحيدة، صحيح؟ لذلك يعطي أعصاب أعصاب
+
+150
+00:12:10,880 --> 00:12:17,440
+أعصاب المشاعر الوحيدة الموجودة في الاستنزاف الأول،
+
+151
+00:12:17,440 --> 00:12:22,340
+صحيح؟ والأخير، الأخير مجرد قصة عادية هي نتيجة
+
+152
+00:12:22,340 --> 00:12:30,970
+لجمهور الأفكار، جمهور الأفكاروعندما نتكلم عن هذا
+
+153
+00:12:30,970 --> 00:12:34,810
+التطور العلمي للأفكار، ماذا نسميه؟ نسميه
+
+154
+00:12:34,810 --> 00:12:40,070
+الـOrganic Unity، صحيح؟ المصطلح، البداية، الأوسط
+
+155
+00:12:40,070 --> 00:12:47,590
+والأسفل وكيف هذه الأجزاء مرتبطة مع بعضها البعض هل
+
+156
+00:12:47,590 --> 00:12:53,530
+حصلت على النقطة يا عزيزي؟ جيد، صحيح؟
+
+157
+00:12:53,530 --> 00:13:01,770
+رقم 5Examining the figurative elements of the poem
+
+158
+00:13:01,770 --> 00:13:11,030
+مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا
+
+159
+00:13:11,030 --> 00:13:17,150
+مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا
+
+160
+00:13:17,150 --> 00:13:19,770
+مثلًا مثلًا مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+161
+00:13:19,770 --> 00:13:19,850
+مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+162
+00:13:19,850 --> 00:13:20,250
+مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+163
+00:13:20,250 --> 00:13:23,290
+مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+164
+00:13:23,290 --> 00:13:26,050
+مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+165
+00:13:26,050 --> 00:13:31,440
+مثالتي تسمى
+
+166
+00:13:31,440 --> 00:13:38,820
+Daffodils ولكن ليس من نظر رومانسي ولكن من كلمات
+
+167
+00:13:38,820 --> 00:13:45,740
+وكتابة جديدة ما هي أول شيء يجب أن نفعله؟ نعم، نعم،
+
+168
+00:13:45,740 --> 00:13:48,500
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+169
+00:13:48,500 --> 00:13:48,600
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+170
+00:13:48,600 --> 00:13:49,600
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+171
+00:13:49,600 --> 00:13:49,620
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+172
+00:13:49,620 --> 00:13:50,100
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+173
+00:13:50,100 --> 00:13:56,410
+نعم، نعم، نعم، نعم، نعم، نعملأ عامة، صحيح؟ نعم،
+
+174
+00:13:56,410 --> 00:14:02,690
+نعم، أرجوك تحقق قصة الـ of the poem لتعرف .. انا
+
+175
+00:14:02,690 --> 00:14:08,690
+أقصد معنى الكلمات الصحيحة، ثم لتكتشف المصادق، وهو
+
+176
+00:14:08,690 --> 00:14:13,630
+الـ central tension هل لدينا مصادقة أساسية هنا؟
+
+177
+00:14:13,630 --> 00:14:22,070
+نعم،
+
+178
+00:14:22,070 --> 00:14:26,040
+أرجوك، أشرحwe do have central tension in every
+
+179
+00:14:26,040 --> 00:14:29,020
+poem or in every literary work according to you
+
+180
+00:14:29,020 --> 00:14:32,300
+yes so in the daffodils for example we might
+
+181
+00:14:32,300 --> 00:14:37,580
+explain the conflict in this poem like the word
+
+182
+00:14:37,580 --> 00:14:41,900
+daffodils for example the right meaning of or the
+
+183
+00:14:41,900 --> 00:14:47,340
+dictionary meaning of this word and the like what
+
+184
+00:14:47,340 --> 00:14:51,210
+the whole poem is talking about for exampleالفرق
+
+185
+00:14:51,210 --> 00:14:57,910
+بين الصور التي تظهرها
+
+186
+00:14:57,910 --> 00:15:03,370
+الكهربا في هذه الكتابة نعم، بفضل الله ربما يجب أن
+
+187
+00:15:03,370 --> 00:15:08,650
+نتخيل صورة لأنها في عقلنا لأن هذا سيساعدنا على
+
+188
+00:15:08,650 --> 00:15:15,230
+التعامل بطريقتنا ويقررها بصورة التخيل التي لدينا
+
+189
+00:15:16,140 --> 00:15:20,540
+Okay? What I mean here, we are supposed to explain
+
+190
+00:15:20,540 --> 00:15:25,500
+the sentences, right? And for example, in the
+
+191
+00:15:25,500 --> 00:15:29,560
+first two lines when we discussed the دعفدل
+
+192
+00:15:29,560 --> 00:15:33,900
+according to the romantic theory, we were
+
+193
+00:15:33,900 --> 00:15:38,140
+concerned about the primary imaginations, right?
+
+194
+00:15:38,790 --> 00:15:42,870
+this is what we focused at and on right when we
+
+195
+00:15:42,870 --> 00:15:45,810
+started talking about the daffodils but if I'm
+
+196
+00:15:45,810 --> 00:15:48,570
+going to tackle it from a different perspective
+
+197
+00:15:48,570 --> 00:15:52,830
+new critics perspective I will focus on the simile
+
+198
+00:15:52,830 --> 00:15:59,410
+which is as a clown and try to explain right what
+
+199
+00:15:59,410 --> 00:16:04,250
+are the similarities between the speaker and the
+
+200
+00:16:04,250 --> 00:16:11,400
+clown right andليس أي شيء أخر ليس أي شيء أخر و
+
+201
+00:16:11,400 --> 00:16:16,900
+سأركز على الصورة الصورة صحيح؟ أنا لن أركز على
+
+202
+00:16:16,900 --> 00:16:20,860
+الوحدة بين المجالات الطبيعية لكن سأرى الصورة
+
+203
+00:16:20,860 --> 00:16:22,500
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+204
+00:16:22,500 --> 00:16:23,620
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+205
+00:16:23,620 --> 00:16:23,880
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+206
+00:16:23,880 --> 00:16:25,280
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+207
+00:16:25,280 --> 00:16:26,440
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+208
+00:16:26,440 --> 00:16:26,940
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+209
+00:16:26,940 --> 00:16:27,000
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+210
+00:16:27,000 --> 00:16:32,140
+الصورة الصورة الصورة الصورة الصورة الصورة
+
+211
+00:16:34,910 --> 00:16:41,050
+ولكن الان سنعود ونعرفها مرة أخرى ولكن من .. من ..
+
+212
+00:16:41,050 --> 00:16:43,830
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+213
+00:16:43,830 --> 00:16:43,870
+.. من .. من .. من .. من .. من .. من .. من .. من ..
+
+214
+00:16:43,870 --> 00:16:43,890
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+215
+00:16:43,890 --> 00:16:44,630
+.. من .. من .. من .. من .. من .. من .. من .. من ..
+
+216
+00:16:44,630 --> 00:16:44,950
+.. من .. من .. من .. من .. من .. من .. من .. من ..
+
+217
+00:16:44,950 --> 00:16:49,090
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+218
+00:16:49,090 --> 00:16:50,510
+.. من .. من .. من .. من .. من .. من .. من .. من ..
+
+219
+00:16:50,510 --> 00:16:53,130
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+220
+00:16:53,130 --> 00:16:55,090
+.. من .. من .. من .. من .. من .. من ..
+
+221
+00:16:58,790 --> 00:17:01,170
+right we are going to do this by the way يعني
+
+222
+00:17:01,170 --> 00:17:04,310
+after we make my last touches we are going to
+
+223
+00:17:04,310 --> 00:17:08,390
+explain the daffodils again but from what right
+
+224
+00:17:08,390 --> 00:17:12,770
+from a new critic perspective right so if there is
+
+225
+00:17:12,770 --> 00:17:15,570
+anyone who is really interested in doing that
+
+226
+00:17:15,570 --> 00:17:21,090
+right in a presentation it will be okay right both
+
+227
+00:17:21,090 --> 00:17:24,010
+of you together right
+
+228
+00:17:26,210 --> 00:17:31,390
+both of you together well fine and the last thing
+
+229
+00:17:31,390 --> 00:17:36,410
+right well explaining the prosody what is the
+
+230
+00:17:36,410 --> 00:17:43,930
+meaning of the word prosody versification
+
+231
+00:17:43,930 --> 00:17:48,610
+we call it what right versification what's the
+
+232
+00:17:48,610 --> 00:17:49,610
+meaning of versification
+
+233
+00:17:52,000 --> 00:17:56,000
+yeah that you have to talk about oh right the
+
+234
+00:17:56,000 --> 00:18:02,300
+meter used the number of feet right the rhyming
+
+235
+00:18:02,300 --> 00:18:06,840
+right if it is rhyme and rhyme okay what is the
+
+236
+00:18:06,840 --> 00:18:10,720
+rhyme scheme what is the tone what type of a tone
+
+237
+00:18:10,720 --> 00:18:12,500
+is there right نعم
+
+238
+00:18:15,540 --> 00:18:18,820
+not sound but phrases يعني النظم نظم تبعها
+
+239
+00:18:18,820 --> 00:18:21,580
+diversification we are talking about the meter وز
+
+240
+00:18:21,580 --> 00:18:26,320
+من ال meter؟ البحر البحر الشئ تبعها right we talk
+
+241
+00:18:26,320 --> 00:18:30,900
+about the number of feet وز من ال feet عدد
+
+242
+00:18:30,900 --> 00:18:34,360
+التفعيلة right how many feet do we have in every
+
+243
+00:18:34,360 --> 00:18:39,140
+line did you study this in poetry or not yetthe
+
+244
+00:18:39,140 --> 00:18:43,700
+rhyme scheme the type of the stanza what kind of a
+
+245
+00:18:43,700 --> 00:18:47,740
+stanza is it right? is it a triplet? is it a
+
+246
+00:18:47,740 --> 00:18:50,420
+quatrain? is it a couplet? if it is a couplet is
+
+247
+00:18:50,420 --> 00:18:53,580
+it a heroic couplet or not heroic couplet? why did
+
+248
+00:18:53,580 --> 00:18:57,500
+he choose this stanza for example how does this
+
+249
+00:18:57,500 --> 00:19:00,840
+right form help in explaining the meaning in
+
+250
+00:19:00,840 --> 00:19:05,340
+explaining the meaning right okay for example
+
+251
+00:19:05,340 --> 00:19:06,160
+right
+
+252
+00:19:11,660 --> 00:19:19,320
+in my last lectures we will find that the speaker
+
+253
+00:19:19,320 --> 00:19:27,020
+uses a kind of a stanza which is usually used by
+
+254
+00:19:27,020 --> 00:19:33,240
+in the neoclassical period by the elite by the
+
+255
+00:19:33,240 --> 00:19:40,580
+eliteوالهدف لماذا؟ لأن المتحدث يريد أن يظهر أنه من
+
+256
+00:19:40,580 --> 00:19:49,900
+الجامعة العلوية، صحيح؟ ونجد صحيح؟ أنه لا يعرف ما
+
+257
+00:19:49,900 --> 00:19:54,280
+هي القوانين الخاصة بالكومبوزيشن لهذه الستنزة ولذلك
+
+258
+00:19:54,280 --> 00:20:00,280
+يفعل الكثير من المخطط اللي يظهر أنه ..صحيح؟ هو غير
+
+259
+00:20:00,280 --> 00:20:05,540
+عرفي صحيح؟ لذلك هو يظهر باستخدام نوع هذا التنسيق
+
+260
+00:20:05,540 --> 00:20:11,000
+اللي استخدمه الـ elite لما؟ لتري انه شخص معروف في
+
+261
+00:20:11,000 --> 00:20:16,560
+التعليم واللي هو من السلسلة العلوية لكننا نجد بسبب
+
+262
+00:20:16,560 --> 00:20:20,960
+العديد من الخطوات اللي يفعله في تخطيط نفس التنسيق
+
+263
+00:20:20,960 --> 00:20:26,760
+اللي لايعرفكيف تستخدمه أو كيف تكوّنه، وهو يظهر أنه
+
+264
+00:20:26,760 --> 00:20:31,980
+غير عرفي وهذا موضوع اهتمام يريد أن يظهر أنه معرفي
+
+265
+00:20:31,980 --> 00:20:35,800
+من السلسلة العلوية ولكن الخطوات التي تفعلها في
+
+266
+00:20:35,800 --> 00:20:40,500
+تكوين هذه التنظرات تظهر لنا أنه غير عرفي وليس
+
+267
+00:20:40,500 --> 00:20:46,360
+بالفعل عالمي في استخدام ما؟ في استخدام التنظرات
+
+268
+00:20:46,360 --> 00:20:51,480
+السياسية التي تم استخدائها في الوقت نيو كلاسيكاو
+
+269
+00:20:51,480 --> 00:20:55,820
+it's this is the form which is part of what part
+
+270
+00:20:55,820 --> 00:21:02,570
+of the meaningهذه ايضا اثبات ان حتى الصورة التي
+
+271
+00:21:02,570 --> 00:21:07,870
+استخدمت تشجع جزء من المعنى والذي يساعد التنسيق
+
+272
+00:21:07,870 --> 00:21:10,690
+الرئيسي ماهو التنسيق الرئيسي في my last Duchess؟
+
+273
+00:21:10,690 --> 00:21:14,290
+يريد أن يظهر لنا أن زوجته كانت مجنونة لنا وانت
+
+274
+00:21:14,290 --> 00:21:18,830
+فتاة مجنونة، صحيح؟ لكننا اكتشفنا أنه كان .. صحيح؟
+
+275
+00:21:18,830 --> 00:21:24,070
+المجنون .. صحيح؟ انا أقصد شخصية تشجع نوع من
+
+276
+00:21:24,070 --> 00:21:28,280
+دكتاتورright in .. in .. in the way he deals with
+
+277
+00:21:28,280 --> 00:21:36,200
+his own wife well fine in order to summarize the
+
+278
+00:21:36,200 --> 00:21:41,500
+whole thing rightنحن قادرين على نهاية النظرية
+
+279
+00:21:41,500 --> 00:21:44,800
+نتكلم عن الإعتبارات ونتكلم عن الميثيولوجيا
+
+280
+00:21:44,800 --> 00:21:50,740
+الميثيولوجيا هنا أكتر أسهل بكثير من طريق المثالات
+
+281
+00:21:50,740 --> 00:21:54,920
+السابقة كل ما يجب أن تفعله هو أن تتبع ال6 نقطة
+
+282
+00:21:54,920 --> 00:22:01,580
+تفقد قطعة القصة الانفجار الانفجار تشرح الانتجار
+
+283
+00:22:01,580 --> 00:22:05,480
+الانتجار الانتجار الانتجار الانتجار الانتجار
+
+284
+00:22:05,480 --> 00:22:08,500
+الانتجار الانتجار الانتجار الانتجار الانتجار
+
+285
+00:22:09,560 --> 00:22:14,220
+استخدام الفرصة الصحيحة
+
+286
+00:22:17,270 --> 00:22:22,290
+وانتهينا من نفسي عن نفسي عن نفسي عن نفسي عن نفسي
+
+287
+00:22:22,290 --> 00:22:24,070
+عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+288
+00:22:24,070 --> 00:22:28,850
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+289
+00:22:28,850 --> 00:22:30,230
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+290
+00:22:30,230 --> 00:22:30,670
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+291
+00:22:30,670 --> 00:22:35,210
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+292
+00:22:35,210 --> 00:22:35,230
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+293
+00:22:35,230 --> 00:22:40,690
+نفسي عن
+
+294
+00:22:40,690 --> 00:22:45,460
+نفسrelated to the exam related to the exam if you
+
+295
+00:22:45,460 --> 00:22:48,640
+have any questions about them and we will start
+
+296
+00:22:48,640 --> 00:22:52,380
+the application of my last touches after the
+
+297
+00:22:52,380 --> 00:22:57,160
+midterm right okay so if you have any questions
+
+298
+00:22:57,160 --> 00:23:01,740
+about the exam right just ask but next time I will
+
+299
+00:23:01,740 --> 00:23:09,420
+give you much more idea about it yes all the
+
+300
+00:23:09,420 --> 00:23:13,770
+applications are includedlike will you bring us an
+
+301
+00:23:13,770 --> 00:23:20,930
+extract for example it is possible too yeah there
+
+302
+00:23:20,930 --> 00:23:26,470
+is a possibility to use it yeah not in
+
+303
+00:23:26,470 --> 00:23:32,330
+the midterm but in the final not
+
+304
+00:23:32,330 --> 00:23:37,110
+in the midtermI just wanted to ask you that what
+
+305
+00:23:37,110 --> 00:23:43,050
+is the size of a Oribes as a tragic hero?سرعين؟ I
+
+306
+00:23:43,050 --> 00:23:48,770
+sent them to you, does he know I am? No, no, no.
+
+307
+00:23:49,110 --> 00:23:53,310
+Oribes as a tragic hero? Not even romanticism? لأ,
+
+308
+00:23:53,350 --> 00:23:55,590
+romanticism is passive and not taken too much.
+
+309
+00:23:55,730 --> 00:23:59,690
+Yeah, already and I think I sent them
+
+310
+00:24:02,840 --> 00:24:06,240
+Okay then I'll do it now or when I go to my office
+
+311
+00:24:06,240 --> 00:24:13,340
+خلاص
+
+312
+00:24:13,340 --> 00:24:18,020
+مش تكوني تسأله خلاص يعني هيك اعتبر انه .. next
+
+313
+00:24:18,020 --> 00:24:22,520
+time because you are not ready okay then so we are
+
+314
+00:24:22,520 --> 00:24:25,300
+going to talk about it next time and here we are
+
+315
+00:24:25,300 --> 00:24:27,860
+going to finish our class for today الله يعطيكم
+
+316
+00:24:27,860 --> 00:24:30,700
+الف العافية و نكمل المرة القادمة ان شاء الله عن
+
+317
+00:24:30,700 --> 00:24:31,200
+الامتحان
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/nnS8jS_LdYg_raw.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/nnS8jS_LdYg_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..5605e07831ee176d09e0def80e8c6e054ca09008
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/nnS8jS_LdYg_raw.srt
@@ -0,0 +1,1300 @@
+1
+00:00:20,590 --> 00:00:26,550
+بسم الله الرحمن الرحيم Today
+
+2
+00:00:26,550 --> 00:00:30,190
+we are going to start our class by making a quick
+
+3
+00:00:30,190 --> 00:00:35,190
+revision for what we started last time relevant to
+
+4
+00:00:35,190 --> 00:00:42,330
+the methodology of new criticismقلنا في السابع مرة
+
+5
+00:00:42,330 --> 00:00:52,090
+ان طريقتهم ليست مصممة على تفكير إجابات المقالين أو
+
+6
+00:00:52,090 --> 00:00:59,110
+مجتمع الكتابين، إنهم يعتبروا، يصدروا أن إذا كانت
+
+7
+00:00:59,110 --> 00:01:04,800
+الكتابةهي تتعامل مع تصريح للإشعارات الصحيفة تعتبر
+
+8
+00:01:04,800 --> 00:01:09,100
+نوع من خطأ وكانوا يسمون هذا الـ Intentional
+
+9
+00:01:09,100 --> 00:01:14,580
+Fallacy وإذا كنا .. إذا كنا نؤمن أن .. صح؟ التقرير
+
+10
+00:01:14,580 --> 00:01:20,220
+يجب أن يكون تعامل مع .. صح؟ أو مع مجموعة قيم
+
+11
+00:01:20,220 --> 00:01:29,740
+المقررنة نفسه، صح؟ سيكون تعتبر نوع من خطأ مفيدوشيء
+
+12
+00:01:29,740 --> 00:01:37,720
+اكتر من ذلك تيا سيليوت يعتبر الشكل كجزء من المعنى
+
+13
+00:01:37,720 --> 00:01:43,600
+كجزء من المعنى وانه غير مستقل من المحتوى من
+
+14
+00:01:43,600 --> 00:01:52,500
+المحتوى ولذلك برافراز كتابة ليس مناسبة لعنوانها
+
+15
+00:01:52,500 --> 00:01:58,960
+لماذا؟ لأن برافرازdestroys the form which is
+
+16
+00:01:58,960 --> 00:02:01,780
+supposed to be a basic part of the meaning and
+
+17
+00:02:01,780 --> 00:02:04,340
+therefore he called that one that I mean
+
+18
+00:02:04,340 --> 00:02:07,860
+paraphrasing as a kind of a heresy of the
+
+19
+00:02:07,860 --> 00:02:13,500
+paraphrase the heresy of the paraphrase and
+
+20
+00:02:14,640 --> 00:02:18,480
+we usually say that paraphrasing is not equivalent
+
+21
+00:02:18,480 --> 00:02:21,940
+to the meaning but at the same time it helps
+
+22
+00:02:21,940 --> 00:02:27,320
+right؟ and we recommend that you start by by what؟
+
+23
+00:02:27,320 --> 00:02:29,540
+by the first thing which is paraphrasing
+
+24
+00:02:29,540 --> 00:02:36,080
+paraphrasing
+
+25
+00:02:36,080 --> 00:02:39,780
+the meaning of the text right؟ of course this
+
+26
+00:02:39,780 --> 00:02:44,000
+requires what?discussing the first one which is
+
+27
+00:02:44,000 --> 00:02:48,200
+checking the diction right the meaning of the
+
+28
+00:02:48,200 --> 00:02:51,960
+words the word choice the connotations and the
+
+29
+00:02:51,960 --> 00:02:55,680
+denotations right so you will not be able to
+
+30
+00:02:55,680 --> 00:02:59,720
+paraphrase unless you just I mean check the
+
+31
+00:02:59,720 --> 00:03:03,340
+diction the meaning of difficult words their own
+
+32
+00:03:03,340 --> 00:03:07,520
+choice right we explain what do we mean by the
+
+33
+00:03:07,520 --> 00:03:11,650
+word choiceright؟ that why did the poet or the
+
+34
+00:03:11,650 --> 00:03:15,450
+writer or the chose a .. a .. a .. choose a kind
+
+35
+00:03:15,450 --> 00:03:20,410
+of .. or a certain lexical word rather than its
+
+36
+00:03:20,410 --> 00:03:25,190
+synonym for example right? because poetry is
+
+37
+00:03:25,190 --> 00:03:28,990
+characterized by economy and each word is supposed
+
+38
+00:03:28,990 --> 00:03:33,570
+to be deliberately selected deliberately selected
+
+39
+00:03:33,570 --> 00:03:37,550
+and therefore the choice of words is really very
+
+40
+00:03:37,550 --> 00:03:42,370
+importantSo the first thing right to do is to
+
+41
+00:03:42,370 --> 00:03:46,110
+check deduction, the meaning of words, the word
+
+42
+00:03:46,110 --> 00:03:49,880
+choice, connotations and derotationsهذا سيساعدنا
+
+43
+00:03:49,880 --> 00:03:55,600
+في الروحانية للتكتب ولكننا يجب أن نتأكد من أن
+
+44
+00:03:55,600 --> 00:04:00,500
+البرفراز ليس المعنى، أليس كذلك؟ نحن لازم نحتاج
+
+45
+00:04:00,500 --> 00:04:07,600
+أشياء أخرى لنشرحها، لنشرحها، لكي نقول إننا نتبع
+
+46
+00:04:07,600 --> 00:04:14,120
+ميثوقات جديدةحسنًا وإن أجعل الأشياء واضحة ما يعنيه
+
+47
+00:04:14,120 --> 00:04:18,140
+بميثيولوجيا هنا؟ ماهي الطريقة التي يجب أن نفعلها
+
+48
+00:04:18,140 --> 00:04:23,320
+أو نتبعها لتتعامل بأي كتابة كتابة تتبعها، حسنًا؟
+
+49
+00:04:23,320 --> 00:04:30,650
+وإذا أعطيك قطعة عملو بدون تذكر أي شيء عن الكتاب أو
+
+50
+00:04:30,650 --> 00:04:34,470
+الوقت التاريخي أو أي شيء و يجب عليك أن تكتب قصة
+
+51
+00:04:34,470 --> 00:04:40,350
+مهمة عن ذلك أكتراكت صحيح؟ يجب عليك أن تتأكد ان
+
+52
+00:04:40,350 --> 00:04:45,790
+تتبع خطوات الانسان اللي سأشرحه لك صحيح؟ بإضافة إلى
+
+53
+00:04:45,790 --> 00:04:49,970
+ال paraphrasing بإضافة إلى ال paraphrasingالأول هو
+
+54
+00:04:49,970 --> 00:04:56,510
+تحقق مصادر القصة، والثاني هو تكتشف المصادر، وماذا
+
+55
+00:04:56,510 --> 00:05:04,470
+قلنا عن هذا؟ هل هناك أحد يتذكر ما قلنا عن هذا؟
+
+56
+00:05:04,470 --> 00:05:08,990
+أحيانًا يمكن أن يكون لدينا اتجاهين، اتجاهين
+
+57
+00:05:13,840 --> 00:05:18,900
+والقرار الجديد يعتمد على أن في أي مصطلح تجد دو
+
+58
+00:05:18,900 --> 00:05:24,740
+مقالين يعنيعلى سبيل المثال، القصيدة التي سنستخدمها
+
+59
+00:05:24,740 --> 00:05:31,080
+هي My Last Duchess ومن قسمها، نفهم أن القصيدة
+
+60
+00:05:31,080 --> 00:05:37,180
+ستخبرنا بشأن الـ Duchess لكننا نجد أن القصيدة
+
+61
+00:05:37,180 --> 00:05:42,600
+تخبرنا بشكل أكتر بشأن الملك وليس بشأن الـ Duchess
+
+62
+00:05:42,600 --> 00:05:47,280
+ولذلك، هذا مجرد مفاجأة، عرنية، وهذا هو الموضوع
+
+63
+00:05:47,280 --> 00:05:53,500
+الرئيسيمع ذلك، الكلب في القصيدة تحاول أن يشير
+
+64
+00:05:53,500 --> 00:05:58,640
+إلينا أن زوجته كانت مرأة سيئة فرخية، لكن ما
+
+65
+00:05:58,640 --> 00:06:04,520
+رأيناه، رأيناه أن الرجل هو في الواقع الشيطان، وليس
+
+66
+00:06:04,520 --> 00:06:11,940
+المرأةإنها بالضبط مثل أي نوع من المفاجأة أو
+
+67
+00:06:11,940 --> 00:06:16,440
+المفاجأة، بما يكن المفاجأة اللغية أو المفاجأة
+
+68
+00:06:16,440 --> 00:06:23,600
+الوضعية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+69
+00:06:23,600 --> 00:06:23,760
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+70
+00:06:23,760 --> 00:06:23,760
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+71
+00:06:23,760 --> 00:06:24,420
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+72
+00:06:24,420 --> 00:06:26,180
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+73
+00:06:26,180 --> 00:06:27,580
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+74
+00:06:27,580 --> 00:06:33,040
+اللغية أو المفاجأة الدراماتية، بما يكن المفاجأة
+
+75
+00:06:33,040 --> 00:06:39,970
+اللغية أو المفاجأة الدرصحيح؟ هذا سيكون اكتشاف
+
+76
+00:06:39,970 --> 00:06:40,870
+اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف
+
+77
+00:06:40,870 --> 00:06:41,230
+اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف اكتشاف
+
+78
+00:06:41,230 --> 00:06:41,690
+اكتشاف اكتشاف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف
+
+79
+00:06:41,690 --> 00:06:45,770
+اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف
+
+80
+00:06:45,770 --> 00:06:46,010
+اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف اكتشف
+
+81
+00:06:46,010 --> 00:06:46,370
+اكتشف اكتشف اكتشف اكتشف
+
+82
+00:07:05,700 --> 00:07:06,700
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+83
+00:07:06,700 --> 00:07:06,740
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+84
+00:07:06,740 --> 00:07:07,140
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+85
+00:07:07,140 --> 00:07:07,260
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+86
+00:07:07,260 --> 00:07:08,680
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+87
+00:07:08,680 --> 00:07:09,100
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+88
+00:07:09,100 --> 00:07:09,100
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+89
+00:07:09,100 --> 00:07:09,140
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+90
+00:07:09,140 --> 00:07:10,270
+البرنامج البرنامج البرنامج البرنامج البرنامالكلمات
+
+91
+00:07:10,270 --> 00:07:15,490
+اللي قد تكون لديها مثلا اتنين مقالات ونجب ان نضيف
+
+92
+00:07:15,490 --> 00:07:19,070
+اتنين مقالات لكلمات ونقرر مقالة ما هي مقالة اللي
+
+93
+00:07:19,070 --> 00:07:19,950
+بيبقى موجودة في اللغة اللي بيبقى موجودة في اللغة
+
+94
+00:07:19,950 --> 00:07:21,210
+اللي بيبقى موجودة في اللغة اللي بيبقى موجودة في
+
+95
+00:07:21,210 --> 00:07:21,350
+اللغة اللي بيبقى موجودة في اللغة اللي بيبقى موجودة
+
+96
+00:07:21,350 --> 00:07:21,350
+في اللغة اللي بيبقى موجودة في اللغة اللي بيبقى
+
+97
+00:07:21,350 --> 00:07:24,350
+موجودة في اللغة اللي بيبقى موجودة في اللغة اللي
+
+98
+00:07:24,350 --> 00:07:38,270
+بيبقى موجودة في اللغة اللي بيبقى موجودة
+
+99
+00:07:38,270 --> 00:07:48,280
+في اللغة اللis this ambiguity? yes please right
+
+100
+00:07:48,280 --> 00:07:50,920
+we have to explain the ambiguity within the
+
+101
+00:07:50,920 --> 00:07:56,120
+context yes got it excellent
+
+102
+00:08:03,530 --> 00:08:08,010
+this is on we said ambiguity it might be lexical
+
+103
+00:08:08,010 --> 00:08:11,910
+ambiguity it might be a structural ambiguity it
+
+104
+00:08:11,910 --> 00:08:17,010
+might be a reflexive pronoun ambiguity right and
+
+105
+00:08:17,010 --> 00:08:21,210
+therefore if there is any vague meaning right
+
+106
+00:08:21,210 --> 00:08:23,930
+whether in the structure or in the meaning of the
+
+107
+00:08:23,930 --> 00:08:28,110
+lexicon or in the reflexive pronouns used inside
+
+108
+00:08:28,110 --> 00:08:32,040
+the textWe have to explain them to make them as
+
+109
+00:08:32,040 --> 00:08:37,240
+clear as possible, right? But how to explain them
+
+110
+00:08:37,240 --> 00:08:41,280
+with reference to the context itself, right? We
+
+111
+00:08:41,280 --> 00:08:44,080
+are not supposed to assume things far away from
+
+112
+00:08:44,080 --> 00:08:48,330
+the context, far away from the contextصحيح؟ وقد
+
+113
+00:08:48,330 --> 00:08:52,770
+أعطيتكم مثال آخر مرة عن الانتقام عن الانتقام اللي
+
+114
+00:08:52,770 --> 00:08:58,550
+يجب ان يكون حلو اللي يجب ان يكون حلو حسنا فهذه أول
+
+115
+00:08:58,550 --> 00:09:05,990
+ثلاث خطوات اللي يجب أن نفعلها دكتشن، الانتقام،
+
+116
+00:09:05,990 --> 00:09:11,670
+الانتقام فقط فعلها هكذا دكتشن، الانتقام، الانتقام
+
+117
+00:09:11,670 --> 00:09:18,000
+وكذلكparaphrasing as well as paraphrasing what
+
+118
+00:09:18,000 --> 00:09:23,020
+else should we do according to new criticism well
+
+119
+00:09:23,020 --> 00:09:33,080
+explaining the organic unity of the poem right I
+
+120
+00:09:33,080 --> 00:09:39,060
+repeat again what I explained let's say that we
+
+121
+00:09:39,060 --> 00:09:41,480
+have a poem that consists of three stanzas
+
+122
+00:09:45,410 --> 00:09:49,410
+and a couplet a heroic couplet say this is a
+
+123
+00:09:49,410 --> 00:09:54,750
+sonnet this is a sonnet we have here quatrain and
+
+124
+00:09:54,750 --> 00:09:59,930
+a couplet right so the first stanza is supposed to
+
+125
+00:09:59,930 --> 00:10:05,550
+reflect idea one right and the second stanza
+
+126
+00:10:05,550 --> 00:10:10,770
+reflects idea number two the third stanza it
+
+127
+00:10:10,770 --> 00:10:21,430
+reflects idea number threeوهنا هو الاختصار ماذا
+
+128
+00:10:21,430 --> 00:10:28,530
+يجب أن نفعل في تفسير الوضع الانساني هو ما نسميه
+
+129
+00:10:28,530 --> 00:10:32,790
+الانترالية الوضع الانساني الوضع الانساني الوضع
+
+130
+00:10:32,790 --> 00:10:33,790
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+131
+00:10:33,790 --> 00:10:34,270
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+132
+00:10:34,270 --> 00:10:34,990
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+133
+00:10:34,990 --> 00:10:35,730
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+134
+00:10:35,730 --> 00:10:36,770
+الانساني الوضع الانساني الوضع الانساني الوضع
+
+135
+00:10:36,770 --> 00:10:38,170
+الانساني الوضع الانساني الوضع الانساني
+
+136
+00:10:43,540 --> 00:10:46,940
+right and so on and so forth how idea two is
+
+137
+00:10:46,940 --> 00:10:50,640
+related to idea three and how the conclusion is
+
+138
+00:10:50,640 --> 00:10:55,420
+right concluding the whole thing right usually
+
+139
+00:10:55,420 --> 00:11:02,580
+right in English poetry the first stanza reflects
+
+140
+00:11:02,580 --> 00:11:07,740
+what we call it the single emotion right usually
+
+141
+00:11:07,740 --> 00:11:12,060
+the first stanza is what the single emotion
+
+142
+00:11:19,710 --> 00:11:23,890
+it is exactly like an essay whenever you start an
+
+143
+00:11:23,890 --> 00:11:27,410
+essay you will have a thesis statement you will
+
+144
+00:11:27,410 --> 00:11:30,150
+have a thesis what is the thesis statement
+
+145
+00:11:32,950 --> 00:11:37,430
+yeah it summarizes the major ideas of the whole
+
+146
+00:11:37,430 --> 00:11:41,530
+essay right so the first stanza in poetry we don't
+
+147
+00:11:41,530 --> 00:11:44,770
+say that it is a thesis statement which has ideas
+
+148
+00:11:44,770 --> 00:11:48,490
+but it reflects the single emotion which means the
+
+149
+00:11:48,490 --> 00:11:53,690
+main idea of the whole poem right and stanza two
+
+150
+00:11:53,690 --> 00:11:58,590
+and stanza three usually are further explanation
+
+151
+00:11:58,590 --> 00:12:05,380
+of the single emotionأو فكرة للمشاعر الوحيدة أو
+
+152
+00:12:05,380 --> 00:12:10,880
+مثال للمشاعر الوحيدة، صحيح؟ لذلك يعطي أعصاب أعصاب
+
+153
+00:12:10,880 --> 00:12:17,440
+أعصاب المشاعر الوحيدة الموجودة في الاستنزاف الأول،
+
+154
+00:12:17,440 --> 00:12:22,340
+صحيح؟ والأخير، الأخير مجرد قصة عادية هي نتيجة
+
+155
+00:12:22,340 --> 00:12:30,970
+لجمهور الأفكار، جمهور الأفكاروعندما نتكلم عن هذا
+
+156
+00:12:30,970 --> 00:12:34,810
+التطور العلمي للأفكار، ماذا نسميه؟ نسميه
+
+157
+00:12:34,810 --> 00:12:40,070
+الـOrganic Unity، صحيح؟ المصطلح، البداية، الأوسط
+
+158
+00:12:40,070 --> 00:12:47,590
+والأسفل وكيف هذه الأجزاء مرتبطة مع بعضها البعض هل
+
+159
+00:12:47,590 --> 00:12:53,530
+حصلت على النقطة يا عزيزي؟ جيد، صحيح؟
+
+160
+00:12:53,530 --> 00:13:01,770
+رقم 5Examining the figurative elements of the poem
+
+161
+00:13:01,770 --> 00:13:11,030
+مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا
+
+162
+00:13:11,030 --> 00:13:17,150
+مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا مثلًا
+
+163
+00:13:17,150 --> 00:13:19,770
+مثلًا مثلًا مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+164
+00:13:19,770 --> 00:13:19,850
+مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+165
+00:13:19,850 --> 00:13:20,250
+مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+166
+00:13:20,250 --> 00:13:23,290
+مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+167
+00:13:23,290 --> 00:13:26,050
+مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن مثلن
+
+168
+00:13:26,050 --> 00:13:31,440
+مثالتي تسمى
+
+169
+00:13:31,440 --> 00:13:38,820
+Daffodils ولكن ليس من نظر رومانسي ولكن من كلمات
+
+170
+00:13:38,820 --> 00:13:45,740
+وكتابة جديدة ما هي أول شيء يجب أن نفعله؟ نعم، نعم،
+
+171
+00:13:45,740 --> 00:13:48,500
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+172
+00:13:48,500 --> 00:13:48,600
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+173
+00:13:48,600 --> 00:13:49,600
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+174
+00:13:49,600 --> 00:13:49,620
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+175
+00:13:49,620 --> 00:13:50,100
+نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم، نعم،
+
+176
+00:13:50,100 --> 00:13:56,410
+نعم، نعم، نعم، نعم، نعم، نعملأ عامة، صحيح؟ نعم،
+
+177
+00:13:56,410 --> 00:14:02,690
+نعم، أرجوك تحقق قصة الـ of the poem لتعرف .. انا
+
+178
+00:14:02,690 --> 00:14:08,690
+أقصد معنى الكلمات الصحيحة، ثم لتكتشف المصادق، وهو
+
+179
+00:14:08,690 --> 00:14:13,630
+الـ central tension هل لدينا مصادقة أساسية هنا؟
+
+180
+00:14:13,630 --> 00:14:22,070
+نعم،
+
+181
+00:14:22,070 --> 00:14:26,040
+أرجوك، أشرحwe do have central tension in every
+
+182
+00:14:26,040 --> 00:14:29,020
+poem or in every literary work according to you
+
+183
+00:14:29,020 --> 00:14:32,300
+yes so in the daffodils for example we might
+
+184
+00:14:32,300 --> 00:14:37,580
+explain the conflict in this poem like the word
+
+185
+00:14:37,580 --> 00:14:41,900
+daffodils for example the right meaning of or the
+
+186
+00:14:41,900 --> 00:14:47,340
+dictionary meaning of this word and the like what
+
+187
+00:14:47,340 --> 00:14:51,210
+the whole poem is talking about for exampleالفرق
+
+188
+00:14:51,210 --> 00:14:57,910
+بين الصور التي تظهرها
+
+189
+00:14:57,910 --> 00:15:03,370
+الكهربا في هذه الكتابة نعم، بفضل الله ربما يجب أن
+
+190
+00:15:03,370 --> 00:15:08,650
+نتخيل صورة لأنها في عقلنا لأن هذا سيساعدنا على
+
+191
+00:15:08,650 --> 00:15:15,230
+التعامل بطريقتنا ويقررها بصورة التخيل التي لدينا
+
+192
+00:15:16,140 --> 00:15:20,540
+Okay? What I mean here, we are supposed to explain
+
+193
+00:15:20,540 --> 00:15:25,500
+the sentences, right? And for example, in the
+
+194
+00:15:25,500 --> 00:15:29,560
+first two lines when we discussed the دعفدل
+
+195
+00:15:29,560 --> 00:15:33,900
+according to the romantic theory, we were
+
+196
+00:15:33,900 --> 00:15:38,140
+concerned about the primary imaginations, right?
+
+197
+00:15:38,790 --> 00:15:42,870
+this is what we focused at and on right when we
+
+198
+00:15:42,870 --> 00:15:45,810
+started talking about the daffodils but if I'm
+
+199
+00:15:45,810 --> 00:15:48,570
+going to tackle it from a different perspective
+
+200
+00:15:48,570 --> 00:15:52,830
+new critics perspective I will focus on the simile
+
+201
+00:15:52,830 --> 00:15:59,410
+which is as a clown and try to explain right what
+
+202
+00:15:59,410 --> 00:16:04,250
+are the similarities between the speaker and the
+
+203
+00:16:04,250 --> 00:16:11,400
+clown right andليس أي شيء أخر ليس أي شيء أخر و
+
+204
+00:16:11,400 --> 00:16:16,900
+سأركز على الصورة الصورة صحيح؟ أنا لن أركز على
+
+205
+00:16:16,900 --> 00:16:20,860
+الوحدة بين المجالات الطبيعية لكن سأرى الصورة
+
+206
+00:16:20,860 --> 00:16:22,500
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+207
+00:16:22,500 --> 00:16:23,620
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+208
+00:16:23,620 --> 00:16:23,880
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+209
+00:16:23,880 --> 00:16:25,280
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+210
+00:16:25,280 --> 00:16:26,440
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+211
+00:16:26,440 --> 00:16:26,940
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+212
+00:16:26,940 --> 00:16:27,000
+الصورة الصورة الصورة الصورة الصورة الصورة الصورة
+
+213
+00:16:27,000 --> 00:16:32,140
+الصورة الصورة الصورة الصورة الصورة الصورة
+
+214
+00:16:34,910 --> 00:16:41,050
+ولكن الان سنعود ونعرفها مرة أخرى ولكن من .. من ..
+
+215
+00:16:41,050 --> 00:16:43,830
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+216
+00:16:43,830 --> 00:16:43,830
+.. من .. من .. من .. من .. من .. من .. من .. من ..
+
+217
+00:16:43,830 --> 00:16:43,830
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+218
+00:16:43,830 --> 00:16:43,870
+.. من .. من .. من .. من .. من .. من .. من .. من ..
+
+219
+00:16:43,870 --> 00:16:43,890
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+220
+00:16:43,890 --> 00:16:44,630
+.. من .. من .. من .. من .. من .. من .. من .. من ..
+
+221
+00:16:44,630 --> 00:16:44,630
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+222
+00:16:44,630 --> 00:16:44,950
+.. من .. من .. من .. من .. من .. من .. من .. من ..
+
+223
+00:16:44,950 --> 00:16:49,090
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+224
+00:16:49,090 --> 00:16:50,510
+.. من .. من .. من .. من .. من .. من .. من .. من ..
+
+225
+00:16:50,510 --> 00:16:53,130
+من .. من .. من .. من .. من .. من .. من .. من .. من
+
+226
+00:16:53,130 --> 00:16:55,090
+.. من .. من .. من .. من .. من .. من ..
+
+227
+00:16:58,790 --> 00:17:01,170
+right we are going to do this by the way يعني
+
+228
+00:17:01,170 --> 00:17:04,310
+after we make my last touches we are going to
+
+229
+00:17:04,310 --> 00:17:08,390
+explain the daffodils again but from what right
+
+230
+00:17:08,390 --> 00:17:12,770
+from a new critic perspective right so if there is
+
+231
+00:17:12,770 --> 00:17:15,570
+anyone who is really interested in doing that
+
+232
+00:17:15,570 --> 00:17:21,090
+right in a presentation it will be okay right both
+
+233
+00:17:21,090 --> 00:17:24,010
+of you together right
+
+234
+00:17:26,210 --> 00:17:31,390
+both of you together well fine and the last thing
+
+235
+00:17:31,390 --> 00:17:36,410
+right well explaining the prosody what is the
+
+236
+00:17:36,410 --> 00:17:43,930
+meaning of the word prosody versification
+
+237
+00:17:43,930 --> 00:17:48,610
+we call it what right versification what's the
+
+238
+00:17:48,610 --> 00:17:49,610
+meaning of versification
+
+239
+00:17:52,000 --> 00:17:56,000
+yeah that you have to talk about oh right the
+
+240
+00:17:56,000 --> 00:18:02,300
+meter used the number of feet right the rhyming
+
+241
+00:18:02,300 --> 00:18:06,840
+right if it is rhyme and rhyme okay what is the
+
+242
+00:18:06,840 --> 00:18:10,720
+rhyme scheme what is the tone what type of a tone
+
+243
+00:18:10,720 --> 00:18:12,500
+is there right نعم
+
+244
+00:18:15,540 --> 00:18:18,820
+not sound but phrases يعني النظم نظم تبعها
+
+245
+00:18:18,820 --> 00:18:21,580
+diversification we are talking about the meter وز
+
+246
+00:18:21,580 --> 00:18:26,320
+من ال meter؟ البحر البحر الشئ تبعها right we talk
+
+247
+00:18:26,320 --> 00:18:30,900
+about the number of feet وز من ال feet عدد
+
+248
+00:18:30,900 --> 00:18:34,360
+التفعيلة right how many feet do we have in every
+
+249
+00:18:34,360 --> 00:18:39,140
+line did you study this in poetry or not yetthe
+
+250
+00:18:39,140 --> 00:18:43,700
+rhyme scheme the type of the stanza what kind of a
+
+251
+00:18:43,700 --> 00:18:47,740
+stanza is it right? is it a triplet? is it a
+
+252
+00:18:47,740 --> 00:18:50,420
+quatrain? is it a couplet? if it is a couplet is
+
+253
+00:18:50,420 --> 00:18:53,580
+it a heroic couplet or not heroic couplet? why did
+
+254
+00:18:53,580 --> 00:18:57,500
+he choose this stanza for example how does this
+
+255
+00:18:57,500 --> 00:19:00,840
+right form help in explaining the meaning in
+
+256
+00:19:00,840 --> 00:19:05,340
+explaining the meaning right okay for example
+
+257
+00:19:05,340 --> 00:19:06,160
+right
+
+258
+00:19:11,660 --> 00:19:19,320
+in my last lectures we will find that the speaker
+
+259
+00:19:19,320 --> 00:19:27,020
+uses a kind of a stanza which is usually used by
+
+260
+00:19:27,020 --> 00:19:33,240
+in the neoclassical period by the elite by the
+
+261
+00:19:33,240 --> 00:19:40,580
+eliteوالهدف لماذا؟ لأن المتحدث يريد أن يظهر أنه من
+
+262
+00:19:40,580 --> 00:19:49,900
+الجامعة العلوية، صحيح؟ ونجد صحيح؟ أنه لا يعرف ما
+
+263
+00:19:49,900 --> 00:19:54,280
+هي القوانين الخاصة بالكومبوزيشن لهذه الستنزة ولذلك
+
+264
+00:19:54,280 --> 00:20:00,280
+يفعل الكثير من المخطط اللي يظهر أنه ..صحيح؟ هو غير
+
+265
+00:20:00,280 --> 00:20:05,540
+عرفي صحيح؟ لذلك هو يظهر باستخدام نوع هذا التنسيق
+
+266
+00:20:05,540 --> 00:20:11,000
+اللي استخدمه الـ elite لما؟ لتري انه شخص معروف في
+
+267
+00:20:11,000 --> 00:20:16,560
+التعليم واللي هو من السلسلة العلوية لكننا نجد بسبب
+
+268
+00:20:16,560 --> 00:20:20,960
+العديد من الخطوات اللي يفعله في تخطيط نفس التنسيق
+
+269
+00:20:20,960 --> 00:20:26,760
+اللي لايعرفكيف تستخدمه أو كيف تكوّنه، وهو يظهر أنه
+
+270
+00:20:26,760 --> 00:20:31,980
+غير عرفي وهذا موضوع اهتمام يريد أن يظهر أنه معرفي
+
+271
+00:20:31,980 --> 00:20:35,800
+من السلسلة العلوية ولكن الخطوات التي تفعلها في
+
+272
+00:20:35,800 --> 00:20:40,500
+تكوين هذه التنظرات تظهر لنا أنه غير عرفي وليس
+
+273
+00:20:40,500 --> 00:20:46,360
+بالفعل عالمي في استخدام ما؟ في استخدام التنظرات
+
+274
+00:20:46,360 --> 00:20:51,480
+السياسية التي تم استخدائها في الوقت نيو كلاسيكاو
+
+275
+00:20:51,480 --> 00:20:55,820
+it's this is the form which is part of what part
+
+276
+00:20:55,820 --> 00:21:02,570
+of the meaningهذه ايضا اثبات ان حتى الصورة التي
+
+277
+00:21:02,570 --> 00:21:07,870
+استخدمت تشجع جزء من المعنى والذي يساعد التنسيق
+
+278
+00:21:07,870 --> 00:21:10,690
+الرئيسي ماهو التنسيق الرئيسي في my last Duchess؟
+
+279
+00:21:10,690 --> 00:21:14,290
+يريد أن يظهر لنا أن زوجته كانت مجنونة لنا وانت
+
+280
+00:21:14,290 --> 00:21:18,830
+فتاة مجنونة، صحيح؟ لكننا اكتشفنا أنه كان .. صحيح؟
+
+281
+00:21:18,830 --> 00:21:24,070
+المجنون .. صحيح؟ انا أقصد شخصية تشجع نوع من
+
+282
+00:21:24,070 --> 00:21:28,280
+دكتاتورright in .. in .. in the way he deals with
+
+283
+00:21:28,280 --> 00:21:36,200
+his own wife well fine in order to summarize the
+
+284
+00:21:36,200 --> 00:21:41,500
+whole thing rightنحن قادرين على نهاية النظرية
+
+285
+00:21:41,500 --> 00:21:44,800
+نتكلم عن الإعتبارات ونتكلم عن الميثيولوجيا
+
+286
+00:21:44,800 --> 00:21:50,740
+الميثيولوجيا هنا أكتر أسهل بكثير من طريق المثالات
+
+287
+00:21:50,740 --> 00:21:54,920
+السابقة كل ما يجب أن تفعله هو أن تتبع ال6 نقطة
+
+288
+00:21:54,920 --> 00:22:01,580
+تفقد قطعة القصة الانفجار الانفجار تشرح الانتجار
+
+289
+00:22:01,580 --> 00:22:05,480
+الانتجار الانتجار الانتجار الانتجار الانتجار
+
+290
+00:22:05,480 --> 00:22:08,500
+الانتجار الانتجار الانتجار الانتجار الانتجار
+
+291
+00:22:09,560 --> 00:22:14,220
+استخدام الفرصة الصحيحة
+
+292
+00:22:17,270 --> 00:22:22,290
+وانتهينا من نفسي عن نفسي عن نفسي عن نفسي عن نفسي
+
+293
+00:22:22,290 --> 00:22:24,070
+عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+294
+00:22:24,070 --> 00:22:28,850
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+295
+00:22:28,850 --> 00:22:30,230
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+296
+00:22:30,230 --> 00:22:30,670
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+297
+00:22:30,670 --> 00:22:30,670
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+298
+00:22:30,670 --> 00:22:35,210
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+299
+00:22:35,210 --> 00:22:35,230
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+300
+00:22:35,230 --> 00:22:35,230
+نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن نفسي عن
+
+301
+00:22:35,230 --> 00:22:40,690
+نفسي عن
+
+302
+00:22:40,690 --> 00:22:45,460
+نفسrelated to the exam related to the exam if you
+
+303
+00:22:45,460 --> 00:22:48,640
+have any questions about them and we will start
+
+304
+00:22:48,640 --> 00:22:52,380
+the application of my last touches after the
+
+305
+00:22:52,380 --> 00:22:57,160
+midterm right okay so if you have any questions
+
+306
+00:22:57,160 --> 00:23:01,740
+about the exam right just ask but next time I will
+
+307
+00:23:01,740 --> 00:23:09,420
+give you much more idea about it yes all the
+
+308
+00:23:09,420 --> 00:23:13,770
+applications are includedlike will you bring us an
+
+309
+00:23:13,770 --> 00:23:20,930
+extract for example it is possible too yeah there
+
+310
+00:23:20,930 --> 00:23:26,470
+is a possibility to use it yeah not in
+
+311
+00:23:26,470 --> 00:23:32,330
+the midterm but in the final not
+
+312
+00:23:32,330 --> 00:23:37,110
+in the midtermI just wanted to ask you that what
+
+313
+00:23:37,110 --> 00:23:43,050
+is the size of a Oribes as a tragic hero?سرعين؟ I
+
+314
+00:23:43,050 --> 00:23:48,770
+sent them to you, does he know I am? No, no, no.
+
+315
+00:23:49,110 --> 00:23:53,310
+Oribes as a tragic hero? Not even romanticism? لأ,
+
+316
+00:23:53,350 --> 00:23:55,590
+romanticism is passive and not taken too much.
+
+317
+00:23:55,730 --> 00:23:59,690
+Yeah, already and I think I sent them
+
+318
+00:24:02,840 --> 00:24:06,240
+Okay then I'll do it now or when I go to my office
+
+319
+00:24:06,240 --> 00:24:13,340
+خلاص
+
+320
+00:24:13,340 --> 00:24:18,020
+مش تكوني تسأله خلاص يعني هيك اعتبر انه .. next
+
+321
+00:24:18,020 --> 00:24:22,520
+time because you are not ready okay then so we are
+
+322
+00:24:22,520 --> 00:24:25,300
+going to talk about it next time and here we are
+
+323
+00:24:25,300 --> 00:24:27,860
+going to finish our class for today الله يعطيكم
+
+324
+00:24:27,860 --> 00:24:30,700
+الف العافية و نكمل المرة القادمة ان شاء الله عن
+
+325
+00:24:30,700 --> 00:24:31,200
+الامتحان
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/tRSOR49ETUk_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/tRSOR49ETUk_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..e978e7b83d6a351cda3b879dde8246fb17bde6d9
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/tRSOR49ETUk_postprocess.srt
@@ -0,0 +1,2144 @@
+1
+00:00:20,720 --> 00:00:25,660
+بسم الله الرحمن الرحيم how
+
+2
+00:00:25,660 --> 00:00:29,320
+are you sisters? fine how was your weekend? nice
+
+3
+00:00:29,320 --> 00:00:36,850
+how did you spend it? good wowسنبدأ دراساتنا اليوم
+
+4
+00:00:36,850 --> 00:00:42,230
+إن شاء الله وكل ما سنأخذه هو استخدام ثانوي على
+
+5
+00:00:42,230 --> 00:00:46,730
+الرومانسيزم، لقد تحدثنا عن واحدة من الاستخدامات
+
+6
+00:00:46,730 --> 00:00:51,910
+وهو الـ solitary reaper، اليوم اتنين من أخونا
+
+7
+00:00:51,910 --> 00:01:00,990
+سنشرح الـdaffodils، نتمنىإنهم سيفعلوا مقدمة جيدة
+
+8
+00:01:00,990 --> 00:01:08,890
+لتريكك كيف يمكننا تطبيق القصص الرومانية على أعمال
+
+9
+00:01:08,890 --> 00:01:15,510
+كتبية هذه القصة ستكون مضمونة في الجامعة أيضًا في
+
+10
+00:01:15,510 --> 00:01:21,790
+كلمات أخرى هذا سيكون أخر عمل مضمون في الجامعة بعد
+
+11
+00:01:21,790 --> 00:01:28,620
+ذلك لن يكون مضمونإذا كنت تشعر أنك لا تفهم، أرجوك
+
+12
+00:01:28,620 --> 00:01:33,020
+أسأل المقابلينإذا لم يتمكنوا من إجابتك، سأقوم
+
+13
+00:01:33,020 --> 00:01:37,480
+بذلك، حسنا؟ لذلك، أكثر من الممكن أنهم سيذهبون
+
+14
+00:01:37,480 --> 00:01:41,920
+لتقديم تقديم جيد جدًا، كما أتوقع، لكن في أي حالة
+
+15
+00:01:41,920 --> 00:01:47,280
+تشعر أنك تريد أن تضيف، أو تريد أن تسأل، لا تقلق،
+
+16
+00:01:47,280 --> 00:01:52,680
+اضغط على مشاركتك الصحيحة، كما أن تسأل أي سؤال، لكي
+
+17
+00:01:52,680 --> 00:01:58,090
+تتأكد أنك تفهم هذه التطبيقات جيدًاسوف نعطي
+
+18
+00:01:58,090 --> 00:02:02,310
+المسابقة لأخواننا الاثنين، يرجى أن تبدأ بالإيجاب
+
+19
+00:02:02,310 --> 00:02:06,970
+عن نفسك، وإقدام نفسك، ثم تبدأ بالعمل في المقدمة
+
+20
+00:02:06,970 --> 00:02:14,920
+اليوم مقدمتنا هي دافدالالنظر اللي يمكن أن يكون ..
+
+21
+00:02:14,920 --> 00:02:20,200
+السلام عليكم جميعًا اسمي حالينا عبدالنبي آيه جازي
+
+22
+00:02:20,200 --> 00:02:25,160
+اليوم موضوعنا عن دافدالات نظر اللي يمكن أن يكون قد
+
+23
+00:02:25,160 --> 00:02:28,540
+انشأ وليام في كلمة دافدالات
+
+24
+00:02:39,350 --> 00:02:42,170
+What do you think the title means or refer to?
+
+25
+00:02:44,550 --> 00:02:49,110
+الو؟ maybe
+
+26
+00:02:49,110 --> 00:02:52,290
+anyone
+
+27
+00:02:52,290 --> 00:02:52,870
+else?
+
+28
+00:02:56,010 --> 00:02:58,370
+anyone else?
+
+29
+00:03:01,020 --> 00:03:04,600
+The title referred to rebirth, new beginnings,
+
+30
+00:03:04,780 --> 00:03:08,400
+happy, affection, beauty and peace, radiance.
+
+31
+00:03:09,360 --> 00:03:12,280
+Defodels is a simple word that remind us about the
+
+32
+00:03:12,280 --> 00:03:14,200
+arrival of spring season
+
+33
+00:03:17,530 --> 00:03:21,970
+Why the poet choose this name for the poem? Well,
+
+34
+00:03:22,110 --> 00:03:25,230
+the poet describes happiness that he received in a
+
+35
+00:03:25,230 --> 00:03:30,710
+field full of flowers and why they make him feel
+
+36
+00:03:30,710 --> 00:03:36,570
+happy, hence this title daffodils How
+
+37
+00:03:36,570 --> 00:03:40,190
+daffodils are different from other flowers and
+
+38
+00:03:40,190 --> 00:03:42,170
+what do you feel when you look at this picture?
+
+39
+00:03:43,110 --> 00:03:43,890
+Who can answer?
+
+40
+00:03:46,680 --> 00:03:49,240
+لما؟ Well they have brighter colors, they are
+
+41
+00:03:49,240 --> 00:03:51,280
+yellow, so you can see them apart, and they are
+
+42
+00:03:51,280 --> 00:03:54,080
+very pretty, so they make you feel relaxed. اه
+
+43
+00:03:54,080 --> 00:03:58,800
+okay, you are right. فضلك It's very beautiful, it
+
+44
+00:03:58,800 --> 00:04:02,180
+makes me very relaxed and comfortable. You are
+
+45
+00:04:02,180 --> 00:04:02,420
+right.
+
+46
+00:04:05,630 --> 00:04:09,930
+عن الكتابة William Wordsworth كان ولد في السادسة و
+
+47
+00:04:09,930 --> 00:04:11,950
+السادسة و مات في السادسة و السادسة و السادسة و
+
+48
+00:04:11,950 --> 00:04:14,230
+السادسة و السادسة و السادسة و السادسة و السادسة و
+
+49
+00:04:14,230 --> 00:04:14,250
+السادسة و السادسة و السادسة و السادسة و السادسة و
+
+50
+00:04:14,250 --> 00:04:16,690
+السادسة و السادسة و السادسة و السادسة و السادسة و
+
+51
+00:04:16,690 --> 00:04:17,110
+السادسة و السادسة و السادسة و السادسة و السادسة و
+
+52
+00:04:17,110 --> 00:04:19,530
+السادسة و السادسة و السادسة و السادسة و السادسة و
+
+53
+00:04:19,530 --> 00:04:21,650
+السادسة و السادسة و السادسة و السادسة و السادسة و
+
+54
+00:04:21,650 --> 00:04:26,530
+السادسة و السادسة و السادسة و السادسة و السادسة و
+
+55
+00:04:26,530 --> 00:04:32,110
+السادسة و السادسكانت هذه الكتابة واحدة من أكبر ..
+
+56
+00:04:32,110 --> 00:04:37,310
+واحدة من أكبر محادثات من جميع كتابته لأنهم أدعوا
+
+57
+00:04:37,310 --> 00:04:44,730
+أكتر فكرة كانت محادثة في وقت ما تم إطلاقها وكثير
+
+58
+00:04:44,730 --> 00:04:49,050
+من كتابة وليام كانت حوارات حياته كل يوم لأنه كان
+
+59
+00:04:49,050 --> 00:04:52,790
+يؤمن بالحرية والإيقاف والأخلاق
+
+60
+00:04:55,700 --> 00:04:58,660
+Now we want to talk about the summary. There was a
+
+61
+00:04:58,660 --> 00:05:03,140
+person who was walking around and felt lonely.
+
+62
+00:05:04,200 --> 00:05:08,540
+Suddenly he saw a crowd of daffodils which is a
+
+63
+00:05:08,540 --> 00:05:14,160
+lot. Then the daffodils was stretched along a bay.
+
+64
+00:05:15,120 --> 00:05:20,660
+He saw the daffodils were danced by the breeze.
+
+65
+00:05:23,460 --> 00:05:27,540
+then he saw the waves also danced but he noticed
+
+66
+00:05:27,540 --> 00:05:30,580
+that the daffodils danced more because it is
+
+67
+00:05:30,580 --> 00:05:31,960
+happier than the waves
+
+68
+00:05:37,670 --> 00:05:41,510
+I wonder lowly as a cloud that floats on high or
+
+69
+00:05:41,510 --> 00:05:46,490
+valleys and hills. Well, the speaker describes
+
+70
+00:05:46,490 --> 00:05:49,550
+himself through nature, enlighten himself to a
+
+71
+00:05:49,550 --> 00:05:53,110
+lowly cloud floating atop of valleys and hills,
+
+72
+00:05:54,010 --> 00:05:57,810
+creating a landscape, a landscape filled with
+
+73
+00:05:57,810 --> 00:06:01,390
+nothing but nature. Here the wondering shows the
+
+74
+00:06:01,390 --> 00:06:03,950
+romantic idea, ideal of escapism
+
+75
+00:06:06,830 --> 00:06:11,030
+when all at once I saw a crowd a host of golden
+
+76
+00:06:11,030 --> 00:06:14,870
+daffodils well he described daffodils as gold
+
+77
+00:06:14,870 --> 00:06:18,270
+while it's usually seems to us it's just yellow he
+
+78
+00:06:18,270 --> 00:06:22,290
+also describes a host of daffodils host this is a
+
+79
+00:06:22,290 --> 00:06:29,130
+word used to describe angel so it brings daffodils
+
+80
+00:06:29,130 --> 00:06:31,590
+to an angelic feeling
+
+81
+00:06:43,190 --> 00:06:48,530
+بجانب المحيط، تحت الثلاجات، فلوتر و تدرس في
+
+82
+00:06:48,530 --> 00:06:54,970
+المحيط؟ حسنًا، أكثر الـ Daffodils تسمى فلوتر ودرس
+
+83
+00:06:54,970 --> 00:06:58,370
+حسنًا،
+
+84
+00:06:58,370 --> 00:07:04,910
+واردزويرت عيشت في جزء من إنغلاق يسمى محيط مدينة،
+
+85
+00:07:04,910 --> 00:07:08,650
+يبدو ممكن أنه يتسأل عن طريق مجموعة من الـ
+
+86
+00:07:08,650 --> 00:07:16,150
+Daffodils ويعرف ما يراهStanza two, we forget that
+
+87
+00:07:16,150 --> 00:07:19,330
+about stanza one, the poet talking about himself
+
+88
+00:07:19,330 --> 00:07:27,560
+and describe himself how he is alone andمشغولة في
+
+89
+00:07:27,560 --> 00:07:33,080
+الثانوية نلاحظ أنه توقف عن الحكومة عن نفسه وبدأ
+
+90
+00:07:33,080 --> 00:07:39,620
+يفسر ما يراه حول نفسه مستمر .. مستمر كالعيون التي
+
+91
+00:07:39,620 --> 00:07:43,860
+تشجع و تتسلق على الطريق الملوكي حسنًا، عبارة عن
+
+92
+00:07:43,860 --> 00:07:50,120
+دافدلز تشبه العيون في أنها مستمرين .. مستمرين، وكل
+
+93
+00:07:50,120 --> 00:07:56,500
+دافدلز يشجع كعيونمع هذا، التحدث يعود إلى شعور
+
+94
+00:07:56,500 --> 00:07:59,660
+طبيعي لجزء من الطبيعة.
+
+95
+00:08:02,680 --> 00:08:07,120
+قال إنه مطلق على الأجهزة والأجهزة الملحوظة
+
+96
+00:08:16,170 --> 00:08:20,170
+The stretched and never-ending line along the
+
+97
+00:08:20,170 --> 00:08:25,270
+margin of a page. The never-ending line is an
+
+98
+00:08:25,270 --> 00:08:27,430
+example of hyperbole
+
+99
+00:08:31,060 --> 00:08:37,300
+Ten thousand saw I at a glance tossing their heads
+
+100
+00:08:37,300 --> 00:08:41,200
+in sprightly dance. It refers to daffodils as
+
+101
+00:08:41,200 --> 00:08:46,540
+dancing a sprightly dance. Sprites are also a
+
+102
+00:08:46,540 --> 00:08:51,160
+supernatural which again brings these daffodils to
+
+103
+00:08:51,160 --> 00:08:57,720
+a state above the natural world. Can I comment on
+
+104
+00:08:57,720 --> 00:09:05,260
+the mastermind?هذه الصورة تظهر تقارن بين الطبيعة
+
+105
+00:09:05,260 --> 00:09:10,920
+والجليل وانتجوا أكتر من الطبيعة نعم صحيح، نقطة
+
+106
+00:09:10,920 --> 00:09:16,300
+ممتازة حسنا، شكرا للغاية الظلالات اللي بجانبهم
+
+107
+00:09:16,300 --> 00:09:20,600
+دانست، لكنهم أخرجوا الظلالات اللي تشجع في الجليل
+
+108
+00:09:20,600 --> 00:09:26,700
+الظلالات اللي تشجعها تجعلها مصادقة أخرى للعيون
+
+109
+00:09:30,540 --> 00:09:34,600
+I guessed and guessed but little thought what
+
+110
+00:09:34,600 --> 00:09:38,420
+wealth the show to me had brought. Those two lines
+
+111
+00:09:38,420 --> 00:09:41,180
+in particular shows one characteristic of
+
+112
+00:09:41,180 --> 00:09:46,660
+romanticism, awe of nature. The speaker makes
+
+113
+00:09:46,660 --> 00:09:49,760
+reference to the fact this sight is something
+
+114
+00:09:49,760 --> 00:09:52,560
+worth appreciating which the speaker may not have
+
+115
+00:09:52,560 --> 00:09:55,400
+realized in the moment. The word wealth bringing
+
+116
+00:09:55,400 --> 00:10:02,620
+money into the pictureو يبدو أن الاختلاف بين
+
+117
+00:10:02,620 --> 00:10:06,360
+الكلمة الطبيعية والشعور الطبيعي بالطبيعي
+
+118
+00:10:09,560 --> 00:10:14,960
+for oft when on my cuff I lie in vacant or in a
+
+119
+00:10:14,960 --> 00:10:19,380
+pensive mood well to be in both a vacant and a
+
+120
+00:10:19,380 --> 00:10:23,260
+pensive mood is somewhat a contradiction for the
+
+121
+00:10:23,260 --> 00:10:28,780
+former here to be empty of thoughts while later he
+
+122
+00:10:28,780 --> 00:10:32,560
+wants you to be filled with serious thoughts
+
+123
+00:10:35,140 --> 00:10:41,180
+العين تفتح عينًا المطلوب اللي هو مكان السلسلة.عين
+
+124
+00:10:41,180 --> 00:10:43,880
+المطلوب اللي مطلوب اللي مطلوب اللي مطلوب اللي
+
+125
+00:10:43,880 --> 00:10:44,980
+مطلوب اللي مطلوب اللي مطلوب اللي مطلوب اللي مطلوب
+
+126
+00:10:44,980 --> 00:10:45,740
+اللي مطلوب اللي مطلوب اللي مطلوب اللي مطلوب اللي
+
+127
+00:10:45,740 --> 00:10:47,440
+مطلوب اللي مطلوب اللي مطلوب اللي مطلوب اللي مطلوب
+
+128
+00:10:47,440 --> 00:10:47,480
+اللي مطلوب اللي مطلوب اللي مطلوب اللي مطلوب اللي
+
+129
+00:10:47,480 --> 00:10:48,120
+مطلوب اللي مطلوب اللي مطلوب اللي مطلوب اللي مطلوب
+
+130
+00:10:48,120 --> 00:10:51,040
+اللي مطلوب اللي مطلوب اللي مطلوب اللي مطلوب اللي
+
+131
+00:10:51,040 --> 00:10:53,080
+مطلوب اللي مطلوب الل
+
+132
+00:10:56,470 --> 00:10:59,010
+Now we want to talk about something in this poem.
+
+133
+00:10:59,610 --> 00:11:02,750
+First of all, what this word refer to? The first
+
+134
+00:11:02,750 --> 00:11:09,950
+word is in word I. Here it's his .. he want to
+
+135
+00:11:09,950 --> 00:11:13,110
+talk about experience, how he is filled the
+
+136
+00:11:13,110 --> 00:11:19,150
+imagination يعنيSecond, he talking about
+
+137
+00:11:19,150 --> 00:11:21,630
+sprightly.
+
+138
+00:11:22,790 --> 00:11:28,810
+He convey for us that the deaf idols are alive and
+
+139
+00:11:28,810 --> 00:11:32,570
+weightless. Then we notice that the reputation of
+
+140
+00:11:32,570 --> 00:11:38,750
+the words for seeing, for example gaze and saw, he
+
+141
+00:11:38,750 --> 00:11:42,130
+told us about the importance of vision and the
+
+142
+00:11:42,130 --> 00:11:43,470
+appreciation of nature.
+
+143
+00:11:47,460 --> 00:11:51,480
+التانية تتغير من الـ sad في الأولين والتانية تتغير
+
+144
+00:11:51,480 --> 00:11:56,280
+من الـ sad
+
+145
+00:11:56,280 --> 00:11:56,480
+في الأولين والتانية تتغير من الـ sad في الأولين
+
+146
+00:11:56,480 --> 00:11:56,600
+والتانية تتغير من الـ sad في الأولين والتانية
+
+147
+00:11:56,600 --> 00:11:56,640
+تتغير من الـ sad في الأولين والتانية تتغير من الـ
+
+148
+00:11:56,640 --> 00:11:57,020
+sad في الأولين والتانية تتغير من الـ sad في
+
+149
+00:11:57,020 --> 00:11:57,120
+الأولين والتانية تتغير من الـ sad في الأولين
+
+150
+00:11:57,120 --> 00:11:58,100
+والتانية تتغير من الـ sad في الأولين والتانية
+
+151
+00:11:58,100 --> 00:12:00,140
+تتغير من الـ sad في الأولين والتانية تتغير من الـ
+
+152
+00:12:00,140 --> 00:12:00,600
+sad في الأولين والتانية تتغير من الـ sad في
+
+153
+00:12:00,600 --> 00:12:04,540
+الأولين والتانية تتغير من الـ sad في الأولين
+
+154
+00:12:04,540 --> 00:12:13,010
+والتانية تتغير من الـ sad في الأولينهناك الكثير من
+
+155
+00:12:13,010 --> 00:12:15,590
+كومات و سمي كولون و داشتين التي يتعاملون بها
+
+156
+00:12:42,250 --> 00:12:44,650
+Okay, now we want to talk about the theme in this
+
+157
+00:12:44,650 --> 00:12:47,110
+poem. First of all, we want to talk about
+
+158
+00:12:47,110 --> 00:12:51,450
+solitude. Even though you are by yourself, feeling
+
+159
+00:12:51,450 --> 00:12:55,090
+lonely or missing your friend, use your
+
+160
+00:12:55,090 --> 00:12:57,990
+imagination to find a new friend in a world around
+
+161
+00:12:57,990 --> 00:13:02,110
+you, such as nature's beauty uplifted the human
+
+162
+00:13:04,600 --> 00:13:10,480
+الثانية هي الإنسان والطبيعة كل شخص يشعر بالحزن في
+
+163
+00:13:10,480 --> 00:13:17,240
+.. هذا اسم الاناليزيات أريستوتيليان او رومانتيكا؟
+
+164
+00:13:17,240 --> 00:13:21,520
+رومانتيكا لا يتكلم عن الموضوع الموضوع هو اناليزي
+
+165
+00:13:21,520 --> 00:13:27,260
+أريستوتيليان نعم لكن هذا .. لسنا نتعامل عليه
+
+166
+00:13:27,260 --> 00:13:28,560
+باعتبار أريستوتيليان
+
+167
+00:13:39,520 --> 00:13:44,860
+The title I wonder lonely as a cloud is somewhat
+
+168
+00:13:44,860 --> 00:13:50,860
+misleading it leads you to it leads you to think
+
+169
+00:13:50,860 --> 00:13:53,360
+that you will read a book about loneliness but
+
+170
+00:13:53,360 --> 00:13:56,380
+once when you read it you find that the overall
+
+171
+00:13:56,380 --> 00:13:57,920
+tune is all about
+
+172
+00:14:02,080 --> 00:14:07,080
+the overall tone of it is .. tone is all about
+
+173
+00:14:07,080 --> 00:14:08,660
+tone
+
+174
+00:14:26,510 --> 00:14:30,910
+أخيرًا، إذا فهمت هذه القصة، يجب أن تجيب على هذه
+
+175
+00:14:30,910 --> 00:14:36,910
+السؤالة، لماذا الروح أقرر نفسه إلى الظلام؟ ولماذا
+
+176
+00:14:36,910 --> 00:14:40,750
+الروح أقرر نفسه إلى نفسه نفسه نفسه نفسه نفسه نفسه
+
+177
+00:14:40,750 --> 00:14:40,830
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+178
+00:14:40,830 --> 00:14:41,750
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+179
+00:14:41,750 --> 00:14:43,330
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+180
+00:14:43,330 --> 00:14:47,630
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+181
+00:14:47,630 --> 00:14:55,770
+نفسه نفسه نفسه نفسه نفسه نفسه نفسه
+
+182
+00:14:55,770 --> 00:15:00,530
+نلذلك الـ solitude رومانسية مثل ما قلت في كلمة her
+
+183
+00:15:00,530 --> 00:15:07,030
+solitude هي رومانسية مختلفة شكرا هل أحد يريد أن
+
+184
+00:15:07,030 --> 00:15:13,350
+يجيب على إجابة؟
+
+185
+00:15:13,350 --> 00:15:18,210
+أيضا
+
+186
+00:15:18,210 --> 00:15:21,470
+ربما السؤال الثاني لماذا يسمون دافيله كبار في
+
+187
+00:15:21,470 --> 00:15:24,650
+الطريق الذهبي وكبار في الطريق الذهبيوهي كتبات
+
+188
+00:15:24,650 --> 00:15:28,330
+كبيرة جدا و جميلة جدا و تحفظ الاسباب و تحفظ
+
+189
+00:15:28,330 --> 00:15:36,630
+الاسباب و تحفظ الاسباب و تحفظ
+
+190
+00:15:36,630 --> 00:15:43,210
+الاسباب
+
+191
+00:15:43,830 --> 00:15:50,230
+السؤال الأخير، كيف يتأثر من تجربة رؤية الانفصالات؟
+
+192
+00:15:50,230 --> 00:15:56,310
+يعني كيف تتأثر الانفصالات في نفسه؟ وماذا هو الوضع
+
+193
+00:15:56,310 --> 00:16:00,730
+الروحاني للطبيعة، الذكاء والحزن؟ هل يمكن أحد أن
+
+194
+00:16:00,730 --> 00:16:05,190
+يجيب؟ نور؟ السؤال الأول، كيف يتأثر، نحن لا نفهم،
+
+195
+00:16:05,190 --> 00:16:12,450
+نستطيع أن نرى أن هو في مصالح التسلسلعندما يقول ان
+
+196
+00:16:12,450 --> 00:16:22,230
+الناس تلتزم على العين المطورة و لديه فكرة عالمية
+
+197
+00:16:22,230 --> 00:16:25,270
+عالمية لديه فكرة عالمية عالمية لديه فكرة عالمية
+
+198
+00:16:25,270 --> 00:16:33,790
+عالمية عالمية لديه فكرة
+
+199
+00:16:33,790 --> 00:16:34,850
+عالمية عالمية عالمية عالمية عالمية عالمية عالمية
+
+200
+00:16:34,850 --> 00:16:35,170
+عالمية عالمية عالمية عالمية عالمية عالمية عالمية
+
+201
+00:16:35,170 --> 00:16:35,410
+عالمية عالمية عالمية عالمية عالمية عالمية عالمية
+
+202
+00:16:35,410 --> 00:16:37,190
+عالمية عالمية عالمية عالمية عالمية عالمية عالمية
+
+203
+00:16:37,190 --> 00:16:37,210
+عالمية عالمية عالمية عالمية عالمية عالمية عالمية
+
+204
+00:16:37,210 --> 00:16:37,290
+عالمية عالمية عالمية عالمية عالمية عالمية عالمية
+
+205
+00:16:37,290 --> 00:16:43,120
+عالمية عالمية عالمية عالرومانسيا بشكل عام تشبه
+
+206
+00:16:43,120 --> 00:16:50,240
+الطبيعة و تشبه أشخاص من الطبيعة و تشبه مصطلحه و
+
+207
+00:16:50,240 --> 00:16:56,560
+عندما تشبههم إلى أشجار في طريقة ملكية، يظهر أنه
+
+208
+00:16:56,560 --> 00:17:04,900
+حقاI want
+
+209
+00:17:04,900 --> 00:17:08,100
+to talk about the relation to the real world. This
+
+210
+00:17:08,100 --> 00:17:12,560
+poem can relate to most of us in many ways. This
+
+211
+00:17:12,560 --> 00:17:16,500
+poem is about how Maam is very lonely but when he
+
+212
+00:17:16,500 --> 00:17:18,900
+sees daffodils or the thoughts of daffodils makes
+
+213
+00:17:18,900 --> 00:17:19,120
+him
+
+214
+00:17:24,070 --> 00:17:27,550
+لأنه يريد أن يكون وحدي نفسنا ذكرنا هذا المرة
+
+215
+00:17:27,550 --> 00:17:30,550
+الأخيرة على الرغم من أنه يستخدم كلمة lonely لكنه
+
+216
+00:17:30,550 --> 00:17:35,250
+لا يعني lonely لأنه هو الواحد اللي اختار الذهاب و
+
+217
+00:17:35,250 --> 00:17:39,010
+المشي على الجبهة انه شعور من الانسانية ليس من
+
+218
+00:17:39,010 --> 00:17:45,050
+الانسانية هذا يمكن أن يتعلق مع أكتر مننا لأن هناك
+
+219
+00:17:45,050 --> 00:17:47,970
+شيء في العالم اللي يجعلنا سعيدين لأي حسب السبب
+
+220
+00:17:47,970 --> 00:17:53,910
+يمكننا أن نحصل على يوم صعب لكنولكن هذا الشيء يبدو
+
+221
+00:17:53,910 --> 00:17:59,670
+أنه يغير كل شيء ويهزمنا. كذلك، تقريبًا، الجميع شعر
+
+222
+00:17:59,670 --> 00:18:05,870
+بالعزل في موقع في حياتهم، ونحن ندرك أن هناك شيء في
+
+223
+00:18:05,870 --> 00:18:10,830
+حياتنا يمكن أن يشجعنا. حسنًا، شكرا للإستماع، وهذا
+
+224
+00:18:10,830 --> 00:18:11,390
+كل شيء للمبدأ.
+
+225
+00:18:14,730 --> 00:18:17,730
+حسنًا، دعينا نبقى هنا، لأنني أود أن أخبرك بما
+
+226
+00:18:17,730 --> 00:18:20,270
+قلته. شكرا جدًا، عمل جيد جدًا.
+
+227
+00:18:26,810 --> 00:18:31,370
+بسم الله الرحمن الرحيم I'm going to add right
+
+228
+00:18:31,370 --> 00:18:35,330
+actually to show what is really romantic about the
+
+229
+00:18:35,330 --> 00:18:40,270
+poem in other words according to romanticism not
+
+230
+00:18:40,270 --> 00:18:44,950
+according to any other
+
+231
+00:18:44,950 --> 00:18:52,270
+school rightيبدو أنه .. حسنًا .. بينما الانتجار ..
+
+232
+00:18:52,270 --> 00:18:56,290
+الانتجار كانوا يعملون على الـ Daffodils الوحيد
+
+233
+00:18:56,290 --> 00:18:59,510
+اللي كانوا يهتمون به هو أن يجدوا مصادر ومصادرها لم
+
+234
+00:18:59,510 --> 00:19:05,010
+تنظر إلى القصة من نظر رومانسي، صح؟ مصادرها في
+
+235
+00:19:05,010 --> 00:19:11,210
+الواقع تتعامل من نظر مختلفة ، حسنًا ، سنبدأ
+
+236
+00:19:11,210 --> 00:19:13,670
+بالمصادر التي هي الـ Daffodils
+
+237
+00:19:19,890 --> 00:19:22,610
+حسنًا، حسنًا، إذا أردنا نتحدث عن التجارب
+
+238
+00:19:22,610 --> 00:19:30,830
+الروحانية، لدينا أثنين قصص. واحدة من القصص تقول إن
+
+239
+00:19:30,830 --> 00:19:36,110
+القصة كانت أولاً كتابة من دورفي نفسها، أختها،
+
+240
+00:19:36,110 --> 00:19:41,130
+الواحد الذي رأى الـDaffodils، كان دورفي، وليس
+
+241
+00:19:41,130 --> 00:19:52,100
+وليام.وكذلك كتابت عنها في قصتها الخاصةوقرر الكتابة
+
+242
+00:19:52,100 --> 00:20:01,600
+و تخيل أنه كان هناك وكذلك وكذلك وكذا
+
+243
+00:20:01,600 --> 00:20:02,620
+وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا
+
+244
+00:20:02,620 --> 00:20:02,980
+وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا وكذا
+
+245
+00:20:02,980 --> 00:20:15,380
+وكذا وكذا وكذا وكذا وكذا
+
+246
+00:20:15,380 --> 00:20:21,150
+والتي هي أساسية بسيطة التي كتابة قبلها لم يكتبوا
+
+247
+00:20:21,150 --> 00:20:26,150
+عنها أبدا، صحيح؟ لم يكتبوا عنها أبدا، صحيح؟ وهو
+
+248
+00:20:26,150 --> 00:20:31,680
+موضوع واحد من المهماتالمصطلح الروماني والذي هو
+
+249
+00:20:31,680 --> 00:20:40,040
+أنهم مصطلحي بأساسية الحياة أنهم يتحركوا بأشياء
+
+250
+00:20:40,040 --> 00:20:46,680
+صغيرة أتفرج في الجبال أشجار أتفرج في أشجار أشجار
+
+251
+00:20:46,680 --> 00:20:46,700
+أشجار أشجار أشجار أشجار أشجار أشجار أشجار أشجار
+
+252
+00:20:46,700 --> 00:20:46,780
+أشجار أشجار أشجار أشجار أشجار أشجار أشجار أشجار
+
+253
+00:20:46,780 --> 00:20:47,120
+أشجار أشجار أشجار أشجار أشجار أشجار أشجار أشجار
+
+254
+00:20:47,120 --> 00:20:58,710
+أشجار أشجار أشجار أشجار أشجار أشجار أشجمع ذلك، من
+
+255
+00:20:58,710 --> 00:21:03,310
+القصص حول القصة، رغم أنها افكاره نفسه، انا أقصد
+
+256
+00:21:03,310 --> 00:21:09,170
+أنه حقًا رحل التجربة أو لم يحرر التجربة إذا كانت
+
+257
+00:21:09,170 --> 00:21:14,790
+حقًا دوريتز، يعني أن التجربة تم تخيلها، ليست
+
+258
+00:21:14,790 --> 00:21:20,330
+حقيقية، وفي هذه الحالة نسميها تخيلة أساسية لأن
+
+259
+00:21:20,330 --> 00:21:25,290
+المتحدة أو William Wordsworth نفسه لم يحرر التجربة
+
+260
+00:21:25,290 --> 00:21:31,100
+على الجانب الآخر،he imagined the experience and as
+
+261
+00:21:31,100 --> 00:21:34,180
+we know that to the romantics it is not necessary
+
+262
+00:21:34,180 --> 00:21:37,120
+for the poetic experience to be true
+
+263
+00:21:40,450 --> 00:21:45,750
+حسنًا، لذا، لدينا فكرة أساسية وهذه متأكدة في جميع
+
+264
+00:21:45,750 --> 00:21:49,610
+القصص التي .. صحيح أو .. أعني .. القصص التاريخية
+
+265
+00:21:49,610 --> 00:21:55,050
+المرتبطة بـ Dorothy وWilliam Wordsworth أنها كانت
+
+266
+00:21:55,050 --> 00:22:01,130
+أولاً مواجهة بـ Dorothy وقررها .. أعني من قصتها
+
+267
+00:22:01,130 --> 00:22:05,550
+قصتها وقررها قصة وقررها قصة قصة قصة قصة قصة قصة
+
+268
+00:22:05,550 --> 00:22:05,590
+قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة
+
+269
+00:22:05,590 --> 00:22:07,350
+قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة
+
+270
+00:22:07,350 --> 00:22:09,470
+قصة قصة قصة قصة قصة قصة قصة
+
+271
+00:22:14,650 --> 00:22:16,050
+وووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووووو
+
+272
+00:22:16,090 --> 00:22:20,890
+أيه؟ اللي هو يتفكير عن ماذا؟ السبجيكتفية، صحيح؟
+
+273
+00:22:20,890 --> 00:22:27,090
+اللي يتحدث عنه عن نفسه، صحيح؟ على الرغم من أننا
+
+274
+00:22:27,090 --> 00:22:32,730
+نعرف أنه لم يشاهد الدفدالات لكي يؤكد لنا، ليس فقط
+
+275
+00:22:32,730 --> 00:22:36,830
+السبجيكتفية، لكن أيضًا، ماذا؟ التخيل الأساسي، كأنه
+
+276
+00:22:36,830 --> 00:22:40,590
+يريد أن يقول لك، أنا من رأى الدفدالات، صحيح؟ وليس
+
+277
+00:22:40,590 --> 00:22:46,380
+أحد أخر، محفظ، وحفظ، وحفظ، وحفظ، وحفظright
+
+278
+00:22:46,380 --> 00:22:55,000
+wondering lonely right who is the one who went out
+
+279
+00:22:55,000 --> 00:23:01,630
+to wander lonely right it was his own choiceصحيح؟
+
+280
+00:23:01,630 --> 00:23:05,670
+لذلك على الرغم من أن لدينا كلمة مغلقه لا يعني أنه
+
+281
+00:23:05,670 --> 00:23:11,310
+يعيش في حالة مغلقه على العكس صحيح؟ هو يشعر
+
+282
+00:23:11,310 --> 00:23:20,150
+بالسلمية ومغلقه صحيح؟ السلمية ومغلقه صحيح؟ و هو
+
+283
+00:23:20,150 --> 00:23:24,210
+يسير على الجحيم، نعم، كنت تريد أن تقول شيء؟ لما؟
+
+284
+00:23:24,210 --> 00:23:29,530
+نعم، شيء آخر هو كيف ذهب إلى الخارج فقط لتحقق تلسيو
+
+285
+00:23:37,590 --> 00:23:45,050
+لو قتل على المكتوب اللي مات لحاله So he is going
+
+286
+00:23:45,050 --> 00:23:48,230
+over the hills without a purpose just to enjoy the
+
+287
+00:23:48,230 --> 00:23:51,730
+state of lonesomeness the state of lonesomeness
+
+288
+00:23:51,730 --> 00:23:56,230
+well as a cloud this is the first simile
+
+289
+00:24:00,380 --> 00:24:04,020
+نعم، جيد، إنه نوع طبيعي، نفهم هذا، ولكن لماذا
+
+290
+00:24:04,020 --> 00:24:07,760
+الـcloud في الوضع الوحيد، صحيح؟ لأن استخدامه
+
+291
+00:24:07,760 --> 00:24:12,300
+الوحيد، صحيح؟ ما هي المشابهة بينه و الـ cloud،
+
+292
+00:24:12,300 --> 00:24:16,560
+صحيح؟ اللي هي كلمة التي كلاهما .. صحيح؟ لسنا نتكلم
+
+293
+00:24:16,560 --> 00:24:19,580
+عن الظلال من الميلاد، لسنا نتكلم عن الظلال من
+
+294
+00:24:19,580 --> 00:24:26,850
+ماذا؟ من الصيف أو الصيف، الصيف و الصيف، صحيح؟ولذلك
+
+295
+00:24:26,850 --> 00:24:34,730
+فهو مجرد رمضان أبيض ومع ذلك الرمضان يتسلل في
+
+296
+00:24:34,730 --> 00:24:42,470
+السماء حرية فهو يشعر بالحرية كرمضان ومع ذلك ألوان
+
+297
+00:24:42,470 --> 00:24:45,070
+أبيض اللوان الأبيض اللوان اللوان اللوان اللوان
+
+298
+00:24:45,070 --> 00:24:45,830
+اللوان اللوان اللوان اللوان اللوان اللوان اللوان
+
+299
+00:24:45,830 --> 00:24:48,370
+اللوان اللوان اللوان اللوان اللوان اللوان اللوان
+
+300
+00:24:48,370 --> 00:24:50,650
+اللوان اللوان اللوان اللوان اللوان اللوان اللوان
+
+301
+00:24:50,650 --> 00:24:50,930
+اللوان اللوان اللوان اللوان اللوان اللوان اللوان
+
+302
+00:24:50,930 --> 00:24:54,610
+اللوان اللوان اللوان اللوان اللوبالمرة Right?
+
+303
+00:24:54,790 --> 00:24:57,950
+Right? This is what he said at at the end Right?
+
+304
+00:24:58,790 --> 00:25:01,610
+And therefore he is comparing himself to another
+
+305
+00:25:01,610 --> 00:25:04,750
+natural element because he feels the similarity,
+
+306
+00:25:05,170 --> 00:25:09,330
+the unity between him and any other element of
+
+307
+00:25:09,330 --> 00:25:15,310
+nature Right? صحيح؟ Good? Right? So you can find
+
+308
+00:25:15,310 --> 00:25:18,790
+in every line right most of the right romantic
+
+309
+00:25:18,790 --> 00:25:27,450
+elementsالذي يرمى عاليا عن محطات ومحطات هذا هو كيف
+
+310
+00:25:27,450 --> 00:25:35,410
+يشعر بحرية نفسها من الظلام التي ترمى عن محطات
+
+311
+00:25:35,410 --> 00:25:42,040
+ومحطات وهي مكانات عامة عامةالمكانات ليس المدينات
+
+312
+00:25:42,040 --> 00:25:46,240
+ليس من خلال المدينة ليس من خلال مركز المدينة لا
+
+313
+00:25:46,240 --> 00:25:50,920
+ولكن لماذا؟ انها ماذا؟ من خلال الجبال والجبال
+
+314
+00:25:50,920 --> 00:25:58,080
+مكانات معينة من الشخص المعين والمكان المعين
+
+315
+00:25:58,080 --> 00:26:06,700
+والكلمة تتجه ماذا تعني؟ تعني مصطلح حرية الذهب إلى
+
+316
+00:26:06,700 --> 00:26:12,650
+أي مكان يتجه إلى أي مكان يتجه إليهأخذ وهذا ما يحدث
+
+317
+00:26:12,650 --> 00:26:18,970
+له أنه نفسه يذهب إلى أي مكان حسنًا؟ الصورة تأخذه
+
+318
+00:26:18,970 --> 00:26:24,010
+حسنًا؟ لأنه يريد أن يستمتع بالصورة، حالة السلطة
+
+319
+00:26:24,010 --> 00:26:32,430
+التي يعيش فيها لحظة على الجبال وعلى الجبال جيد
+
+320
+00:26:32,430 --> 00:26:33,410
+حسنًا
+
+321
+00:26:37,890 --> 00:26:45,930
+when all at once I saw a crowd في صفحة تانية؟ لأ
+
+322
+00:26:45,930 --> 00:26:54,130
+there is something wrong right yeah well yes who
+
+323
+00:26:54,130 --> 00:26:57,330
+would like to say anything about when all at once
+
+324
+00:26:57,330 --> 00:27:02,050
+when all at once I saw a crowd it is the power of
+
+325
+00:27:02,050 --> 00:27:05,170
+imagination and it is the element of the romantic
+
+326
+00:27:06,310 --> 00:27:11,670
+حسنًا لذلك لدينا ايسو انه يتعامل مع الانسانية صحيح
+
+327
+00:27:11,670 --> 00:27:15,350
+وهو أيضًا أن الصورة الحقيقية حتى لو كنا نعرف أنه
+
+328
+00:27:15,350 --> 00:27:21,030
+لم يتعامل مع الشياطين ولكنه يراهم بخياره ولكن قبل
+
+329
+00:27:21,030 --> 00:27:27,050
+ذلك لدينا شيء مرتبط بالنسبة للوصف للرسالة صحيح
+
+330
+00:27:27,050 --> 00:27:30,390
+عندما كل شيء في مرة واحدة يمكنك تخيل كم منولكن
+
+331
+00:27:30,390 --> 00:27:36,490
+هناك الكثير كما لو كان هناك أشجار في السماء هذا ما
+
+332
+00:27:36,490 --> 00:27:43,430
+قاله لكن في مرحلة واحدة في مرحلة واحدة فهو استطاع
+
+333
+00:27:43,430 --> 00:27:48,650
+أن يشاهدهم جميعًا ولكن المصاد هو من أكتر شخصية
+
+334
+00:27:48,650 --> 00:27:54,650
+تجعله يشاهد أكتر من الأخرين ويشعر أكتر من الأخرين
+
+335
+00:27:54,650 --> 00:28:00,850
+ويظهر نفسهبشكل صحيح يعني عينه زي عين الصجر دوغري
+
+336
+00:28:00,850 --> 00:28:02,130
+دوغري دوغري دوغري دوغري دوغري دوغري دوغري دوغري
+
+337
+00:28:02,130 --> 00:28:03,830
+دوغري دوغري دوغري دوغري دوغري دوغري دوغري دوغري
+
+338
+00:28:03,830 --> 00:28:06,390
+دوغري دوغري دوغري دوغري دوغري دوغري دوغري دوغري
+
+339
+00:28:06,390 --> 00:28:06,450
+دوغري دوغري دوغري دوغري دوغري دوغري دوغري دوغري
+
+340
+00:28:06,450 --> 00:28:06,670
+دوغري دوغري دوغري دوغري دوغري دوغري دوغري دوغري
+
+341
+00:28:06,670 --> 00:28:14,230
+دوغري دوغري
+
+342
+00:28:14,230 --> 00:28:21,570
+دوغري دوغري
+
+343
+00:28:21,570 --> 00:28:29,770
+دوغري دوغري دوغري دوغري دوغري دوغري دبجانب المحيط،
+
+344
+00:28:29,770 --> 00:28:36,390
+تحت الثلاجة، انظر لهذا، بجانب المحيط، تحت الثلاجة،
+
+345
+00:28:36,390 --> 00:28:38,210
+تحت الثلاجة، تحت الثلاجة، تحت الثلاجة تحت الثلاجة
+
+346
+00:28:38,210 --> 00:28:38,310
+تحت الثلاجة تحت الثلاجة تحت الثلاجة تحت الثلاجة
+
+347
+00:28:38,310 --> 00:28:39,690
+تحت الثلاجة تحت الثلاجة تحت الثلاجة تحت الثلاجة
+
+348
+00:28:39,690 --> 00:28:41,030
+تحت الثلاجة تحت الثلاجة تحت الثلاجة تحت الثلاجة
+
+349
+00:28:41,030 --> 00:28:45,920
+تحت الثلاجة تحت ال�ثلاجةwould you be able to see
+
+350
+00:28:45,920 --> 00:28:52,420
+what is under a riot is زنانة بتشوفهم مشي but a
+
+351
+00:28:52,420 --> 00:28:56,340
+poet by his own imagination he is able to see more
+
+352
+00:28:56,340 --> 00:29:00,100
+than others beside the lake beneath the trees
+
+353
+00:29:00,100 --> 00:29:05,270
+fluttering and dancing in the breezeهم سعيدين و هو
+
+354
+00:29:05,270 --> 00:29:12,310
+أيضًا يشعر بالسعادة حسنًا لحزبهم حسنًا للحفاظ على
+
+355
+00:29:12,310 --> 00:29:17,330
+أنهم يعيشون مع الظلمة. لذلك حسنًا بجانب البحر،
+
+356
+00:29:17,330 --> 00:29:27,960
+البحر، الدرس، الظلمة، نعم جيد جيد، هذا صحيحأجل
+
+357
+00:29:27,960 --> 00:29:30,440
+جميعهم يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى
+
+358
+00:29:30,440 --> 00:29:32,280
+يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى
+
+359
+00:29:32,280 --> 00:29:35,580
+يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى
+
+360
+00:29:35,580 --> 00:29:36,780
+يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى
+
+361
+00:29:36,780 --> 00:29:38,060
+يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى يبقى
+
+362
+00:29:38,060 --> 00:29:41,120
+يبقى يبقى
+
+363
+00:29:41,120 --> 00:29:55,680
+يبقى يبقى يبقى يبقى ي
+
+364
+00:29:57,340 --> 00:30:02,180
+رومانسية الصورة رومانسية الصورة لدينا اتصالين ماهي
+
+365
+00:30:02,180 --> 00:30:05,180
+اتصالين هذين اتصالين؟ صح؟ نعم
+
+366
+00:30:27,010 --> 00:30:28,410
+لللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللللل
+
+367
+00:30:31,170 --> 00:30:33,770
+you know what I mean of twinkling, right? they are
+
+368
+00:30:33,770 --> 00:30:37,390
+shining, twinkling, right? in the Milky Way do you
+
+369
+00:30:37,390 --> 00:30:40,890
+know the Milky Way? what is the Milky Way? it's
+
+370
+00:30:40,890 --> 00:30:45,030
+our galaxy, our galaxy, right؟ مش galaxy .. the ..
+
+371
+00:30:45,030 --> 00:30:49,330
+the chocolate، no، galaxy، the big galaxy، right؟
+
+372
+00:30:49,330 --> 00:30:58,080
+ولا حتى الجوالات تبعتكمهذه اتصالات اتصالات اتصالات
+
+373
+00:30:58,080 --> 00:30:58,940
+اتصالات اتصالات اتصالات اتصالات اتصالات اتصالات
+
+374
+00:30:58,940 --> 00:31:01,700
+اتصالات اتصالات اتصالات اتصالات اتصالات اتصالات
+
+375
+00:31:01,700 --> 00:31:04,180
+اتصالات اتصالات اتصالات اتصالات اتصالات اتصالات
+
+376
+00:31:04,180 --> 00:31:04,280
+اتصالات اتصالات اتصالات اتصالات اتصالات اتصالات
+
+377
+00:31:04,280 --> 00:31:06,360
+اتصالات اتصالات اتصالات اتصالات اتصالات اتصالات
+
+378
+00:31:06,360 --> 00:31:18,640
+اتصالات اتصالات اتصالات اتصالات اتصالات ات
+
+379
+00:31:20,830 --> 00:31:27,210
+ماذا يركز على كلمة continuous في كلمته الامتريه؟
+
+380
+00:31:27,210 --> 00:31:37,730
+يبدأ بالcontinuous من مستمر؟ كلا البلاء والدفوذلب
+
+381
+00:31:37,730 --> 00:31:44,250
+مستمرين كبار البلاء كبار البلاء كيف يشجعون ويشجعون
+
+382
+00:31:44,250 --> 00:31:53,250
+في الطريقة الملوكة والجميع يدرسون في المنزلالأولى
+
+383
+00:31:53,250 --> 00:31:59,710
+ما نسميه رومانسية التصوير اللي تشبه فكرة ثانوية
+
+384
+00:31:59,710 --> 00:32:08,850
+نعم يا عزيزي جيد نعم انها تشبه المزيد من المزيد من
+
+385
+00:32:08,850 --> 00:32:09,210
+المزيد من المزيد من المزيد من المزيد من المزيد من
+
+386
+00:32:09,210 --> 00:32:14,860
+المزيدثم يضيف إلى المشابهة في الصورة اللتي هي
+
+387
+00:32:14,860 --> 00:32:20,360
+نفسها، فهو يجعل هذه الصورة مستمرة، نسميها مصورة
+
+388
+00:32:20,360 --> 00:32:29,820
+مستمرة، مصورة مستمرة، يستمر الصورة، مصورة
+
+389
+00:32:29,820 --> 00:32:29,900
+مصورة مستمرة، مصورة مستمرة، مصورة مستمرة، مصورة
+
+390
+00:32:29,900 --> 00:32:30,320
+مستمرر مستمرر مستمرر مستمرر مستمرر مستمرر مستمرر
+
+391
+00:32:30,320 --> 00:32:30,500
+مستمرر مستمرر مستمرر مستمرر مستمرر مستمرر مستمرر
+
+392
+00:32:30,500 --> 00:32:30,580
+مستمرر مستمرر مستمرر مستمرر مستمرر مستمرر مستمرر
+
+393
+00:32:30,580 --> 00:32:34,420
+مستمرر مستمرالـ Daffodils اللي هم يدرسون، ان
+
+394
+00:32:34,420 --> 00:32:39,540
+كلاهما يسترخوا في رحلة لا تنتهي أبدا، هم يسترخوا
+
+395
+00:32:39,540 --> 00:32:45,120
+في رحلة لا تنتهي أبدا، في جانب البحر، هنا الفرصة
+
+396
+00:32:45,120 --> 00:32:49,240
+هي للذين الـ Daffodils ليسوا الأجزاء، ليسوا
+
+397
+00:32:49,240 --> 00:32:54,820
+الأجزاء، جانب البحر، هل تعرفين ما أقصد البحر؟ قليل
+
+398
+00:32:54,820 --> 00:32:59,920
+من القلب، قليل من القلب، صح؟So they are stretching
+
+399
+00:32:59,920 --> 00:33:04,560
+because they are too many as right the number of
+
+400
+00:33:04,560 --> 00:33:11,940
+the stars twinkling in the sky well ten thousand
+
+401
+00:33:11,940 --> 00:33:16,780
+so I بعود رجع كمان مرة الو خطر يحلف يمين right في
+
+402
+00:33:16,780 --> 00:33:24,420
+الأول ISo التانية So I right The first one
+
+403
+00:33:24,420 --> 00:33:27,360
+indicated that he is a poet who is able to see
+
+404
+00:33:27,360 --> 00:33:30,560
+more than others here to tell you that I can see
+
+405
+00:33:30,560 --> 00:33:33,860
+you. How can you see ten thousand in a glance?
+
+406
+00:33:33,980 --> 00:33:37,100
+What's the meaning of a glance? Not a lock, not a
+
+407
+00:33:37,100 --> 00:33:41,460
+long lock, not a gaze, but what a fast lock, a
+
+408
+00:33:41,460 --> 00:33:44,800
+fast lock. But because he's a poet, he's not
+
+409
+00:33:44,800 --> 00:33:47,520
+seeing by his own eyes. He's seeing by his own
+
+410
+00:33:47,820 --> 00:33:57,640
+التخيلة 10 ألف اذا انا صح؟ في مرحلة وماذا يفعلون؟
+
+411
+00:33:57,640 --> 00:34:01,880
+هم يسحبون رأسهم في مرحلة مبارزة صح؟ يتحركون رأسهم
+
+412
+00:34:01,880 --> 00:34:07,980
+صح؟ إلى اليسار وإلى اليسار في مرحلة سعيدة ومبارزة
+
+413
+00:34:07,980 --> 00:34:12,900
+لإظهار أنهم جميعهم الـ 10 ألف مع بعضهم يسحبون
+
+414
+00:34:12,900 --> 00:34:17,740
+رأسهم مرة إلى اليسار ومرة إلى اليسار صح؟Ten
+
+415
+00:34:17,740 --> 00:34:20,920
+thousand, they are too many. They are to show that
+
+416
+00:34:20,920 --> 00:34:24,880
+they are sharing the unity and the harmony and
+
+417
+00:34:24,880 --> 00:34:27,620
+they move in a harmonic movement. In a harmonic
+
+418
+00:34:27,620 --> 00:34:32,460
+movement, right? They are tossing their heads in a
+
+419
+00:34:32,460 --> 00:34:37,720
+sprightly dance.حسنًا، ثم ما هو ذلك؟ الوحوش
+
+420
+00:34:37,720 --> 00:34:42,580
+بجانبهم تحفظ، ليس فقط هم، لكن أيضًا ما؟ الوحوش هم
+
+421
+00:34:42,580 --> 00:34:46,360
+أيضًا بدأوا يشاركوا. هل تتذكرين عندما كنا نتحدث عن
+
+422
+00:34:46,360 --> 00:34:50,600
+كتابة أغنية الفتاة الصغيرة بينما هي تحفظ؟ ما قاله؟
+
+423
+00:34:50,600 --> 00:34:56,280
+قال إن الـVal هو أيضًا مدهش، هو أيضًا مدهش.هنا من
+
+424
+00:34:56,280 --> 00:35:00,920
+يشعر بالتراث أيضًا؟ إنها حرارة. إنهم يشعروا
+
+425
+00:35:00,920 --> 00:35:05,920
+بالسعادة بالضبط مثل السعادة من اللفادلز وبدأوا
+
+426
+00:35:05,920 --> 00:35:12,200
+يحفظوا معًا. يمكنك تخيل، صحيح؟ كل الصورة، صحيح؟
+
+427
+00:35:12,200 --> 00:35:17,960
+ستجد أنها تجعلك سعيدًا لدرجة أنك تحب تحفظ مع
+
+428
+00:35:18,570 --> 00:35:25,110
+الطائرات ومع الـ Daffodils ولكنهم أخرجوا الطائرات
+
+429
+00:35:25,110 --> 00:35:30,710
+الشمسية في غليه ولكنهم أخرجوا أخرجوا يعني أخرجوا
+
+430
+00:35:30,710 --> 00:35:35,430
+كانوا أفضل من الطائرات إنهم يسمونها لمن؟
+
+431
+00:35:35,430 --> 00:35:40,490
+لـDaffodils أن الـDaffodils كانوا أفضل من الطائرة
+
+432
+00:35:40,490 --> 00:35:46,890
+الشمسية في سعادتهم وفي دانسهم في سعادتهم تعرفون
+
+433
+00:35:46,890 --> 00:35:52,560
+غليه تعرفون غليه؟نعم؟ لا يعني أنك إذا لم تكن تعرف
+
+434
+00:35:52,560 --> 00:35:55,220
+هذه الرمزة، يعني أنك لم تكن تعرف الـGlee. حسنًا،
+
+435
+00:35:55,220 --> 00:36:00,300
+في السعادة، وماذا؟ في الشعور، الشعور، حسنًا؟
+
+436
+00:36:00,300 --> 00:36:05,880
+سعادة، الشعور، سعادة. من أفضل؟ الـDaffodils. هم
+
+437
+00:36:05,880 --> 00:36:14,460
+أفضل من؟ حسنًا، الحطوم. حسنًا.I gazed again I
+
+438
+00:36:14,460 --> 00:36:18,720
+gazed and gazed gazing here is the opposite of a
+
+439
+00:36:18,720 --> 00:36:23,760
+glass it means that I looked and I looked for a
+
+440
+00:36:23,760 --> 00:36:28,900
+long time but I never thought I never but little
+
+441
+00:36:28,900 --> 00:36:33,040
+thought it means I didn't think I didn't think do
+
+442
+00:36:33,040 --> 00:36:39,510
+you know whyلأ لأنه رومانس رومانس ان اذا كان يكتب
+
+443
+00:36:39,510 --> 00:36:47,110
+مباشرة اكتب قصته ستكون قصته قصة قصة قصة قصة قصة
+
+444
+00:36:47,110 --> 00:36:47,550
+قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة
+
+445
+00:36:47,550 --> 00:36:48,070
+قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة
+
+446
+00:36:48,070 --> 00:36:48,270
+قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة قصة
+
+447
+00:36:48,270 --> 00:37:01,550
+قصة قصة قصة قصة قصة قصة قصة قصة قص
+
+448
+00:37:01,590 --> 00:37:05,710
+How he felt and this is why he say I looked and I
+
+449
+00:37:05,710 --> 00:37:10,130
+looked but I didn't think what wealth what is the
+
+450
+00:37:10,130 --> 00:37:14,130
+worth of the show had given to me what is the
+
+451
+00:37:14,130 --> 00:37:18,310
+worth that the show that has given to mehappiness
+
+452
+00:37:18,310 --> 00:37:23,330
+joy no I didn't think at all right what wealth had
+
+453
+00:37:23,330 --> 00:37:27,070
+the show has brought to me I didn't think of what
+
+454
+00:37:27,070 --> 00:37:30,590
+kind of feelings this show has brought to me
+
+455
+00:37:30,590 --> 00:37:34,690
+because I don't want to make it as history but I
+
+456
+00:37:34,690 --> 00:37:39,150
+have to wait till I come to what right for معناها
+
+457
+00:37:39,150 --> 00:37:45,450
+because for here it means because why because I
+
+458
+00:37:45,450 --> 00:37:51,220
+waittill I on my couch I lie right على الكنابة
+
+459
+00:37:51,220 --> 00:37:54,940
+تبعتها yes I'm sorry but you skipped two lines
+
+460
+00:37:54,940 --> 00:38:03,750
+يعني في النص ماوجود غلط which lines؟نعم في مثل ..
+
+461
+00:38:03,750 --> 00:38:07,470
+في مثل شركة مضحكة أتذكر ديان ولكن أين هو؟ ليس
+
+462
+00:38:07,470 --> 00:38:12,470
+مكتوب هنا، صحيح؟ في .. في التكتب، صحيح؟ صحيح؟ لذلك
+
+463
+00:38:12,470 --> 00:38:16,690
+هو يمنحنا اكتشاف .. هذه هي الرقم الأولة، صحيح؟
+
+464
+00:38:16,690 --> 00:38:22,210
+صحيحهو يعطينا اكتشاف من الرواية الرومانية إذا كان
+
+465
+00:38:22,210 --> 00:38:28,310
+أحدنا يأتي إلى هذه الصورة و لا يشعر أنه سعيد مع
+
+466
+00:38:28,310 --> 00:38:33,870
+هذه المجتمع السعيد، فهو ليس روحان. الروحان يجب أن
+
+467
+00:38:33,870 --> 00:38:39,170
+يعيشوا بزيادة ويعيشوا بنفس السعادة من الـ What؟ من
+
+468
+00:38:39,170 --> 00:38:43,960
+الـ Daffodils وحسنًا، لذلك، لا يمكن أن يكون روحاني
+
+469
+00:38:43,960 --> 00:38:47,940
+روحاني لكن يشعر بالسعادة في شركة مضحكة مثل هذه،
+
+470
+00:38:47,940 --> 00:38:52,300
+حسنًا؟ في سعادة مثل هذه شركة مضحكة مثل هذه شركة
+
+471
+00:38:52,300 --> 00:38:52,800
+مضحكة مثل هذه شركة مضحكة مثل هذه شركة مضحكة مثل
+
+472
+00:38:52,800 --> 00:38:56,320
+هذه شركة مضحكة مثل هذه شركة مضحكة مثل هذه شركة
+
+473
+00:38:56,320 --> 00:38:59,520
+مضحكة مثل هذه شركة مضحكة مثل هذه شركة مضحكة مثل
+
+474
+00:38:59,520 --> 00:39:01,100
+هذه شركة مضحكة مثل هذه شركة مضحكة مثل هذه شركة
+
+475
+00:39:01,100 --> 00:39:02,460
+مضحكة مثل هذه شركة مضحكة مثل هذه شركة مضحكة مثل
+
+476
+00:39:02,460 --> 00:39:03,000
+هذه شركة مضحk
+
+477
+00:39:06,750 --> 00:39:11,010
+حسنًا، أختين تنسى هاتين الروايات لأنها ليست على
+
+478
+00:39:11,010 --> 00:39:17,230
+جسدها، صحيح؟ حسنًا، لذا لماذا لا أفكر أبدًا، صحيح؟
+
+479
+00:39:17,230 --> 00:39:22,570
+هم، صحيح؟ في ما أفكر فيه، رأيت ورأيت، ولكن صغير
+
+480
+00:39:22,570 --> 00:39:25,610
+فكرة، ما كانت المواطنة كانت في المشاهة، كانت
+
+481
+00:39:25,610 --> 00:39:32,690
+المشاهة كانت موجودة، لأنني دائمًا عندما أجلس على
+
+482
+00:39:32,690 --> 00:39:38,280
+غرفتي، على صوفيتي، صحيح؟وانا لدي مرحلة مفرومة
+
+483
+00:39:38,280 --> 00:39:48,420
+مفرومة مستقبلية ما سيحدث صحيح سيحدث صحيح كما قلنا
+
+484
+00:39:48,420 --> 00:39:53,760
+انهم ينفجروا على عينيكي الداخلي انا استخدم عينيكي
+
+485
+00:39:53,760 --> 00:39:56,580
+الداخلي عينيكي الدخلي لتجمع
+
+486
+00:39:57,930 --> 00:40:03,130
+لتجمع ما رأيته بالفعل وهو عبارة عن عبارة عن عبارة
+
+487
+00:40:03,130 --> 00:40:03,990
+عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن
+
+488
+00:40:03,990 --> 00:40:05,790
+عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة
+
+489
+00:40:05,790 --> 00:40:11,250
+عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن
+
+490
+00:40:11,250 --> 00:40:14,790
+عبارة
+
+491
+00:40:14,790 --> 00:40:14,990
+عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن
+
+492
+00:40:14,990 --> 00:40:15,010
+عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة
+
+493
+00:40:15,010 --> 00:40:15,050
+عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن
+
+494
+00:40:15,050 --> 00:40:23,930
+عبارة عن عبارة عن عبارة عن عبارة عن عبارة عن عبارة
+
+495
+00:40:23,960 --> 00:40:29,140
+مدعوماتنا الخاصة بينما نكون بعيداً في مدينة مفارقة
+
+496
+00:40:29,140 --> 00:40:33,700
+ومفارقة. إنه بالضبط مثل الميستيسما الأوريسكي.
+
+497
+00:40:33,800 --> 00:40:38,240
+الميستيسما الأوريسكي الذي يذهب بعيداً من الناس
+
+498
+00:40:38,240 --> 00:40:45,500
+لعيش حالة المفارقة حالة مدينة مفارقة لتستخدم عينك
+
+499
+00:40:45,500 --> 00:40:49,340
+الداخلية. عينك الداخلية مع هذا عينك الداخلية يمكن
+
+500
+00:40:49,340 --> 00:40:55,680
+فقطبتجد في رحمة السلطيوت إذا لم يكن هناك سلطيوت لا
+
+501
+00:40:55,680 --> 00:41:05,440
+يوجد فكرة لا يوجد فكرة صحيح
+
+502
+00:41:05,440 --> 00:41:08,600
+و
+
+503
+00:41:08,600 --> 00:41:17,540
+ثم قلبي ثم قلبيوالسعادة تتلقى وبالتالي بعد أن
+
+504
+00:41:17,540 --> 00:41:22,980
+أتذكرهم ماذا سيحدث هم هم هم هم هم هم هم هم هم هم
+
+505
+00:41:22,980 --> 00:41:23,060
+هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم
+
+506
+00:41:23,060 --> 00:41:23,500
+هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم
+
+507
+00:41:23,500 --> 00:41:23,700
+هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم
+
+508
+00:41:23,700 --> 00:41:25,020
+هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم هم
+
+509
+00:41:25,020 --> 00:41:25,860
+هم هم
+
+510
+00:41:41,280 --> 00:41:45,700
+مع الـ Daffodils، لذلك قلبي يبدأ .. ماذا؟ يحرر مع
+
+511
+00:41:45,700 --> 00:41:50,200
+الـ Daffodils، مع الشمس ومع الـ Twinkling Stars،
+
+512
+00:41:50,200 --> 00:41:56,480
+صحيح؟ تأتي إلى مجتمع كامل، تأتي إلى مجتمع كامل
+
+513
+00:41:56,480 --> 00:41:59,720
+بمشاركة الأجزاء، بمشاركة الأجزاء، بمشاركة الأجزاء،
+
+514
+00:41:59,720 --> 00:42:00,080
+بمشاركة الأجزاء، بمشاركة الأجزاء، بمشاركة الأجزاء،
+
+515
+00:42:00,080 --> 00:42:02,040
+بمشاركة الأجزاء، بمشاركة الأجزاء، بمشاركة الأجزاء،
+
+516
+00:42:02,040 --> 00:42:04,020
+بمشاركة الأجزاء، بمشاركة الأجزاء، بمشاركة الأجزاء،
+
+517
+00:42:04,020 --> 00:42:07,700
+بمشاركة الأجزاء، بمشاركلأننا قلنا إن وليام
+
+518
+00:42:07,700 --> 00:42:12,360
+واردزويت هو أب طبيعي البطارية ولكن الموضوع الطبيعي
+
+519
+00:42:12,360 --> 00:42:18,720
+هم في بعض الانهيارات في كلمات أخرى ما أقوله أن هذه
+
+520
+00:42:18,720 --> 00:42:25,360
+القصة لديه كل أفكار الرومانسيزم كمجموعة حتى
+
+521
+00:42:25,360 --> 00:42:30,040
+المفهوم للقصة قصة قصة قصة قصة قصة قصة قصة قصة قصة
+
+522
+00:42:30,040 --> 00:42:31,020
+قصة قصة قصة قصة قصة
+
+523
+00:42:36,290 --> 00:42:39,730
+A poet and comes to this scene and doesn't feel
+
+524
+00:42:39,730 --> 00:42:44,450
+happy. He is not a poet. He is not a poet.
+
+525
+00:42:49,770 --> 00:42:54,030
+وأيضًا تحتوي على مفهوم الرومانسي الرومانسي
+
+526
+00:42:54,030 --> 00:42:54,470
+الرومانسي الرومانسي الرومانسي الرومانسي الرومانسي
+
+527
+00:42:54,470 --> 00:42:56,010
+الرومانسي الرومانسي الرومانسي الرومانسي الرومانسي
+
+528
+00:42:56,010 --> 00:42:57,810
+الرومانسي الرومانسي الرومانسي الرومانسي الرومانسي
+
+529
+00:42:57,810 --> 00:42:58,090
+الرومانسي الرومانسي الرومانسي الرومانسي الرومانسي
+
+530
+00:42:58,090 --> 00:43:00,650
+الرومانسي الرومانسي الرومانسي الرومانسي الرومانسي
+
+531
+00:43:00,650 --> 00:43:02,610
+الرومانسي الرومانسي الرومانسي الرومانسي الرومانسي
+
+532
+00:43:02,610 --> 00:43:07,050
+الرومانسي الرومانسي
+
+533
+00:43:07,050 --> 00:43:08,450
+الرومانسي
+
+534
+00:43:13,460 --> 00:43:17,480
+سنتوقف هنا ان شاء الله و في المرة القادمة سنبدأ مع
+
+535
+00:43:17,480 --> 00:43:23,080
+نظرية جديدة وهي تجارب الرسالة تجارب الرسالة نظرية
+
+536
+00:43:23,080 --> 00:43:24,940
+نشاط الله
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/tRSOR49ETUk_raw.json b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/tRSOR49ETUk_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..cf4234123d134e28be5e13fa44199d7231067b75
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/tRSOR49ETUk_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 3410, "start": 20.72, "end": 34.1, "text": "بسم الله الرحمن الرحيم how are you sisters? fine how was your weekend? nice how did you spend it? good wow", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 577, 366, 291, 11589, 30, 2489, 577, 390, 428, 6711, 30, 1481, 577, 630, 291, 3496, 309, 30, 665, 6076], "avg_logprob": -0.23880208134651185, "compression_ratio": 1.179245283018868, "no_speech_prob": 4.76837158203125e-07, "words": [{"start": 20.72, "end": 21.04, "word": "بسم", "probability": 0.84326171875}, {"start": 21.04, "end": 21.26, "word": " الله", "probability": 0.9765625}, {"start": 21.26, "end": 21.64, "word": " الرحمن", "probability": 0.96630859375}, {"start": 21.64, "end": 22.14, "word": " الرحيم", "probability": 0.994140625}, {"start": 22.14, "end": 25.66, "word": " how", "probability": 0.1619873046875}, {"start": 25.66, "end": 25.8, "word": " are", "probability": 0.94677734375}, {"start": 25.8, "end": 25.9, "word": " 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This poem can relate to most of us in many ways. 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They are to show that they are sharing the unity and the harmony and they move in a harmonic movement. In a harmonic movement, right? 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0.9715983072916666}, {"start": 2577.81, "end": 2577.89, "word": " الرومانسي", "probability": 0.9713541666666666}, {"start": 2577.89, "end": 2577.89, "word": " الرومانسي", "probability": 0.972412109375}, {"start": 2577.89, "end": 2578.09, "word": " الرومانسي", "probability": 0.971435546875}, {"start": 2578.09, "end": 2578.09, "word": " الرومانسي", "probability": 0.9729817708333334}, {"start": 2578.09, "end": 2578.09, "word": " الرومانسي", "probability": 0.9727376302083334}, {"start": 2578.09, "end": 2578.09, "word": " الرومانسي", "probability": 0.97412109375}, {"start": 2578.09, "end": 2579.13, "word": " الرومانسي", "probability": 0.9757486979166666}, {"start": 2579.13, "end": 2580.29, "word": " الرومانسي", "probability": 0.9766438802083334}, {"start": 2580.29, "end": 2580.65, "word": " الرومانسي", "probability": 0.9781087239583334}, {"start": 2580.65, "end": 2580.65, "word": " الرومانسي", "probability": 0.9794108072916666}, {"start": 2580.65, "end": 2580.65, "word": " الرومانسي", "probability": 0.9803059895833334}, {"start": 2580.65, "end": 2580.65, "word": " الرومانسي", "probability": 0.9814453125}, {"start": 2580.65, "end": 2580.65, "word": " الرومانسي", "probability": 0.9829915364583334}, {"start": 2580.65, "end": 2582.61, "word": " الرومانسي", "probability": 0.9837239583333334}, {"start": 2582.61, "end": 2583.99, "word": " الرومانسي", "probability": 0.9842936197916666}, {"start": 2583.99, "end": 2587.05, "word": " الرومانسي", "probability": 0.9859212239583334}, {"start": 2587.05, "end": 2588.45, "word": " الرومانسي", "probability": 0.9864908854166666}], "temperature": 1.0}, {"id": 109, "seek": 260494, "start": 2593.46, "end": 2604.94, "text": "سنتوقف هنا ان شاء الله و في المرة القادمة سنبدأ مع نظرية جديدة وهي تجارب الرسالة تجارب الرسالة نظرية نشاط الله", "tokens": [3794, 1863, 2655, 30543, 5172, 34105, 16472, 13412, 16606, 21984, 4032, 8978, 9673, 25720, 25062, 18513, 46007, 8608, 1863, 44510, 10721, 20449, 8717, 19913, 2288, 10632, 10874, 16254, 41891, 37037, 1829, 6055, 7435, 9640, 3555, 34892, 3794, 6027, 3660, 6055, 7435, 9640, 3555, 34892, 3794, 6027, 3660, 8717, 19913, 2288, 10632, 8717, 8592, 41193, 21984], "avg_logprob": -0.5220423958131245, "compression_ratio": 1.7094017094017093, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 2593.46, "end": 2594.3, "word": "سنتوقف", "probability": 0.6349365234375}, {"start": 2594.3, "end": 2594.56, "word": " هنا", "probability": 0.95263671875}, {"start": 2594.56, "end": 2594.72, "word": " ان", "probability": 0.170654296875}, {"start": 2594.72, "end": 2594.94, "word": " شاء", "probability": 0.962158203125}, {"start": 2594.94, "end": 2595.04, "word": " الله", "probability": 0.955078125}, {"start": 2595.04, "end": 2595.94, "word": " و", "probability": 0.814453125}, {"start": 2595.94, "end": 2596.18, "word": " في", "probability": 0.042144775390625}, {"start": 2596.18, "end": 2596.34, "word": " المرة", "probability": 0.5321044921875}, {"start": 2596.34, "end": 2596.34, "word": " القادمة", "probability": 0.8059895833333334}, {"start": 2596.34, "end": 2597.1, "word": " سنبدأ", "probability": 0.859619140625}, {"start": 2597.1, "end": 2597.48, "word": " مع", "probability": 0.37890625}, {"start": 2597.48, "end": 2599.06, "word": " نظرية", "probability": 0.41180419921875}, {"start": 2599.06, "end": 2599.08, "word": " جديدة", "probability": 0.96728515625}, {"start": 2599.08, "end": 2599.54, "word": " وهي", "probability": 0.59228515625}, {"start": 2599.54, "end": 2599.78, "word": " تجارب", "probability": 0.62322998046875}, {"start": 2599.78, "end": 2601.18, "word": " الرسالة", "probability": 0.408416748046875}, {"start": 2601.18, "end": 2602.02, "word": " تجارب", "probability": 0.819091796875}, {"start": 2602.02, "end": 2602.62, "word": " الرسالة", "probability": 0.93359375}, {"start": 2602.62, "end": 2603.08, "word": " نظرية", "probability": 0.7467041015625}, {"start": 2603.08, "end": 2604.7, "word": " نشاط", "probability": 0.59521484375}, {"start": 2604.7, "end": 2604.94, "word": " الله", "probability": 0.85888671875}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2605.5575625, "duration_after_vad": 2427.5124999999953}
\ No newline at end of file
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/yzXvs3lkHBc_postprocess.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/yzXvs3lkHBc_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..2226f05f2baac46177e7557e4db38c9bfe6694f7
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/yzXvs3lkHBc_postprocess.srt
@@ -0,0 +1,720 @@
+1
+00:00:20,810 --> 00:00:26,970
+بسم الله الرحمن الرحيم اليوم سوف نبدأ أول دراسة
+
+2
+00:00:26,970 --> 00:00:34,490
+بعد الإيد و ستكون تابعة لأشياء من التجارب باعتبار
+
+3
+00:00:34,490 --> 00:00:39,710
+أريستوطو الماضي تحدثنا عن القصة الاريستوطيلية
+
+4
+00:00:39,710 --> 00:00:44,870
+التبعية الاريستوطيلية و اليوم سوف نتحدث عن شخصية
+
+5
+00:00:44,870 --> 00:00:49,830
+الاريستوطو او القصة التجاربة سوف نبدأبالتواصل
+
+6
+00:00:49,830 --> 00:00:53,370
+بالقصة
+
+7
+00:00:53,370 --> 00:01:01,450
+السابقة، بقول أن أريستوطل قال أن أي تجارة لا يجب و
+
+8
+00:01:01,450 --> 00:01:10,190
+لا يجب أن تظهر شخصية جيدة مع نهاية سيئة،
+
+9
+00:01:18,450 --> 00:01:22,870
+خلّيني أخبرك لماذا أختي هنا بدأت بقول نعم
+
+10
+00:01:28,520 --> 00:01:33,300
+صح، صح، ليس حقيقية، هذا السبب الجيد، صح؟ على الرغم
+
+11
+00:01:33,300 --> 00:01:38,820
+من ذلك، إذا كان لدينا شخصية عظيمة كإنسان جيد جدًا
+
+12
+00:01:38,820 --> 00:01:44,040
+أو شخصية تقريبًا ممتازة، وفي نفس الوقت، سيكون لديه
+
+13
+00:01:44,040 --> 00:01:48,700
+نهاية سيئة، صح؟ هذا سيجعلنا نحن نحن نحن نحن نحن
+
+14
+00:01:48,700 --> 00:01:49,180
+نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن
+
+15
+00:01:49,180 --> 00:01:50,240
+نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن
+
+16
+00:01:50,240 --> 00:01:52,860
+نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحنإنجاز،
+
+17
+00:01:52,860 --> 00:02:00,340
+غضب، لماذا يجب أن ينتهي هذا الشخص في هذه الطريقة؟
+
+18
+00:02:02,540 --> 00:02:09,600
+إذا كان شخصًا سيئ و ينتهي بإنتهاء سعيد، فسنقول إن
+
+19
+00:02:09,600 --> 00:02:14,880
+هذا غير صحيح، هذا غير صحيح، و لن يتسبب أبداً في
+
+20
+00:02:14,880 --> 00:02:19,460
+كتارسيس، عذر و خوف، صح؟ نفس الشيء إذا .. أعني هذا
+
+21
+00:02:19,460 --> 00:02:25,360
+الشخص السيئ ينتهي بماذا؟ ب .. أعني بإنتهاء سيئ،
+
+22
+00:02:25,360 --> 00:02:30,570
+عذر، فسنقول إنه يستحق ذلكهو سيكون سعيد من نهايته
+
+23
+00:02:30,570 --> 00:02:37,490
+الخاطئة الخاصة ولذلك ما يتطلبه هو حقيقة جيل من
+
+24
+00:02:37,490 --> 00:02:42,890
+المخلوقات والخوف وفقًا لعريستوطيل نوع التجارب التي
+
+25
+00:02:44,230 --> 00:02:50,050
+وهو يظهر أو ينشر كثارسيس خاصة بالعزل والخوف ولكنه
+
+26
+00:02:50,050 --> 00:02:55,650
+سيكون أفضل رجل مع نهاية عزيزة، أفضل رجل مع نهاية
+
+27
+00:02:55,650 --> 00:03:02,930
+عزيزة، أفضل رجل
+
+28
+00:03:02,930 --> 00:03:06,590
+مع نهاية عزيزة، أفضل رجل مع نهاية عزيزة، أفضل رجل
+
+29
+00:03:06,590 --> 00:03:06,950
+مع نهاية عزيزة، أفضل رجل مع نهاية عزيزة، أفضل رجل
+
+30
+00:03:06,950 --> 00:03:08,350
+مع نهاية عزيزة، أفضل رجل مع نهاية عزيزة، أفضل رجل
+
+31
+00:03:08,350 --> 00:03:10,230
+مع نهاية عزيزة، أفضل رجل مع نهاية عزيزة، أفضل رجل
+
+32
+00:03:10,230 --> 00:03:15,990
+مع نهاية عزيزة، أفضلهو لديه نتيجة سيئة ولكن في نفس
+
+33
+00:03:15,990 --> 00:03:24,470
+الوقت نستطيع أن نجد أسباب لتعذيب هذا الشخص لأن هذا
+
+34
+00:03:24,470 --> 00:03:34,030
+الشخص الجيد سيقوم بخطأ هذا الخطأ سيؤدي إلى تعذيبه
+
+35
+00:03:34,030 --> 00:03:42,050
+في نهايةالعرض ما أقصده هو أننا جميعنا إنسان ونحن
+
+36
+00:03:42,050 --> 00:03:49,290
+مضطرين لعمل خطأ كل واحد مننا يعمل خطأ للخطأ هو
+
+37
+00:03:49,290 --> 00:03:56,550
+إنسان وهو جزء من ماذا؟ جزء من طبيعتنا ولذلك في
+
+38
+00:03:56,550 --> 00:04:02,510
+موقف محدد في حياته الشخصي يعمل خطأ هذا الخطأ هو
+
+39
+00:04:02,510 --> 00:04:09,250
+خطأ خاطئماذا يعني بخطأ مصطلح؟ خطأ يعنى سيؤدي إلى
+
+40
+00:04:09,250 --> 00:04:14,650
+نهاية كتاسترافية، نهاية كتاسترافية، صح؟ وهذا السبب
+
+41
+00:04:14,650 --> 00:04:22,050
+يقولون أن جودته ليست ممتازة، صح؟ لكنه لديه قليل من
+
+42
+00:04:22,050 --> 00:04:29,190
+الوكيد، مثل الجميعمن يعتقد أننا لسنا لدينا نوع من
+
+43
+00:04:29,190 --> 00:04:33,030
+القوات السيئة داخل نفسنا أو على الأقل عادات سيئة
+
+44
+00:04:33,030 --> 00:04:37,570
+أو عادات سيئة أو عادات سيئة تأتي إلى عقلنا. لكن
+
+45
+00:04:37,570 --> 00:04:43,190
+عاملًا ما يمكننا أن نقوله أن جودته جودته أكثر من
+
+46
+00:04:43,190 --> 00:04:49,590
+جودتهwickedness if we want to classify him we
+
+47
+00:04:49,590 --> 00:04:53,730
+cannot classify him as being bad because every one
+
+48
+00:04:53,730 --> 00:04:58,790
+of us is having these two parts the angel and the
+
+49
+00:04:58,790 --> 00:05:05,760
+devilالشخص اللي يحكي في أعينك دائمًا، يحكي لك أن
+
+50
+00:05:05,760 --> 00:05:11,720
+تفعل ما؟ أشياء سيئة، صحيح؟ ونفسه وما سواها فألهمها
+
+51
+00:05:11,720 --> 00:05:15,180
+فجورها وتقواها، هذا ما يجعلنا إنسانًا
+
+52
+00:05:20,740 --> 00:05:27,160
+وهذا ما يتطلبه من الرجل السحبي، أن يكون جيده أكتر
+
+53
+00:05:27,160 --> 00:05:37,800
+من عقله، لكن خطأ يعمله سيكون السبب خلف عقله. هو
+
+54
+00:05:37,800 --> 00:05:45,620
+صحيح لنفسه، جميعا جيدا في أهدافه وعملها.
+
+55
+00:05:47,320 --> 00:05:51,640
+بعض الناس جيدة في الاختيارات ولكن لديها أفكار سيئة
+
+56
+00:05:51,640 --> 00:05:59,560
+وكذلك بعض الناس لربما لديها أفكار سيئة ولكن لديها
+
+57
+00:05:59,560 --> 00:06:06,360
+أفكار سيئة ولكن الهيرو هنا يحتاج لديه أفكار سيئة
+
+58
+00:06:06,360 --> 00:06:13,320
+وأفكار سيئة أيضًا أفكار سيئة ك .. لكنه يقوم بالخطأ
+
+59
+00:06:13,320 --> 00:06:17,410
+بأفكار سيئةlike every one of us، like the good
+
+60
+00:06:17,410 --> 00:06:20,350
+people، like the God people، they don't have a
+
+61
+00:06:20,350 --> 00:06:22,810
+wicked intention، they usually make the mistakes
+
+62
+00:06:22,810 --> 00:06:25,550
+while they have good intentions، right؟ والطريق
+
+63
+00:06:25,550 --> 00:06:31,810
+إلى يعني إلى جهنم في العادة كما يقول المثل يعني،
+
+64
+00:06:31,810 --> 00:06:36,350
+right؟ معبد بالنواية الحسنة، إيش المقصود معبد
+
+65
+00:06:36,350 --> 00:06:40,070
+بالنواية الحسنة؟ That we usually make fatal
+
+66
+00:06:40,070 --> 00:06:43,690
+mistakes with good intentions, right؟
+
+67
+00:06:48,280 --> 00:06:53,180
+الشخص يكون نفسه ليس لديه وجهة مرتبطة
+
+68
+00:06:55,820 --> 00:06:59,580
+لأ لأ لأ لأ لأ، أنا لا أقصد ذلك. صحيح لنفسه، هنا
+
+69
+00:06:59,580 --> 00:07:05,040
+يعني أنه هو صحيح، ان الداخل هو الخارجه. نسميها
+
+70
+00:07:05,040 --> 00:07:08,460
+بالإنجليزي His being is his own seeming. His
+
+71
+00:07:08,460 --> 00:07:13,400
+seeming و his being هم نفسهم. هو ليس مزدوجًا، هو
+
+72
+00:07:13,400 --> 00:07:16,940
+ليس سيئًا. His being ليس مختلفًا تمامًا من his own
+
+73
+00:07:16,940 --> 00:07:21,480
+seeming. لكن الجيد في الداخل يظهر عادةً. الهدف هو
+
+74
+00:07:21,480 --> 00:07:28,660
+البشر. الهدف هو الseeming.وهذه الاختصارات كانت
+
+75
+00:07:28,660 --> 00:07:32,420
+جيدة. نعم يا أختي.
+
+76
+00:07:42,090 --> 00:07:47,890
+نحن لسنا قادرين على هذا، الأخير هو خطأ القرار الذي
+
+77
+00:07:47,890 --> 00:07:54,130
+سنتحدث عنه، ولكن عامًا، عامًا، في حالة Oedipus
+
+78
+00:07:54,130 --> 00:08:01,790
+التي سندرسها، الخطأ ليس خطأه نفسه، ولكنه يحصل على
+
+79
+00:08:01,790 --> 00:08:05,950
+مشكلة психولوجية أخرى داخل شخصية نفسه التي أدت
+
+80
+00:08:05,950 --> 00:08:07,870
+لإنقاذه
+
+81
+00:08:09,100 --> 00:08:12,980
+الذين يقولون عادةً أن عريبس لم يكن خطأه الخاص بيه،
+
+82
+00:08:12,980 --> 00:08:17,920
+كان خطأ الوحوش اللي قاموا به في قتل والده الخاص
+
+83
+00:08:17,920 --> 00:08:21,780
+بيه ومزوجة والده الخاصة بيه، لم يكن خطأه الخاص
+
+84
+00:08:21,780 --> 00:08:27,140
+بيه، كان مستعدًا لماذا يفعل هذا، فسنتحدث عن هذا
+
+85
+00:08:27,140 --> 00:08:34,610
+السؤال لاحقًا، أعني أنه يمكن أن يقبلأو غير مؤمن
+
+86
+00:08:34,610 --> 00:08:39,490
+بهذا المصطلح السيئ و كان يعتبرها لا شيء و لا شيء
+
+87
+00:08:39,490 --> 00:08:45,350
+كان يحدث ولكن لأنه مفهوم لأنه يفكر بشكل مفهوم و
+
+88
+00:08:45,350 --> 00:08:52,850
+يؤمن بهذه الأفكار السيئة ، مصطلحه كان موفق ، لذلك
+
+89
+00:08:52,850 --> 00:08:57,960
+لديه شيء خاطئ في شخصيته الخاصةوهو نفسه التفكير
+
+90
+00:08:57,960 --> 00:09:05,930
+السيئ نحن سوف نتكلم عن ذلك عندما نطبق على عليبسنعم
+
+91
+00:09:05,930 --> 00:09:17,490
+ولكن كما قلت لك المجتمع يكتب أكتب
+
+92
+00:09:17,490 --> 00:09:17,530
+أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب
+
+93
+00:09:17,530 --> 00:09:17,610
+أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب
+
+94
+00:09:17,610 --> 00:09:18,810
+أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب
+
+95
+00:09:18,810 --> 00:09:22,890
+أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب
+
+96
+00:09:22,890 --> 00:09:29,350
+أ
+
+97
+00:09:29,380 --> 00:09:36,240
+انها ليست مشكلة شخصية للهيرو ولكنها خطأ او غير
+
+98
+00:09:36,240 --> 00:09:41,940
+محقق من اللي؟ غير محقق من الله و هذا هو السبب
+
+99
+00:09:41,940 --> 00:09:48,180
+لانهم كانوا اخرجوا من من؟ من بلاتو لان بلاتو
+
+100
+00:09:48,180 --> 00:09:51,880
+اخرجوا منهم لانهم كانوا يقولون انهم مجرد مجرد مجرد
+
+101
+00:09:51,880 --> 00:09:52,180
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+102
+00:09:52,180 --> 00:09:54,180
+مجرد مجرد مجرد مجرد مجرد
+
+103
+00:09:57,590 --> 00:10:02,590
+في هذه الحالة سنستمر، أعني الأول هو أن يكون جيد،
+
+104
+00:10:02,590 --> 00:10:11,410
+جيد ولكن ليس مثالي، جيد يجعل الاخرين يشبهوه، شبه،
+
+105
+00:10:11,410 --> 00:10:16,730
+شبه يكون شبه أيضًا، شبه هنا هو أن تكون مثلنا، ليس
+
+106
+00:10:16,730 --> 00:10:22,510
+أن تكون عروس، على سبيل المثال، أنا لا أشبه Batman
+
+107
+00:10:23,440 --> 00:10:27,160
+الشخص يبدو إنسانًا ولكنني لا أشكرهم، هل تعرفين
+
+108
+00:10:27,160 --> 00:10:31,600
+لماذا؟ لأنه ليس شخصًا إنسانًا أو رجل سوبرمان أو
+
+109
+00:10:31,600 --> 00:10:37,700
+ايرمان أو أي شخص لأنهم أسلحاب عظيمين، أسلحاب
+
+110
+00:10:37,700 --> 00:10:42,660
+عظيمين، أجل، أسلحاب عظيمين، أجل، أسلحاب عظيمين،
+
+111
+00:10:42,660 --> 00:10:45,420
+أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل،
+
+112
+00:10:45,420 --> 00:10:46,120
+أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل،
+
+113
+00:10:46,120 --> 00:10:51,750
+أجل، أجل، أجل، أجل، أجل، أجل، أجل، أالشعور بالعزف
+
+114
+00:10:51,750 --> 00:10:59,450
+والعزف يجب أن نشترك في الانسان. الانسان يطول،
+
+115
+00:10:59,450 --> 00:11:06,660
+يصيب، يتزوج، يحصل على أطفالنعم، لكنك تريد أن تشرف
+
+116
+00:11:06,660 --> 00:11:11,420
+مع شخص لا يشبه نفسنا، أليس كذلك؟ في الوقت من
+
+117
+00:11:11,420 --> 00:11:16,060
+الصعوبة والقوة مثل الجميع. لذلك، القوة الأخرى
+
+118
+00:11:16,060 --> 00:11:21,760
+لبقاء جيدًا هي أن تكون إنسانًا مثل نفسنا، وليس أن
+
+119
+00:11:21,760 --> 00:11:23,500
+تكون عارفًا.
+
+120
+00:11:25,020 --> 00:11:30,920
+وأن تكون مناسبًا.this is the third quality the
+
+121
+00:11:30,920 --> 00:11:35,420
+third quality to be appropriate true to his type
+
+122
+00:11:35,420 --> 00:11:39,120
+to his age to his gender and to his social status
+
+123
+00:11:39,120 --> 00:11:44,720
+what do you mean by that نفس
+
+124
+00:11:44,720 --> 00:11:49,260
+التلاتة a
+
+125
+00:11:49,260 --> 00:11:54,860
+woman should speak and act like a woman a king
+
+126
+00:11:54,860 --> 00:12:00,910
+should speak and act like a kingالطفل الصغير يجب
+
+127
+00:12:00,910 --> 00:12:08,770
+أن يتحدث و يتصرف كطفل صغير ولكن إذا وجدت طفل يتحدث
+
+128
+00:12:08,770 --> 00:12:15,410
+و يتصرف كشخص قديم، فهو لن يكون حقيقي، ليس مناسب،
+
+129
+00:12:15,410 --> 00:12:21,370
+ليس مناسب لمن؟ ليس مناسب له؟age neither to his
+
+130
+00:12:21,370 --> 00:12:26,150
+gender nor to his social status right the noble
+
+131
+00:12:26,150 --> 00:12:29,750
+man speaks with the right in a language that
+
+132
+00:12:29,750 --> 00:12:33,870
+differs from the language used by a poor man for
+
+133
+00:12:33,870 --> 00:12:38,430
+example right and therefore right the character is
+
+134
+00:12:38,430 --> 00:12:44,610
+required to be true to his age to his gender and
+
+135
+00:12:44,610 --> 00:12:49,920
+to his social statusوان يكونوا صحيحين هنا انا أعني
+
+136
+00:12:49,920 --> 00:12:54,740
+ان يغيروا كلمة صحيحة ويستخدمون كلمة مناسبة
+
+137
+00:12:54,740 --> 00:13:03,360
+استخدموا كلمة مناسبة صحيح؟ مناسبة له عمره، جندر
+
+138
+00:13:03,360 --> 00:13:08,860
+وصحيحات المجتمع، جيد صحيح؟الأخير اللي هو صحيح
+
+139
+00:13:08,860 --> 00:13:14,540
+الواحد قبل الأخير اللي هو أن تكون مستقل صحيح مستقل
+
+140
+00:13:14,540 --> 00:13:22,880
+مستقل مع ماذا مع القوانين المحتاجية والطبقية وماذا
+
+141
+00:13:22,880 --> 00:13:27,820
+نعني هنا بمستقل مع القوانين المحتاجية والطبقية
+
+142
+00:13:27,820 --> 00:13:38,200
+صحيح الشخصيجب أن يتطور في طريق الاحتياطات
+
+143
+00:13:38,200 --> 00:13:47,860
+الدramatic يجب أن يتغير بحسب ما يمكن أن يحدث وما
+
+144
+00:13:47,860 --> 00:13:53,680
+يحتاج أن يحدث ، لذلك إذا قتل عذاب في البداية يجب
+
+145
+00:13:53,680 --> 00:13:59,650
+أنمقابلة في النهاية صحيح إذا كان يدخل تجربة معرفة
+
+146
+00:13:59,650 --> 00:14:06,250
+جديدة يجب أن يكون شخص مختلف صحيح أننا نكتب تقسيم
+
+147
+00:14:06,250 --> 00:14:12,550
+هنا يعني أن الرجل السيئ يجب صحيح تطور صحيح في
+
+148
+00:14:12,550 --> 00:14:18,290
+الحركة الدramatic صحيحdepending on what is
+
+149
+00:14:18,290 --> 00:14:23,270
+probable to happen and what is necessary to happen
+
+150
+00:14:23,270 --> 00:14:31,350
+yeah true to life okay the last onewhich is we
+
+151
+00:14:31,350 --> 00:14:38,510
+call it the tragic flow flow here f l a w not o w
+
+152
+00:14:38,510 --> 00:14:44,510
+right but f l a w flow here means mistake there is
+
+153
+00:14:44,510 --> 00:14:49,090
+a mistake in his own character in his own
+
+154
+00:14:49,090 --> 00:14:53,870
+character yeah tragic flow and this tragic flow
+
+155
+00:14:53,870 --> 00:14:58,490
+might beمفهوم بانتصار اتنين بانتصار اتنين بانتصار
+
+156
+00:14:58,490 --> 00:15:00,990
+اتنين بانتصار اتنين بانتصار اتنين بانتصار اتنين
+
+157
+00:15:00,990 --> 00:15:01,830
+بانتصار اتنين بانتصار اتنين بانتصار اتنين بانتصار
+
+158
+00:15:01,830 --> 00:15:04,810
+اتنين بانتصار اتنين بانتصار اتنين بانتصار اتنين
+
+159
+00:15:04,810 --> 00:15:04,830
+بانتصار اتنين بانتصار اتنين بانتصار اتنين بانتصار
+
+160
+00:15:04,830 --> 00:15:09,890
+بانتصار اتنين بانتصار اتنين
+
+161
+00:15:09,890 --> 00:15:13,630
+بانتصار اتنين
+
+162
+00:15:13,630 --> 00:15:22,610
+بانتصار اتنين
+
+163
+00:15:22,610 --> 00:15:29,840
+بانتصعندما يعتقد كنغلير أن اتان أطفاله يعرفوا انهم
+
+164
+00:15:29,840 --> 00:15:36,620
+يعجبوه أكتر من اتان أطفاله يقوم بالخطأ من القرار
+
+165
+00:15:36,620 --> 00:15:44,520
+لأنه قتل كورديليا لانها لم تحبه وانت وانت وانت
+
+166
+00:15:44,520 --> 00:15:45,780
+وانت وانت وانت وانت وانت وانت وانت وانت وانت وانت
+
+167
+00:15:45,780 --> 00:15:46,020
+وانت وانت وانت وانت
+
+168
+00:15:50,360 --> 00:15:57,360
+انتقل عائلته بين أبنائها كانت خطأ التخطيط خطأ هو
+
+169
+00:15:57,360 --> 00:16:01,780
+فكر انه سيبقى مستقل مثل الراجل والأب وكل شخص
+
+170
+00:16:01,780 --> 00:16:09,780
+سيحترمه ويعيش سعيدا لكن هذا كان خطأ التخطيط او خطأ
+
+171
+00:16:09,780 --> 00:16:16,840
+القرار لأنه لم يكن يعرف الحقيقة عن أبنائه الخاصة
+
+172
+00:16:18,070 --> 00:16:23,390
+هذه الخطأ في شخصيته الخاصة مخطط أخر أيضًا صحيح أو
+
+173
+00:16:23,390 --> 00:16:28,510
+hamasha يمكن أن يكون كخطأ بشكل شخصي صحيح في داخل
+
+174
+00:16:28,510 --> 00:16:35,450
+الشخص الشخص يتعامل مثل كينجليه كان لديه مشكلة حرية
+
+175
+00:16:35,450 --> 00:16:43,070
+وهو خطأ بشكل شخصي صحيح لأن الحرية مفتوحة الحرية
+
+176
+00:16:43,070 --> 00:16:48,520
+مفتوحة ولذلكحسنًا ما يمكننا أن نقول عن همارشيا أن
+
+177
+00:16:48,520 --> 00:16:55,960
+همارشيا عادةً مخطط مجرد الهيرو إما مخطط أو خطأ
+
+178
+00:16:55,960 --> 00:17:02,040
+القرار أو لديه مشكلة شخصية في شخصيته الخاصة التي
+
+179
+00:17:02,040 --> 00:17:08,420
+يؤدي إلى كتاسترافه الخاصة في النهاية بخير حسنًا
+
+180
+00:17:08,420 --> 00:17:11,640
+حسنًا
+
diff --git a/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/yzXvs3lkHBc_raw.srt b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/yzXvs3lkHBc_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..26ce7df8401f4dbdef66b6128e43c6c52cea59f6
--- /dev/null
+++ b/SKIP:::PL9fwy3NUQKwau8iW0Un7B0Fm120eJDzpc/yzXvs3lkHBc_raw.srt
@@ -0,0 +1,728 @@
+1
+00:00:20,810 --> 00:00:26,970
+بسم الله الرحمن الرحيم اليوم سوف نبدأ أول دراسة
+
+2
+00:00:26,970 --> 00:00:34,490
+بعد الإيد و ستكون تابعة لأشياء من التجارب باعتبار
+
+3
+00:00:34,490 --> 00:00:39,710
+أريستوطو الماضي تحدثنا عن القصة الاريستوطيلية
+
+4
+00:00:39,710 --> 00:00:44,870
+التبعية الاريستوطيلية و اليوم سوف نتحدث عن شخصية
+
+5
+00:00:44,870 --> 00:00:49,830
+الاريستوطو او القصة التجاربة سوف نبدأبالتواصل
+
+6
+00:00:49,830 --> 00:00:53,370
+بالقصة
+
+7
+00:00:53,370 --> 00:01:01,450
+السابقة، بقول أن أريستوطل قال أن أي تجارة لا يجب و
+
+8
+00:01:01,450 --> 00:01:10,190
+لا يجب أن تظهر شخصية جيدة مع نهاية سيئة،
+
+9
+00:01:18,450 --> 00:01:22,870
+خلّيني أخبرك لماذا أختي هنا بدأت بقول نعم
+
+10
+00:01:28,520 --> 00:01:33,300
+صح، صح، ليس حقيقية، هذا السبب الجيد، صح؟ على الرغم
+
+11
+00:01:33,300 --> 00:01:38,820
+من ذلك، إذا كان لدينا شخصية عظيمة كإنسان جيد جدًا
+
+12
+00:01:38,820 --> 00:01:44,040
+أو شخصية تقريبًا ممتازة، وفي نفس الوقت، سيكون لديه
+
+13
+00:01:44,040 --> 00:01:48,700
+نهاية سيئة، صح؟ هذا سيجعلنا نحن نحن نحن نحن نحن
+
+14
+00:01:48,700 --> 00:01:49,180
+نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن
+
+15
+00:01:49,180 --> 00:01:50,240
+نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن
+
+16
+00:01:50,240 --> 00:01:52,860
+نحن نحن نحن نحن نحن نحن نحن نحن نحن نحن نحنإنجاز،
+
+17
+00:01:52,860 --> 00:02:00,340
+غضب، لماذا يجب أن ينتهي هذا الشخص في هذه الطريقة؟
+
+18
+00:02:02,540 --> 00:02:09,600
+إذا كان شخصًا سيئ و ينتهي بإنتهاء سعيد، فسنقول إن
+
+19
+00:02:09,600 --> 00:02:14,880
+هذا غير صحيح، هذا غير صحيح، و لن يتسبب أبداً في
+
+20
+00:02:14,880 --> 00:02:19,460
+كتارسيس، عذر و خوف، صح؟ نفس الشيء إذا .. أعني هذا
+
+21
+00:02:19,460 --> 00:02:25,360
+الشخص السيئ ينتهي بماذا؟ ب .. أعني بإنتهاء سيئ،
+
+22
+00:02:25,360 --> 00:02:30,570
+عذر، فسنقول إنه يستحق ذلكهو سيكون سعيد من نهايته
+
+23
+00:02:30,570 --> 00:02:37,490
+الخاطئة الخاصة ولذلك ما يتطلبه هو حقيقة جيل من
+
+24
+00:02:37,490 --> 00:02:42,890
+المخلوقات والخوف وفقًا لعريستوطيل نوع التجارب التي
+
+25
+00:02:44,230 --> 00:02:50,050
+وهو يظهر أو ينشر كثارسيس خاصة بالعزل والخوف ولكنه
+
+26
+00:02:50,050 --> 00:02:55,650
+سيكون أفضل رجل مع نهاية عزيزة، أفضل رجل مع نهاية
+
+27
+00:02:55,650 --> 00:03:02,930
+عزيزة، أفضل رجل
+
+28
+00:03:02,930 --> 00:03:06,590
+مع نهاية عزيزة، أفضل رجل مع نهاية عزيزة، أفضل رجل
+
+29
+00:03:06,590 --> 00:03:06,950
+مع نهاية عزيزة، أفضل رجل مع نهاية عزيزة، أفضل رجل
+
+30
+00:03:06,950 --> 00:03:08,350
+مع نهاية عزيزة، أفضل رجل مع نهاية عزيزة، أفضل رجل
+
+31
+00:03:08,350 --> 00:03:10,230
+مع نهاية عزيزة، أفضل رجل مع نهاية عزيزة، أفضل رجل
+
+32
+00:03:10,230 --> 00:03:15,990
+مع نهاية عزيزة، أفضلهو لديه نتيجة سيئة ولكن في نفس
+
+33
+00:03:15,990 --> 00:03:24,470
+الوقت نستطيع أن نجد أسباب لتعذيب هذا الشخص لأن هذا
+
+34
+00:03:24,470 --> 00:03:34,030
+الشخص الجيد سيقوم بخطأ هذا الخطأ سيؤدي إلى تعذيبه
+
+35
+00:03:34,030 --> 00:03:42,050
+في نهايةالعرض ما أقصده هو أننا جميعنا إنسان ونحن
+
+36
+00:03:42,050 --> 00:03:49,290
+مضطرين لعمل خطأ كل واحد مننا يعمل خطأ للخطأ هو
+
+37
+00:03:49,290 --> 00:03:56,550
+إنسان وهو جزء من ماذا؟ جزء من طبيعتنا ولذلك في
+
+38
+00:03:56,550 --> 00:04:02,510
+موقف محدد في حياته الشخصي يعمل خطأ هذا الخطأ هو
+
+39
+00:04:02,510 --> 00:04:09,250
+خطأ خاطئماذا يعني بخطأ مصطلح؟ خطأ يعنى سيؤدي إلى
+
+40
+00:04:09,250 --> 00:04:14,650
+نهاية كتاسترافية، نهاية كتاسترافية، صح؟ وهذا السبب
+
+41
+00:04:14,650 --> 00:04:22,050
+يقولون أن جودته ليست ممتازة، صح؟ لكنه لديه قليل من
+
+42
+00:04:22,050 --> 00:04:29,190
+الوكيد، مثل الجميعمن يعتقد أننا لسنا لدينا نوع من
+
+43
+00:04:29,190 --> 00:04:33,030
+القوات السيئة داخل نفسنا أو على الأقل عادات سيئة
+
+44
+00:04:33,030 --> 00:04:37,570
+أو عادات سيئة أو عادات سيئة تأتي إلى عقلنا. لكن
+
+45
+00:04:37,570 --> 00:04:43,190
+عاملًا ما يمكننا أن نقوله أن جودته جودته أكثر من
+
+46
+00:04:43,190 --> 00:04:49,590
+جودتهwickedness if we want to classify him we
+
+47
+00:04:49,590 --> 00:04:53,730
+cannot classify him as being bad because every one
+
+48
+00:04:53,730 --> 00:04:58,790
+of us is having these two parts the angel and the
+
+49
+00:04:58,790 --> 00:05:05,760
+devilالشخص اللي يحكي في أعينك دائمًا، يحكي لك أن
+
+50
+00:05:05,760 --> 00:05:11,720
+تفعل ما؟ أشياء سيئة، صحيح؟ ونفسه وما سواها فألهمها
+
+51
+00:05:11,720 --> 00:05:15,180
+فجورها وتقواها، هذا ما يجعلنا إنسانًا
+
+52
+00:05:20,740 --> 00:05:27,160
+وهذا ما يتطلبه من الرجل السحبي، أن يكون جيده أكتر
+
+53
+00:05:27,160 --> 00:05:37,800
+من عقله، لكن خطأ يعمله سيكون السبب خلف عقله. هو
+
+54
+00:05:37,800 --> 00:05:45,620
+صحيح لنفسه، جميعا جيدا في أهدافه وعملها.
+
+55
+00:05:47,320 --> 00:05:51,640
+بعض الناس جيدة في الاختيارات ولكن لديها أفكار سيئة
+
+56
+00:05:51,640 --> 00:05:59,560
+وكذلك بعض الناس لربما لديها أفكار سيئة ولكن لديها
+
+57
+00:05:59,560 --> 00:06:06,360
+أفكار سيئة ولكن الهيرو هنا يحتاج لديه أفكار سيئة
+
+58
+00:06:06,360 --> 00:06:13,320
+وأفكار سيئة أيضًا أفكار سيئة ك .. لكنه يقوم بالخطأ
+
+59
+00:06:13,320 --> 00:06:17,410
+بأفكار سيئةlike every one of us، like the good
+
+60
+00:06:17,410 --> 00:06:20,350
+people، like the God people، they don't have a
+
+61
+00:06:20,350 --> 00:06:22,810
+wicked intention، they usually make the mistakes
+
+62
+00:06:22,810 --> 00:06:25,550
+while they have good intentions، right؟ والطريق
+
+63
+00:06:25,550 --> 00:06:31,810
+إلى يعني إلى جهنم في العادة كما يقول المثل يعني،
+
+64
+00:06:31,810 --> 00:06:36,350
+right؟ معبد بالنواية الحسنة، إيش المقصود معبد
+
+65
+00:06:36,350 --> 00:06:40,070
+بالنواية الحسنة؟ That we usually make fatal
+
+66
+00:06:40,070 --> 00:06:43,690
+mistakes with good intentions, right؟
+
+67
+00:06:48,280 --> 00:06:53,180
+الشخص يكون نفسه ليس لديه وجهة مرتبطة
+
+68
+00:06:55,820 --> 00:06:59,580
+لأ لأ لأ لأ لأ، أنا لا أقصد ذلك. صحيح لنفسه، هنا
+
+69
+00:06:59,580 --> 00:07:05,040
+يعني أنه هو صحيح، ان الداخل هو الخارجه. نسميها
+
+70
+00:07:05,040 --> 00:07:08,460
+بالإنجليزي His being is his own seeming. His
+
+71
+00:07:08,460 --> 00:07:13,400
+seeming و his being هم نفسهم. هو ليس مزدوجًا، هو
+
+72
+00:07:13,400 --> 00:07:16,940
+ليس سيئًا. His being ليس مختلفًا تمامًا من his own
+
+73
+00:07:16,940 --> 00:07:21,480
+seeming. لكن الجيد في الداخل يظهر عادةً. الهدف هو
+
+74
+00:07:21,480 --> 00:07:28,660
+البشر. الهدف هو الseeming.وهذه الاختصارات كانت
+
+75
+00:07:28,660 --> 00:07:32,420
+جيدة. نعم يا أختي.
+
+76
+00:07:42,090 --> 00:07:47,890
+نحن لسنا قادرين على هذا، الأخير هو خطأ القرار الذي
+
+77
+00:07:47,890 --> 00:07:54,130
+سنتحدث عنه، ولكن عامًا، عامًا، في حالة Oedipus
+
+78
+00:07:54,130 --> 00:08:01,790
+التي سندرسها، الخطأ ليس خطأه نفسه، ولكنه يحصل على
+
+79
+00:08:01,790 --> 00:08:05,950
+مشكلة психولوجية أخرى داخل شخصية نفسه التي أدت
+
+80
+00:08:05,950 --> 00:08:07,870
+لإنقاذه
+
+81
+00:08:09,100 --> 00:08:12,980
+الذين يقولون عادةً أن عريبس لم يكن خطأه الخاص بيه،
+
+82
+00:08:12,980 --> 00:08:17,920
+كان خطأ الوحوش اللي قاموا به في قتل والده الخاص
+
+83
+00:08:17,920 --> 00:08:21,780
+بيه ومزوجة والده الخاصة بيه، لم يكن خطأه الخاص
+
+84
+00:08:21,780 --> 00:08:27,140
+بيه، كان مستعدًا لماذا يفعل هذا، فسنتحدث عن هذا
+
+85
+00:08:27,140 --> 00:08:34,610
+السؤال لاحقًا، أعني أنه يمكن أن يقبلأو غير مؤمن
+
+86
+00:08:34,610 --> 00:08:39,490
+بهذا المصطلح السيئ و كان يعتبرها لا شيء و لا شيء
+
+87
+00:08:39,490 --> 00:08:45,350
+كان يحدث ولكن لأنه مفهوم لأنه يفكر بشكل مفهوم و
+
+88
+00:08:45,350 --> 00:08:52,850
+يؤمن بهذه الأفكار السيئة ، مصطلحه كان موفق ، لذلك
+
+89
+00:08:52,850 --> 00:08:57,960
+لديه شيء خاطئ في شخصيته الخاصةوهو نفسه التفكير
+
+90
+00:08:57,960 --> 00:09:05,930
+السيئ نحن سوف نتكلم عن ذلك عندما نطبق على عليبسنعم
+
+91
+00:09:05,930 --> 00:09:17,490
+ولكن كما قلت لك المجتمع يكتب أكتب
+
+92
+00:09:17,490 --> 00:09:17,530
+أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب
+
+93
+00:09:17,530 --> 00:09:17,610
+أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب
+
+94
+00:09:17,610 --> 00:09:17,610
+أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب
+
+95
+00:09:17,610 --> 00:09:18,810
+أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب
+
+96
+00:09:18,810 --> 00:09:22,890
+أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب أكتب
+
+97
+00:09:22,890 --> 00:09:29,350
+أ
+
+98
+00:09:29,380 --> 00:09:36,240
+انها ليست مشكلة شخصية للهيرو ولكنها خطأ او غير
+
+99
+00:09:36,240 --> 00:09:41,940
+محقق من اللي؟ غير محقق من الله و هذا هو السبب
+
+100
+00:09:41,940 --> 00:09:48,180
+لانهم كانوا اخرجوا من من؟ من بلاتو لان بلاتو
+
+101
+00:09:48,180 --> 00:09:51,880
+اخرجوا منهم لانهم كانوا يقولون انهم مجرد مجرد مجرد
+
+102
+00:09:51,880 --> 00:09:52,180
+مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد مجرد
+
+103
+00:09:52,180 --> 00:09:54,180
+مجرد مجرد مجرد مجرد مجرد
+
+104
+00:09:57,590 --> 00:10:02,590
+في هذه الحالة سنستمر، أعني الأول هو أن يكون جيد،
+
+105
+00:10:02,590 --> 00:10:11,410
+جيد ولكن ليس مثالي، جيد يجعل الاخرين يشبهوه، شبه،
+
+106
+00:10:11,410 --> 00:10:16,730
+شبه يكون شبه أيضًا، شبه هنا هو أن تكون مثلنا، ليس
+
+107
+00:10:16,730 --> 00:10:22,510
+أن تكون عروس، على سبيل المثال، أنا لا أشبه Batman
+
+108
+00:10:23,440 --> 00:10:27,160
+الشخص يبدو إنسانًا ولكنني لا أشكرهم، هل تعرفين
+
+109
+00:10:27,160 --> 00:10:31,600
+لماذا؟ لأنه ليس شخصًا إنسانًا أو رجل سوبرمان أو
+
+110
+00:10:31,600 --> 00:10:37,700
+ايرمان أو أي شخص لأنهم أسلحاب عظيمين، أسلحاب
+
+111
+00:10:37,700 --> 00:10:42,660
+عظيمين، أجل، أسلحاب عظيمين، أجل، أسلحاب عظيمين،
+
+112
+00:10:42,660 --> 00:10:45,420
+أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل،
+
+113
+00:10:45,420 --> 00:10:46,120
+أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل، أجل،
+
+114
+00:10:46,120 --> 00:10:51,750
+أجل، أجل، أجل، أجل، أجل، أجل، أجل، أالشعور بالعزف
+
+115
+00:10:51,750 --> 00:10:59,450
+والعزف يجب أن نشترك في الانسان. الانسان يطول،
+
+116
+00:10:59,450 --> 00:11:06,660
+يصيب، يتزوج، يحصل على أطفالنعم، لكنك تريد أن تشرف
+
+117
+00:11:06,660 --> 00:11:11,420
+مع شخص لا يشبه نفسنا، أليس كذلك؟ في الوقت من
+
+118
+00:11:11,420 --> 00:11:16,060
+الصعوبة والقوة مثل الجميع. لذلك، القوة الأخرى
+
+119
+00:11:16,060 --> 00:11:21,760
+لبقاء جيدًا هي أن تكون إنسانًا مثل نفسنا، وليس أن
+
+120
+00:11:21,760 --> 00:11:23,500
+تكون عارفًا.
+
+121
+00:11:25,020 --> 00:11:30,920
+وأن تكون مناسبًا.this is the third quality the
+
+122
+00:11:30,920 --> 00:11:35,420
+third quality to be appropriate true to his type
+
+123
+00:11:35,420 --> 00:11:39,120
+to his age to his gender and to his social status
+
+124
+00:11:39,120 --> 00:11:44,720
+what do you mean by that نفس
+
+125
+00:11:44,720 --> 00:11:49,260
+التلاتة a
+
+126
+00:11:49,260 --> 00:11:54,860
+woman should speak and act like a woman a king
+
+127
+00:11:54,860 --> 00:12:00,910
+should speak and act like a kingالطفل الصغير يجب
+
+128
+00:12:00,910 --> 00:12:08,770
+أن يتحدث و يتصرف كطفل صغير ولكن إذا وجدت طفل يتحدث
+
+129
+00:12:08,770 --> 00:12:15,410
+و يتصرف كشخص قديم، فهو لن يكون حقيقي، ليس مناسب،
+
+130
+00:12:15,410 --> 00:12:21,370
+ليس مناسب لمن؟ ليس مناسب له؟age neither to his
+
+131
+00:12:21,370 --> 00:12:26,150
+gender nor to his social status right the noble
+
+132
+00:12:26,150 --> 00:12:29,750
+man speaks with the right in a language that
+
+133
+00:12:29,750 --> 00:12:33,870
+differs from the language used by a poor man for
+
+134
+00:12:33,870 --> 00:12:38,430
+example right and therefore right the character is
+
+135
+00:12:38,430 --> 00:12:44,610
+required to be true to his age to his gender and
+
+136
+00:12:44,610 --> 00:12:49,920
+to his social statusوان يكونوا صحيحين هنا انا أعني
+
+137
+00:12:49,920 --> 00:12:54,740
+ان يغيروا كلمة صحيحة ويستخدمون كلمة مناسبة
+
+138
+00:12:54,740 --> 00:13:03,360
+استخدموا كلمة مناسبة صحيح؟ مناسبة له عمره، جندر
+
+139
+00:13:03,360 --> 00:13:08,860
+وصحيحات المجتمع، جيد صحيح؟الأخير اللي هو صحيح
+
+140
+00:13:08,860 --> 00:13:14,540
+الواحد قبل الأخير اللي هو أن تكون مستقل صحيح مستقل
+
+141
+00:13:14,540 --> 00:13:22,880
+مستقل مع ماذا مع القوانين المحتاجية والطبقية وماذا
+
+142
+00:13:22,880 --> 00:13:27,820
+نعني هنا بمستقل مع القوانين المحتاجية والطبقية
+
+143
+00:13:27,820 --> 00:13:38,200
+صحيح الشخصيجب أن يتطور في طريق الاحتياطات
+
+144
+00:13:38,200 --> 00:13:47,860
+الدramatic يجب أن يتغير بحسب ما يمكن أن يحدث وما
+
+145
+00:13:47,860 --> 00:13:53,680
+يحتاج أن يحدث ، لذلك إذا قتل عذاب في البداية يجب
+
+146
+00:13:53,680 --> 00:13:59,650
+أنمقابلة في النهاية صحيح إذا كان يدخل تجربة معرفة
+
+147
+00:13:59,650 --> 00:14:06,250
+جديدة يجب أن يكون شخص مختلف صحيح أننا نكتب تقسيم
+
+148
+00:14:06,250 --> 00:14:12,550
+هنا يعني أن الرجل السيئ يجب صحيح تطور صحيح في
+
+149
+00:14:12,550 --> 00:14:18,290
+الحركة الدramatic صحيحdepending on what is
+
+150
+00:14:18,290 --> 00:14:23,270
+probable to happen and what is necessary to happen
+
+151
+00:14:23,270 --> 00:14:31,350
+yeah true to life okay the last onewhich is we
+
+152
+00:14:31,350 --> 00:14:38,510
+call it the tragic flow flow here f l a w not o w
+
+153
+00:14:38,510 --> 00:14:44,510
+right but f l a w flow here means mistake there is
+
+154
+00:14:44,510 --> 00:14:49,090
+a mistake in his own character in his own
+
+155
+00:14:49,090 --> 00:14:53,870
+character yeah tragic flow and this tragic flow
+
+156
+00:14:53,870 --> 00:14:58,490
+might beمفهوم بانتصار اتنين بانتصار اتنين بانتصار
+
+157
+00:14:58,490 --> 00:15:00,990
+اتنين بانتصار اتنين بانتصار اتنين بانتصار اتنين
+
+158
+00:15:00,990 --> 00:15:01,830
+بانتصار اتنين بانتصار اتنين بانتصار اتنين بانتصار
+
+159
+00:15:01,830 --> 00:15:04,810
+اتنين بانتصار اتنين بانتصار اتنين بانتصار اتنين
+
+160
+00:15:04,810 --> 00:15:04,830
+بانتصار اتنين بانتصار اتنين بانتصار اتنين بانتصار
+
+161
+00:15:04,830 --> 00:15:04,830
+اتنين بانتصار اتنين بانتصار اتنين بانتصار اتنين
+
+162
+00:15:04,830 --> 00:15:09,890
+بانتصار اتنين بانتصار اتنين
+
+163
+00:15:09,890 --> 00:15:13,630
+بانتصار اتنين
+
+164
+00:15:13,630 --> 00:15:22,610
+بانتصار اتنين
+
+165
+00:15:22,610 --> 00:15:29,840
+بانتصعندما يعتقد كنغلير أن اتان أطفاله يعرفوا انهم
+
+166
+00:15:29,840 --> 00:15:36,620
+يعجبوه أكتر من اتان أطفاله يقوم بالخطأ من القرار
+
+167
+00:15:36,620 --> 00:15:44,520
+لأنه قتل كورديليا لانها لم تحبه وانت وانت وانت
+
+168
+00:15:44,520 --> 00:15:45,780
+وانت وانت وانت وانت وانت وانت وانت وانت وانت وانت
+
+169
+00:15:45,780 --> 00:15:46,020
+وانت وانت وانت وانت
+
+170
+00:15:50,360 --> 00:15:57,360
+انتقل عائلته بين أبنائها كانت خطأ التخطيط خطأ هو
+
+171
+00:15:57,360 --> 00:16:01,780
+فكر انه سيبقى مستقل مثل الراجل والأب وكل شخص
+
+172
+00:16:01,780 --> 00:16:09,780
+سيحترمه ويعيش سعيدا لكن هذا كان خطأ التخطيط او خطأ
+
+173
+00:16:09,780 --> 00:16:16,840
+القرار لأنه لم يكن يعرف الحقيقة عن أبنائه الخاصة
+
+174
+00:16:18,070 --> 00:16:23,390
+هذه الخطأ في شخصيته الخاصة مخطط أخر أيضًا صحيح أو
+
+175
+00:16:23,390 --> 00:16:28,510
+hamasha يمكن أن يكون كخطأ بشكل شخصي صحيح في داخل
+
+176
+00:16:28,510 --> 00:16:35,450
+الشخص الشخص يتعامل مثل كينجليه كان لديه مشكلة حرية
+
+177
+00:16:35,450 --> 00:16:43,070
+وهو خطأ بشكل شخصي صحيح لأن الحرية مفتوحة الحرية
+
+178
+00:16:43,070 --> 00:16:48,520
+مفتوحة ولذلكحسنًا ما يمكننا أن نقول عن همارشيا أن
+
+179
+00:16:48,520 --> 00:16:55,960
+همارشيا عادةً مخطط مجرد الهيرو إما مخطط أو خطأ
+
+180
+00:16:55,960 --> 00:17:02,040
+القرار أو لديه مشكلة شخصية في شخصيته الخاصة التي
+
+181
+00:17:02,040 --> 00:17:08,420
+يؤدي إلى كتاسترافه الخاصة في النهاية بخير حسنًا
+
+182
+00:17:08,420 --> 00:17:11,640
+حسنًا
+