diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/0MTc8MGW8HM_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/0MTc8MGW8HM_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..f5b63f201e787da98dd8c0a03c9ca795aee7d82a --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/0MTc8MGW8HM_raw.srt @@ -0,0 +1,1180 @@ +1 +00:00:05,180 --> 00:00:08,240 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:08,240 --> 00:00:13,400 +وبركاته اليوم هنكمل في مادة نظرية الألات احنا + +3 +00:00:13,400 --> 00:00:16,120 +بدأنا في chapter 16 اللي هي turning moment diagram + +4 +00:00:16,120 --> 00:00:22,580 +لل engine طبعا اتعرفنا ال turning moment diagram ل + +5 +00:00:22,580 --> 00:00:27,020 +two stroke engine و double acting steam engine و + +6 +00:00:27,020 --> 00:00:31,160 +ال torque moment diagram ل four stroke internal + +7 +00:00:31,160 --> 00:00:36,110 +combustion engineاللي عرفنا ال fluctuation of + +8 +00:00:36,110 --> 00:00:40,330 +energy حوالين mean torque line في المحاضرة الفاترة + +9 +00:00:40,330 --> 00:00:44,530 +عرفنا اللي هو المعامل التذبد في الطاقة اللي هو + +10 +00:00:44,530 --> 00:00:47,090 +maximum fluctuation of energy ع ال work done per + +11 +00:00:47,090 --> 00:00:51,990 +cycle و ال work done per cycle معطول علاقة T mean + +12 +00:00:51,990 --> 00:00:59,690 +في theta او في معادلة تانية ال T mean بيستوى P في + +13 +00:00:59,690 --> 00:01:04,480 +ستية على اتنين by N او P على ال Omegaأو في معادلة + +14 +00:01:04,480 --> 00:01:08,220 +عاملة work done per cycle بيستوى P في ستين على N + +15 +00:01:08,220 --> 00:01:12,500 +ال N هي number of working strokes per minute بتكون + +16 +00:01:12,500 --> 00:01:16,020 +سواء capital في حال كاندي two stroke engine او + +17 +00:01:16,020 --> 00:01:20,680 +steam engine بتكون سواء capital على اتنين في حالة + +18 +00:01:20,680 --> 00:01:26,740 +four stroke internal combustion engine اليوم + +19 +00:01:26,740 --> 00:01:32,290 +هنكمل نحكي عن ال flywheel و شوية ال governorهنفكر + +20 +00:01:32,290 --> 00:01:35,510 +اعطيكوا chapter كامل على ال governor فحكي عنه شوية + +21 +00:01:35,510 --> 00:01:40,230 +في ال chapter هذا و نكمل نحل مجموعة من الأمثلة + +22 +00:01:40,230 --> 00:01:46,950 +طبعا ال flywheel هي جهاز يستخدم في تخزين او مخزن + +23 +00:01:46,950 --> 00:01:51,070 +للطاقة مخزن .. مخزن لفترة زمانية قصيرة يعني لازم + +24 +00:01:51,070 --> 00:01:55,530 +تتخزن و تسهلك بسرعة مثل البطارية البطارية بتتخزن + +25 +00:01:55,530 --> 00:01:59,310 +فيها و ممكن تسهلك بعد ساعة بعد شهر فال .. ال + +26 +00:01:59,310 --> 00:02:04,800 +flywheel خزان للطاقةيجب استخدام الطاقة تاعته + +27 +00:02:04,800 --> 00:02:10,640 +المخزن أول بأول ال flurry بتخزن الطاقة خلال + +28 +00:02:10,640 --> 00:02:16,260 +الفترات اللي بيكون فيها ال supply of energy أكتر + +29 +00:02:16,260 --> 00:02:20,800 +من المطلوب تطلق + +30 +00:02:20,800 --> 00:02:25,020 +ال release energy في الفترات اللي بيكون المطلوب + +31 +00:02:25,020 --> 00:02:28,240 +أكتر + +32 +00:02:28,240 --> 00:02:29,280 +من الأنبوالده + +33 +00:02:33,050 --> 00:02:36,570 +في حالة steam engines أو internal combustion + +34 +00:02:36,570 --> 00:02:41,290 +engines energy is developed during one stroke يعني + +35 +00:02:41,290 --> 00:02:44,690 +في حالة four stroke internal combustion engine + +36 +00:02:44,690 --> 00:02:51,570 +الأربع strokes هي الأول الشيء الشفط suction + +37 +00:02:51,570 --> 00:02:55,410 +compression بعدين expansion أو working stroke + +38 +00:02:55,410 --> 00:03:00,800 +بعدين دي اللي هو exhaustواضح ان ال power بيصير في + +39 +00:03:00,800 --> 00:03:05,140 +one stroke في ال working او ال expansion stroke في + +40 +00:03:05,140 --> 00:03:09,880 +الفترة ده انا بخزن .. بخزن الطاقة في ال flywheel + +41 +00:03:09,880 --> 00:03:18,880 +هذا بيقدي ان ال flywheel تسرع .. تتسارع طبعا + +42 +00:03:18,880 --> 00:03:23,160 +ال .. ال .. ال .. ال energy المولدة في ال power + +43 +00:03:23,160 --> 00:03:28,240 +strokeلازت كون كافة اتغطي الاحتياجات بتاعتي في ال + +44 +00:03:28,240 --> 00:03:31,400 +other strokes عندى تلاتة strokes مايكونش فيها + +45 +00:03:31,400 --> 00:03:34,680 +power فلازم اغطي الاحتياجات في ال strokes اللى + +46 +00:03:34,680 --> 00:03:40,380 +مافيش فيها generation of power اللى + +47 +00:03:40,380 --> 00:03:44,920 +عندك ال suction و ال compression و ال exhaust هدول + +48 +00:03:44,920 --> 00:03:48,520 +مافيش فيهم power فقط عندى في ايش في ال expansion + +49 +00:03:48,520 --> 00:03:52,040 +وبالتالي لازم كون طاقل في ال expansion كافة اغطي + +50 +00:03:52,040 --> 00:03:54,140 +كل الأربع مراحل + +51 +00:04:01,160 --> 00:04:08,480 +لما ال flywheel تمتص الطاقة سرعتها بزيد و لما تطلق + +52 +00:04:08,480 --> 00:04:15,580 +الطاقة تعطيها سرعتها تنزل ال flywheel reduces + +53 +00:04:15,580 --> 00:04:21,680 +fluctuation of speed ال flywheel بتحاول تقلل تذبدب + +54 +00:04:21,680 --> 00:04:26,540 +في السرعة يعني لو كان ال flywheel كبيرة كتير لما + +55 +00:04:26,540 --> 00:04:30,240 +تكون كبيرة كتير عشان اخزن فيها طاقة لان ال .. ال + +56 +00:04:30,240 --> 00:04:35,280 +.. ال ..ال energy صار + +57 +00:04:35,280 --> 00:04:43,420 +نص I omega squared فعلى فرض energy ثابتة وال I + +58 +00:04:43,420 --> 00:04:48,020 +كانت كبيرة كتير ال omega هتكون ايهاش؟2E على I + +59 +00:04:48,020 --> 00:04:51,000 +بتكون صغيرة فانا بقالي ال reflection في ال speed + +60 +00:04:51,000 --> 00:04:54,120 +من خلال تكبير ال flywheel طبعا ال flywheel بكبرهاش + +61 +00:04:54,120 --> 00:05:02,000 +ل مفتوح تحكمني و اصلاها ال space ف ال flywheel + +62 +00:05:02,000 --> 00:05:09,160 +بتعمل control على speed variation نتيجة التذبذب في + +63 +00:05:09,160 --> 00:05:13,040 +ال turn moment during each cycle of operation لان + +64 +00:05:13,040 --> 00:05:17,130 +في ال turn moment دي اجرام في تذبذب صح؟الـ + +65 +00:05:17,130 --> 00:05:19,930 +flywheel تعمل control speed due to variation in + +66 +00:05:19,930 --> 00:05:23,690 +the turning moment diagram it does not control + +67 +00:05:23,690 --> 00:05:28,190 +speed due to varying load varying load يعني انا + +68 +00:05:28,190 --> 00:05:34,510 +محتاج اعطي دعسة بنزين اكتر عشان اتحكم في السرعة + +69 +00:05:34,510 --> 00:05:41,230 +اثبت السرعة مع تغير ال load سواء زيادة او نقصانا + +70 +00:05:41,230 --> 00:05:46,670 +هتحكم فيهاش كمية الوقود بتدخل ال engineالوقود + +71 +00:05:46,670 --> 00:05:49,910 +أساسا الطاقة أساسا هي طاقة كيميائية صح اللي هي + +72 +00:05:49,910 --> 00:05:54,170 +البنزين اللي بيصير تفاعل بينه و هو بيحترق بالهواء + +73 +00:05:54,170 --> 00:05:58,530 +بتحول لطاقة حرارية و ضغط طاقة الحرارية بتتحول + +74 +00:05:58,530 --> 00:06:04,150 +لطاقة حركية و بالتالت إذا بدي أزودي energy أنا + +75 +00:06:04,150 --> 00:06:08,250 +سانطلعت طلعة أنا كنت ماشي في السرق مثلا خمسين + +76 +00:06:08,250 --> 00:06:13,530 +كيلومتر في الساعة على أرض أفقية بعدين طلعت طلعة و + +77 +00:06:13,530 --> 00:06:18,130 +عايز أحافظ على خمسين كيلومعناته محتاج أعطي بنزين + +78 +00:06:18,130 --> 00:06:25,910 +أكتر، مظبوط؟ ففي جهاز اسمه governor هو بتحكم بحيث + +79 +00:06:25,910 --> 00:06:31,150 +.. بتحكم بكمية الوقود اللي بتدخل ال engine عشان + +80 +00:06:31,150 --> 00:06:35,390 +أثبت السرعة عشان أثبت السرعة إذا كنت ماشي حكيتها + +81 +00:06:35,390 --> 00:06:38,010 +أرض أفقية و طلعت طلعة، بدي أعطي وقود أكتر + +82 +00:06:40,840 --> 00:06:45,180 +معناته اذا كنت مثلا ماشي و اقفك و بعدين هنزل نزله + +83 +00:06:45,180 --> 00:06:48,840 +و بدي احافظ السرعة مانعك بدي اخفف ايش السرعة او + +84 +00:06:48,840 --> 00:06:53,520 +البنزين الوقود فهذا الشغل اللي بيسوي ال governor + +85 +00:06:53,520 --> 00:06:56,760 +هو + +86 +00:06:56,760 --> 00:07:02,520 +ال + +87 +00:07:02,520 --> 00:07:13,300 +I ال E الطاقة الأشكال التدورة اللي بتدورنص I Omega + +88 +00:07:13,300 --> 00:07:22,260 +Square هذه الطاقة الآن ال I شو يساوي M + +89 +00:07:22,260 --> 00:07:34,740 +K تربيع يعني هتكون ال E سانص M K تربيع Omega تربيع + +90 +00:07:37,550 --> 00:07:43,350 +واضح ان الطاقة المختزنة تتتمد على كتلة ال flywheel + +91 +00:07:43,350 --> 00:07:49,550 +و radius of gyration لل flywheel يعني اذا بدحّز + +92 +00:07:49,550 --> 00:07:56,610 +طاقة اكتر بزود الكتلة او بزود القطر بتاعها يعني + +93 +00:07:56,610 --> 00:08:01,710 +هزود ال radius of gyration بالطريقة هذه انا بخزن + +94 +00:08:01,710 --> 00:08:07,630 +الطاقة يعني اذا انا عندى .. عندى .. عندىناخد حالة + +95 +00:08:07,630 --> 00:08:12,250 +معينة ناخد course و + +96 +00:08:12,250 --> 00:08:15,630 +إله سماكة معينة مثلا ال thickness بتاعه مثلا عشرين + +97 +00:08:15,630 --> 00:08:22,830 +ملي و القطر بتاعه عشرين + +98 +00:08:22,830 --> 00:08:29,350 +ساعة اتين ملي و + +99 +00:08:29,350 --> 00:08:30,290 +عنده course تاني + +100 +00:08:36,240 --> 00:08:44,920 +القطر تاعه تمانين ملي و + +101 +00:08:44,920 --> 00:08:50,780 +السماكة تاعته عشرين والاتنين بدوروا في نفس الصراعة + +102 +00:08:50,780 --> 00:08:56,480 +الزاوية في نفس الصراعة معناته هحكي هذا واحد و هذا + +103 +00:08:56,480 --> 00:09:01,440 +الحالة اتنين الطاقة المقتصرة في واحد اي واحد هتكون + +104 +00:09:01,440 --> 00:09:08,600 +نص نص ايواحد omega squared هيكون ال omega نفس + +105 +00:09:08,600 --> 00:09:20,740 +الأشياء ال E2 بالسواء نص I2 omega تربيعي لو بدى + +106 +00:09:20,740 --> 00:09:27,480 +احكي E2 على E1 هتكون + +107 +00:09:27,480 --> 00:09:38,130 +I2 على I1الان في حالة ال disk ال I نص MR2 صح نص + +108 +00:09:38,130 --> 00:09:49,450 +هذا كتلة مختلفة عن كتلة هذا نص M2 R2 تربيع على نص + +109 +00:09:49,450 --> 00:10:02,220 +M1R1 تربيع هتروح نص مع نص طيب هتكون M2الأم عبارة + +110 +00:10:02,220 --> 00:10:07,360 +عن volume في كثافة صح هاد ال volume بتاعها هتكون + +111 +00:10:07,360 --> 00:10:13,460 +by by R1 + +112 +00:10:13,460 --> 00:10:23,200 +تربيع هاد اتنين by R2 تربيع by R2 تربيع هاد + +113 +00:10:23,200 --> 00:10:28,860 +المساحة في ال thickness مظبوط؟ + +114 +00:10:31,090 --> 00:10:36,850 +هذا volume في رو على فرض نفس ال material في R2 + +115 +00:10:36,850 --> 00:10:49,010 +تربيع على باي R1 تربيع تي في رو في R1 تربيع يعني + +116 +00:10:49,010 --> 00:10:58,690 +باي مع باي رو رو تي تي يعني هتصير R2 أس 4 على R1 + +117 +00:10:58,690 --> 00:11:05,820 +أس 4الانقار اتنين اكم عنده تمانين و ار واحد اكم + +118 +00:11:05,820 --> 00:11:09,900 +تمانية + +119 +00:11:09,900 --> 00:11:18,620 +هذي تمانية على امتين الكل تربيه ماهو نص الخطر اللي + +120 +00:11:18,620 --> 00:11:27,040 +هو هتكون هذي اربع بتطلع نفس ال ratio اص اربعيعني + +121 +00:11:27,040 --> 00:11:35,820 +انا هكون تمانية على اتنين اربعة اقصر اربعة يعني + +122 +00:11:35,820 --> 00:11:39,980 +انا حكيت لك عند هاي flywheel قطرة اربعة ضعف + +123 +00:11:39,980 --> 00:11:43,960 +flywheel هذه اللي له نفس ال thickness و نفس ال + +124 +00:11:43,960 --> 00:11:46,780 +material بدوره في نفس السرعة هذه ال flywheel + +125 +00:11:46,780 --> 00:11:51,800 +قدرتها التخزين بتخزن اربعة ستين ضعف هذه ال + +126 +00:11:51,800 --> 00:11:57,840 +flywheel اللي صغيرةأربع أربع كم بيطلع؟ مائتين و + +127 +00:11:57,840 --> 00:12:06,220 +ستة و خمسين ضعف فبشكل + +128 +00:12:06,220 --> 00:12:11,940 +أساسي بيأثر القطر بشكل المؤثر الأكبر على فرض أنه + +129 +00:12:11,940 --> 00:12:15,720 +نفس ال material تنتين فانت بس انا ضعفتها أربع ضعف + +130 +00:12:15,720 --> 00:12:20,900 +أعطتني مائتين و ستة و خمسين طاقة اللي ممكن أخزنها + +131 +00:12:21,770 --> 00:12:25,490 +وبالتالي كل ما اكبر القطر ممكن اخلى ال speed + +132 +00:12:25,490 --> 00:12:30,190 +variation بتاعة ال flywheel ايش اقل هتسرع بس لان + +133 +00:12:30,190 --> 00:12:34,450 +ال I بتاعتها كبيرة كتير عشان احافظ على نفس الطاقة + +134 +00:12:34,450 --> 00:12:37,810 +محتاج ارفع شفاية الصراع لكن لو كانت ال flywheel + +135 +00:12:37,810 --> 00:12:42,490 +حجمها صغير كتير واخد الطاقة في ال power stroke + +136 +00:12:42,490 --> 00:12:45,670 +هتسرع كتير هتصير ال variations مش مظبوطة في ال + +137 +00:12:45,670 --> 00:12:47,670 +engine بيصير التدبدب كبير + +138 +00:12:51,020 --> 00:13:04,660 +طيب نرجع لل governor نرجع + +139 +00:13:04,660 --> 00:13:12,760 +لل governor هو جهاز يستخدم عشان يحافظ على تبات في + +140 +00:13:12,760 --> 00:13:18,410 +الصراعه لما يكون الحمل متغيريعني انا زي ما حكيتكوا + +141 +00:13:18,410 --> 00:13:21,150 +ماشي على أرض أفقية و بدي أطلع أطلع و بدي أحافظ + +142 +00:13:21,150 --> 00:13:25,230 +السرعة و محتاج أعطيه وقود أكتر معناه ان هاي وظيفة + +143 +00:13:25,230 --> 00:13:29,210 +ال governor او انا ماشي أفقه بدمز النزلة هعطي وقود + +144 +00:13:29,210 --> 00:13:34,770 +أقل لأن ال governor في شكل أساس فيها نوع طبعا يكون + +145 +00:13:34,770 --> 00:13:41,530 +عنده هدى بدور عنده كرتين و + +146 +00:13:41,530 --> 00:13:44,450 +عندهين اللي هو ال .. ال .. ال .. ال valve اللي + +147 +00:13:44,450 --> 00:13:49,380 +بدخل إيهاشالوقود مع الهواء عندي فراشة لما يكون مسك + +148 +00:13:49,380 --> 00:13:54,480 +الرأس بيكون مسكر عشان أزود الوقود بفتح بهذا + +149 +00:13:54,480 --> 00:13:59,760 +الاتجاه يعني لو نزلت هذا هذا الادراش معله هينزل + +150 +00:13:59,760 --> 00:14:04,560 +يعني هتصير اشي زي هيك يعني هتصير اشي زي هيك هذا + +151 +00:14:04,560 --> 00:14:11,260 +هيطلع مظلوط؟ هذا هيجر معاه هذا مسك فيه هذا هيجر + +152 +00:14:11,260 --> 00:14:13,580 +معاه هيطلع + +153 +00:14:14,840 --> 00:14:20,900 +يعني هد هستير زي هيك و + +154 +00:14:20,900 --> 00:14:29,620 +هد هستير زي هيك معناته هد هترجع و هد هتضم او العكس + +155 +00:14:29,620 --> 00:14:36,460 +لو + +156 +00:14:36,460 --> 00:14:41,180 +محلكوا انا بجيب بحاول ارسم governor و اعمله motion + +157 +00:14:41,180 --> 00:14:46,180 +study على solid workmotion study على solid work + +158 +00:14:46,180 --> 00:14:50,320 +وموزيتها هتكون يعني في 3D يعني انت في عندك + +159 +00:14:50,320 --> 00:14:55,860 +rotation هتطرد ده برا في كذا link وها دي اش في + +160 +00:14:55,860 --> 00:15:01,580 +rotation هذا وظيفة الجابرنار انه اتحكم اثبت السرعة + +161 +00:15:01,580 --> 00:15:05,660 +نتيجة تغير الحمل نعم + +162 +00:15:12,600 --> 00:15:17,060 +الكربريتر بخلط الهواء الهواء مع الوقوت و مرتبطين + +163 +00:15:17,060 --> 00:15:22,820 +مع بعض انت + +164 +00:15:22,820 --> 00:15:25,780 +لأ تخلطش الأمور في ما يسمى دا ك ال air fuel ratio + +165 +00:15:25,780 --> 00:15:31,390 +اللي هي نسبة الهواءهو الوقود هذا بتكون خلاص مثلا + +166 +00:15:31,390 --> 00:15:35,670 +إذا عندك مثلا عشر جرام وقود محتاجين لتر هوا مثلا + +167 +00:15:35,670 --> 00:15:41,170 +دخلت عشرين محتاج لترين هذا بتكون تقريبا ثابتة هذا + +168 +00:15:41,170 --> 00:15:46,770 +إشي تاني الهدف من أنك تحصل على اشتعال كامل إذا + +169 +00:15:46,770 --> 00:15:52,450 +كترت نسبة الهواء خلّيك معايا يا محمد إذا كترت نسبة + +170 +00:15:52,450 --> 00:15:57,630 +الهواء مش كويسإذا قللتها بيكونش احتلال كامل و + +171 +00:15:57,630 --> 00:16:01,570 +ستصبح عندك اللي هو انبعاثات كربونية اللي هي ال CO + +172 +00:16:01,570 --> 00:16:06,030 +و انبعاثات تانية فبدأ تتبط .. تتبط صح لإن هذا مش + +173 +00:16:06,030 --> 00:16:10,110 +موضوع انا في ال course هذا موضوع انا بتدخل هوا + +174 +00:16:10,110 --> 00:16:16,830 +مواقود مخلوط بالكمية اللي بديها من خلال اللي هو ال + +175 +00:16:16,830 --> 00:16:22,370 +governor لأن + +176 +00:16:22,370 --> 00:16:27,930 +في ما يسمى معاملالتذبد في السرعة معاملة تذبد + +177 +00:16:27,930 --> 00:16:30,430 +السرعة هو الفرق بين ال maximum speed و ال minimum + +178 +00:16:30,430 --> 00:16:35,730 +speed على ال minimum speed ال minimum speed N طبعا + +179 +00:16:35,730 --> 00:16:39,410 +ال maximum speed هي N واحد و ال minimum speed N + +180 +00:16:39,410 --> 00:16:45,310 +اتنين السرعة متوسطة مجموعة على اتنين صح المعاملة + +181 +00:16:45,310 --> 00:16:52,010 +تذبد ال CS ال maximum ناقص ال minimum على ال + +182 +00:16:52,010 --> 00:17:02,620 +minimumهذا معامل تذبدب في السرعة طبعا من السيء أن + +183 +00:17:02,620 --> 00:17:07,880 +يكون التذبد في السرعة كبير لازم يكون أقل ما يمكن + +184 +00:17:07,880 --> 00:17:12,300 +تذبد طبعا + +185 +00:17:12,300 --> 00:17:14,920 +ال CS is a limiting factor in the design of + +186 +00:17:14,920 --> 00:17:19,240 +flywheel معامل تذبد في السرعةيعني هو عامل مهم في + +187 +00:17:19,240 --> 00:17:22,540 +تصميم ال flywheel حقيقة أنا بدعم ال flywheel بحجم + +188 +00:17:22,540 --> 00:17:27,020 +مناسب بحيث ما تكونش صورتها والله ألف RPM مفجأة أوب + +189 +00:17:27,020 --> 00:17:30,840 +اللي هيسرق ألف و خمسمية لأ بدي تسير مثلا بدل بس ان + +190 +00:17:30,840 --> 00:17:35,120 +هي ألف تسير ألف و عشرة ألف و عشرين اش زي هيك فبديش + +191 +00:17:35,120 --> 00:17:38,040 +يكون تدبدوا في صورة ال flywheel عالية + +192 +00:17:40,220 --> 00:17:44,420 +طيب coefficient of steadness اللي هو معامل الثبات + +193 +00:17:44,420 --> 00:17:48,740 +معامل الثبات هو واحد على معامل التدبدب واحد على CS + +194 +00:17:48,740 --> 00:17:55,660 +انا + +195 +00:17:55,660 --> 00:17:59,980 +احكي ان لما ال flywheel تنطس طاقة سرعتها بتزيد و + +196 +00:17:59,980 --> 00:18:05,040 +لما انتقلت طاقة سرعتها بتقل افرض ان ال flywheel + +197 +00:18:05,040 --> 00:18:08,480 +كتلتها M و ال K هو the rate of generation of the + +198 +00:18:08,480 --> 00:18:11,960 +flywheelال I هي ال mass moment of inertia لل + +199 +00:18:11,960 --> 00:18:17,980 +flywheel حوالين محورها اللي هي M كتر بيها طبعا ال + +200 +00:18:17,980 --> 00:18:23,540 +flywheel بيكون في عندي .. في كتلة و في عندي العصاب + +201 +00:18:23,540 --> 00:18:27,280 +في ال hub في النص لاحظ موظف الكتلة مركزة فيهاش في + +202 +00:18:27,280 --> 00:18:34,440 +المحيط بيحاول نبعد عن المركز عشان يرفع ال I ال + +203 +00:18:34,440 --> 00:18:40,090 +main kinetic energyنص I Omega Square و I عبارة عن + +204 +00:18:40,090 --> 00:18:46,410 +M K تربيع نص M K تربيع و Omega ال fluctuation في + +205 +00:18:46,410 --> 00:18:53,070 +ال energy Delta E هيكون E Max minus E minimum يعني + +206 +00:18:53,070 --> 00:19:00,770 +هيكون E Max نص I Omega واحد تربيع minus نص I Omega + +207 +00:19:00,770 --> 00:19:08,650 +تربيع خد نص I ع مشتركوميجا واحد تربيه ماينس اوميجا + +208 +00:19:08,650 --> 00:19:14,970 +اتنين تربيه هكون نص I هذا فرق بين المربعين اوميجا + +209 +00:19:14,970 --> 00:19:20,390 +واحد ماينس اوميجا اتنين في اوميجا واحد زاد اوميجا + +210 +00:19:20,390 --> 00:19:31,130 +اتنين شيل النص وحطه هنا بيصير هذه I اوميجا واحد + +211 +00:19:31,130 --> 00:19:36,590 +على اوميجا اتنين اللي هي ايشوميجا واحد اللي هي ال + +212 +00:19:36,590 --> 00:19:42,750 +mean speed هتكون I اوميجا في اوميجا واحد minus + +213 +00:19:42,750 --> 00:19:50,070 +اوميجا اتنين لو + +214 +00:19:50,070 --> 00:19:54,250 +ضربت ال bus في اوميجا وقسمته على اوميجا هصير + +215 +00:19:54,250 --> 00:20:03,330 +اوميجا تربيع على اوميجا هذا شهادة CS بالظبط هكون I + +216 +00:20:04,280 --> 00:20:10,280 +أوميجا تربية في ال CS اللي + +217 +00:20:10,280 --> 00:20:15,260 +هي المعادلة هذه I أميجا تربية في ال CS وال I اللي + +218 +00:20:15,260 --> 00:20:23,060 +هي MK تربية في أميجا تربية CS ال E كانت نص I أميجا + +219 +00:20:23,060 --> 00:20:26,740 +تربية معناته ال I أميجا تربية عبارة عن إيه؟ + +220 +00:20:30,530 --> 00:20:36,490 +تقريبا ال K بيساوي + +221 +00:20:36,490 --> 00:20:43,730 +ال radius of the rim تقريبا + +222 +00:20:43,730 --> 00:20:50,970 +ال K بيساوي ال R تشوف + +223 +00:20:50,970 --> 00:20:51,430 +مثال + +224 +00:21:00,750 --> 00:21:04,150 +the mass of a flywheel of an engine is 6.5 tonnes + +225 +00:21:04,150 --> 00:21:12,910 +ال mass ستة لاف خمسمية كيلو جرام ستة و نص طون و ال + +226 +00:21:12,910 --> 00:21:20,430 +radius of gyration الها K واحد و أن تمانية متر it + +227 +00:21:20,430 --> 00:21:23,010 +is found from the turning moment diagram that the + +228 +00:21:23,010 --> 00:21:25,950 +fluctuation of energy is fifty six knewton meter + +229 +00:21:25,950 --> 00:21:35,730 +ال delta Eستة و خمسين الف نيوتن متر if the mean + +230 +00:21:35,730 --> 00:21:40,370 +speed of the engine n بيستوى + +231 +00:21:40,370 --> 00:21:46,190 +مية و عشرين rpm فانت ال omega هتكون تساوي مية و + +232 +00:21:46,190 --> 00:21:53,010 +عشرين في اتنين by ع ستين find maximum and minimum + +233 +00:21:53,010 --> 00:21:57,550 +space بدو n واحد و n اتنين + +234 +00:22:01,570 --> 00:22:07,110 +طيب احنا عارفين ال delta a دلتا + +235 +00:22:07,110 --> 00:22:17,090 +ايه دلتا ايه بالساوية M K تربية في Omega تربية في + +236 +00:22:17,090 --> 00:22:22,630 +ال CS دلتا ايه معروفة و ال M معروفة و ال K معروفة + +237 +00:22:22,630 --> 00:22:25,650 +و ال Omega بحث في ال CS معناه ان ال CS مش حد ساوية + +238 +00:22:25,650 --> 00:22:30,820 +دلتا ايه اللي هي ستة و خمسين الفع ال math اللي هي + +239 +00:22:30,820 --> 00:22:37,640 +6500 ع ال K اللي هي في واحد point تمانية تربيع في + +240 +00:22:37,640 --> 00:22:41,980 +ال Omega أكم هذي أكم؟ + +241 +00:22:41,980 --> 00:22:46,420 +أكم طلع ال Omega اتناش point ستة و خمسين radian + +242 +00:22:46,420 --> 00:22:52,280 +per second اتناش point ستة و خمسين تربيع أكم طلع + +243 +00:22:52,280 --> 00:22:56,040 +ال CS point اتنان واحد + +244 +00:23:03,290 --> 00:23:09,290 +ن واحد ن واحد ن واحد + +245 +00:23:09,290 --> 00:23:13,290 +ن واحد ن واحد ن واحد ن واحد ن واحد ن واحد ن واحد ن + +246 +00:23:13,290 --> 00:23:15,210 +واحد ن واحد ن واحد ن واحد ن واحد ن واحد ن واحد ن + +247 +00:23:15,210 --> 00:23:16,790 +واحد ن واحد ن واحد ن واحد ن واحد ن واحد ن واحد ن + +248 +00:23:16,790 --> 00:23:23,370 +واحد ن واحد ن واحد ن واحد ن واحد ن واحد ن واحد ن + +249 +00:23:23,370 --> 00:23:23,370 +واحد ن واحد ن واحد + +250 +00:23:26,720 --> 00:23:30,500 +وعندي كلمة هي معادلة واحد وعندي ال mean speed N + +251 +00:23:30,500 --> 00:23:36,000 +إيش الساوية N واحد زاد N اتنين على اتنين معناته N + +252 +00:23:36,000 --> 00:23:43,560 +واحد زاد N اتنين بالساوية اتنين N هذا معادلة اتنين + +253 +00:23:43,560 --> 00:23:49,800 +اجمع واحد مع اتنين سندك + +254 +00:23:49,800 --> 00:24:02,700 +اتنين N واحدبالساوية CS زي اتنين في N صح يعني N + +255 +00:24:02,700 --> 00:24:06,420 +واحد هتساوي + +256 +00:24:06,420 --> 00:24:12,980 +اللي هي point O واحد سبعة زي اتنين في مية و عشرين + +257 +00:24:12,980 --> 00:24:16,140 +على + +258 +00:24:16,140 --> 00:24:20,100 +اتنين مية + +259 +00:24:20,100 --> 00:24:38,420 +واحدة و عشرينمية واحد و عشرين rpm عشرة + +260 +00:24:38,420 --> 00:24:45,260 +طن + +261 +00:24:45,260 --> 00:24:49,620 +عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن + +262 +00:24:49,620 --> 00:24:49,680 +عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن + +263 +00:24:49,680 --> 00:24:49,680 +عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن + +264 +00:24:49,680 --> 00:24:49,680 +عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن + +265 +00:24:49,680 --> 00:24:49,740 +عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن + +266 +00:24:49,740 --> 00:24:49,740 +عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن + +267 +00:24:49,740 --> 00:24:53,180 +عشرة طن عشرة طن عشرة طن عشرة طن عشرة طن عشرة طنانت + +268 +00:24:53,180 --> 00:24:56,640 +.. انت ال K .. ال K تقريبا radius واحد بون تمان + +269 +00:24:56,640 --> 00:24:59,240 +يعني قطرة حوالي تلات متر و ستين يعني أعلى من + +270 +00:24:59,240 --> 00:25:03,420 +السيطر في هذا هذا بيكون في المولدات الضخمة + +271 +00:25:03,420 --> 00:25:10,760 +المولدات ال .. ال .. بالميجا بيكون فيه شكل هذا او + +272 +00:25:10,760 --> 00:25:13,740 +حتى في السفن السفن العملاقة حاملات الطيارات بيكونش + +273 +00:25:13,740 --> 00:25:17,820 +زهر فيها طيب + +274 +00:25:17,820 --> 00:25:18,780 +انحل كمان مثال + +275 +00:25:36,300 --> 00:25:40,220 +مش هتفرق معاك ال radian per second او ال radian + +276 +00:25:40,220 --> 00:25:40,960 +per rpm + +277 +00:25:50,730 --> 00:25:53,430 +طيب هنحيل مثال تاني flywheel of a steam engine has + +278 +00:25:53,430 --> 00:25:59,110 +a radius of gyration ال K ماعطينيها واحد متر و ال + +279 +00:25:59,110 --> 00:26:04,890 +mass الفين و خمسمية the + +280 +00:26:04,890 --> 00:26:07,290 +starting torque of the steam engine is الف خمسمية + +281 +00:26:07,290 --> 00:26:15,010 +نيوتن متر ال torque الف خمسمية نيوتن متر and may + +282 +00:26:15,010 --> 00:26:17,230 +be assumed constant و هيظل على نفس القيمة هذه + +283 +00:26:17,230 --> 00:26:19,930 +determinedthe angle of acceleration of the + +284 +00:26:19,930 --> 00:26:25,810 +flywheel هاي اللي flywheel عليها torque نتيجة + +285 +00:26:25,810 --> 00:26:30,830 +torque هتتحرك بإيش؟ بangle of acceleration I Alpha + +286 +00:26:30,830 --> 00:26:38,870 +صح؟ ال torque مش هتساوي I Alpha يعني Alpha سوى ال + +287 +00:26:38,870 --> 00:26:45,430 +torque على I ال torque وال I اللي هى M K تربيع ال + +288 +00:26:45,430 --> 00:26:51,300 +1500على الماس اللي هي الفين و خمس مية في واحد + +289 +00:26:51,300 --> 00:27:00,920 +تربيه يعني سفرين ستة من عشر تطلع ستة من عشر راديان + +290 +00:27:00,920 --> 00:27:06,480 +per second تربيه هذه الألف المطلوب التاني kinetic + +291 +00:27:06,480 --> 00:27:11,060 +energy of the flow wheel after ten seconds بدأ من + +292 +00:27:11,060 --> 00:27:19,500 +السكون هو omega so omega node زاد airيعني اميجا نت + +293 +00:27:19,500 --> 00:27:26,980 +سفر زائد بون ستة في عشر ثواني ستة radians per + +294 +00:27:26,980 --> 00:27:34,520 +second اليوم + +295 +00:27:34,520 --> 00:27:39,240 +هنهي ان المحاضرة الجاي بنكمل اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/0vNMjHm4iGY_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/0vNMjHm4iGY_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..7a1501efe641b6a240ed12bde5e18872a07f696c --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/0vNMjHm4iGY_raw.srt @@ -0,0 +1,1492 @@ +1 +00:00:05,720 --> 00:00:09,280 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:09,280 --> 00:00:15,040 +وبركاته، هنكمل في مادة نظرية الألات، المحاضرة + +3 +00:00:15,040 --> 00:00:21,760 +الفاتتة بدنا نحكي على ال gears أو ال truth، حكينا + +4 +00:00:21,760 --> 00:00:27,680 +على ال .. ال law of gearingاتعرفنا على .. على + +5 +00:00:27,680 --> 00:00:32,160 +صنفنا ال gears طبقا لل position of axis of shaft + +6 +00:00:32,160 --> 00:00:38,140 +في عندى بيكون parallel shafts او intersecting .. + +7 +00:00:38,140 --> 00:00:43,400 +intersecting axis of gears او non-intersecting، + +8 +00:00:43,400 --> 00:00:47,700 +non-parallel او تصنيف طبقا للسرعة اللي هو + +9 +00:00:47,700 --> 00:00:51,110 +ballistic، medium ballistic و high ballisticاو + +10 +00:00:51,110 --> 00:00:54,170 +تصنيف طبقا لنوع ال gearing external gearing او + +11 +00:00:54,170 --> 00:00:57,090 +internal gearing او pinion and rack او rack and + +12 +00:00:57,090 --> 00:01:03,070 +pinion او طبقا لسن سن عدل سن مائل سن منحنىواتعرفنا + +13 +00:01:03,070 --> 00:01:07,330 +على ال general geometric parameters لل gear، ال .. + +14 +00:01:07,330 --> 00:01:12,530 +ال .. ال addendum، addendum، ال .. ال addendum + +15 +00:01:12,530 --> 00:01:15,850 +circle، addendum circle، ال pitch circle، ال tooth + +16 +00:01:15,850 --> 00:01:19,930 +thickness، ال tooth space، ال .. ال face، ال face + +17 +00:01:19,930 --> 00:01:23,130 +width، ال flank، ال fillet radius و ال clearance + +18 +00:01:23,130 --> 00:01:25,010 +total depth و ال working depth + +19 +00:01:30,140 --> 00:01:33,700 +ال .. عشان two gears in mesh يشتغلوا مع بعض صح + +20 +00:01:33,700 --> 00:01:37,580 +لازم ال circuit or pitch على الترسين تكون نفس + +21 +00:01:37,580 --> 00:01:40,000 +الاشي او دايما تكون ال pitch نفس الاشي او ال + +22 +00:01:40,000 --> 00:01:44,020 +module نفس الاشي هي نفس الاشي ال law of gearing + +23 +00:01:44,020 --> 00:01:47,960 +تعرفنا عن ال law of gearing حكي انا اذا عندى two + +24 +00:01:47,960 --> 00:01:53,220 +bodies in contact عشان اضمن انهالسرعة ال velocity + +25 +00:01:53,220 --> 00:01:58,400 +ratio بين ال two bodies تكون ثابتة لازم ال pitch + +26 +00:01:58,400 --> 00:02:00,500 +point موقعها يكون ثابت + +27 +00:02:07,220 --> 00:02:11,740 +اتعرفنا عنوعين من شكل سن اللي تروس ال Cycloidal + +28 +00:02:11,740 --> 00:02:16,320 +Teeth و ال Invalid Teeth ال Cycloidal Teeth فيه + +29 +00:02:16,320 --> 00:02:20,920 +بيجينوعين Epicycloid و Hypocycloid السن الواحد + +30 +00:02:20,920 --> 00:02:23,460 +لازم يكون مقاوم من الجزئين Epicycloid و + +31 +00:02:23,460 --> 00:02:28,760 +Hypocycloid إذا عندى two Cycloidal Teeth is two + +32 +00:02:28,760 --> 00:02:34,770 +Cycloidal Gears مش دايما بيكون عندىin contact + +33 +00:02:34,770 --> 00:02:40,570 +convex مع concave او epicycloid مع hypocycloid + +34 +00:02:40,570 --> 00:02:43,690 +عملنا + +35 +00:02:43,690 --> 00:02:51,030 +مقارنة بين ال .. ال .. ال .. ال invalid و ال .. و + +36 +00:02:51,030 --> 00:02:57,270 +الcycloid دي ال teethحكينا ال torque ال + +37 +00:02:57,270 --> 00:02:59,710 +transmitted torque بين two gears اللي هو بيستوى ال + +38 +00:02:59,710 --> 00:03:06,230 +tangential force في ال pitch radius ال total force + +39 +00:03:06,230 --> 00:03:09,450 +بين two gears in mesh اللي هي is acting along the + +40 +00:03:09,450 --> 00:03:13,810 +pressure line ال F tangential بيستوى F cosine Phi + +41 +00:03:13,810 --> 00:03:21,570 +و F R بيستوى F sine Phi طيب + +42 +00:03:23,660 --> 00:03:28,620 +الان .. الان في أنظمة لتروس في عند ال .. يعني في + +43 +00:03:28,620 --> 00:03:33,260 +ال common practice أربع أنظمة في أربع تاشر و نص + +44 +00:03:33,260 --> 00:03:36,140 +composite system لما أحكي أربع تاشر و نص بحكي ع ال + +45 +00:03:36,140 --> 00:03:39,000 +pressure angle في أربع تاشر و نص full depth + +46 +00:03:39,000 --> 00:03:43,040 +involute system في عشرين degrees full depth + +47 +00:03:43,040 --> 00:03:45,780 +involute system و في عندك عشرين degrees sub + +48 +00:03:45,780 --> 00:03:51,360 +involute system الجدول هذا مبين ليه؟ال main + +49 +00:03:51,360 --> 00:03:58,940 +geometric parameter لل .. لل involute tooth طبعا + +50 +00:03:58,940 --> 00:04:02,520 +معطين هنا pressure angle اربتاش و نص degree + +51 +00:04:02,520 --> 00:04:06,840 +pressure angle اتشرين ديجري full depth اتشرين + +52 +00:04:06,840 --> 00:04:11,700 +ديجري full depth يعني بيكون سن طويل عادي ال stub + +53 +00:04:11,700 --> 00:04:18,430 +بيكون قصير يعني بيخلوه قصير السنال addendum + +54 +00:04:18,430 --> 00:04:22,430 +ماعطيني ال addendum as a function of module يعني + +55 +00:04:22,430 --> 00:04:25,410 +هي بستوى واحدة يعني ال module لو كان خمسة بيكون + +56 +00:04:25,410 --> 00:04:30,050 +خمسة ملي، ماعطيني ال addendum و ماعطيني ال working + +57 +00:04:30,050 --> 00:04:36,390 +depthمعطيني ال total depth ومعطيني ال tooth + +58 +00:04:36,390 --> 00:04:41,290 +thickness ومعطيني ال clearance ومعطيني ال fillet + +59 +00:04:41,290 --> 00:04:46,750 +radius يعني هذه المعلومات كافية عشان ترسم سن الجيل + +60 +00:04:46,750 --> 00:04:50,810 +هذه المعلومات كافية يعني هو نهاية السن + +61 +00:05:02,010 --> 00:05:15,790 +هذا ال pitch circle هذا + +62 +00:05:15,790 --> 00:05:19,530 +ال addendum + +63 +00:05:19,530 --> 00:05:30,810 +وهذا ال addendumوماعطينا اللي هو ال working او ال + +64 +00:05:30,810 --> 00:05:35,970 +total depth ال total depth اللي هو ال addendum زي + +65 +00:05:35,970 --> 00:05:38,270 +ال addendum يعني ال addendum يدهين واحد و ال + +66 +00:05:38,270 --> 00:05:41,330 +addendum واحد و ربع واحد زي واحد و ربع كام؟ اتنين + +67 +00:05:41,330 --> 00:05:47,850 +و ربع اللي هو ايش ال total depth ال working depth + +68 +00:05:47,850 --> 00:05:50,950 +هيكون + +69 +00:05:50,950 --> 00:05:56,290 +ال tool addendum يعني واحد زي واحد اللي هي اتنين + +70 +00:06:00,030 --> 00:06:03,490 +واحد زاد واحد لان انا كنت عندى teeth in mesh او + +71 +00:06:03,490 --> 00:06:19,070 +gear in mesh هكون + +72 +00:06:19,070 --> 00:06:25,390 +ال addendum ال + +73 +00:06:25,390 --> 00:06:30,940 +addendum لل gear اولاني ال اولانيالجير هذا ال + +74 +00:06:30,940 --> 00:06:34,000 +addendum ال a و ال a و ال two addendum متساوية + +75 +00:06:34,000 --> 00:06:38,640 +هيكون معناته واحد زاد واحد اتنين M طبعا ال fillet + +76 +00:06:38,640 --> 00:06:47,300 +radius اللي هو point for ال M هذا ال fillet radius + +77 +00:06:47,300 --> 00:06:52,900 +معناته + +78 +00:06:52,900 --> 00:06:58,280 +ال clearance هيكونأتنين و ربع ناقص اتنين اللي هي + +79 +00:06:58,280 --> 00:07:06,880 +ربع المديول خلينا + +80 +00:07:06,880 --> 00:07:15,400 +نشوف مثال a + +81 +00:07:15,400 --> 00:07:20,500 +single reduction gear of + +82 +00:07:20,500 --> 00:07:24,220 +one hundred and twenty kilowattعندي gear system + +83 +00:07:24,220 --> 00:07:27,840 +two gears بنقله قدرة قيمتها مائة وعشرين كيلو وات + +84 +00:07:27,840 --> 00:07:31,540 +يعني ال power سواء + +85 +00:07:31,540 --> 00:07:38,520 +مائة و عشرين كيلو وات with + +86 +00:07:38,520 --> 00:07:46,180 +a pinion متين و خمسين millimeter هاي ال pinion ال + +87 +00:07:46,180 --> 00:07:51,400 +pitch ده meter بتاعته بسوء + +88 +00:07:51,400 --> 00:07:52,300 +متين و خمسين + +89 +00:07:56,320 --> 00:08:01,940 +millimeter ال speed ال + +90 +00:08:01,940 --> 00:08:06,560 +N ستمية + +91 +00:08:06,560 --> 00:08:12,900 +و خمسين RRPM + +92 +00:08:12,900 --> 00:08:17,420 +يعني بال radius per second هتكون في حدود سبعة سبعة + +93 +00:08:17,420 --> 00:08:22,940 +تمنى ستين تمنى ستين point point zero + +94 +00:08:26,310 --> 00:08:34,450 +radian per second it's + +95 +00:08:34,450 --> 00:08:37,490 +supported in bearings in either side يعني هاي + +96 +00:08:37,490 --> 00:08:42,350 +الترس هاي الترس وفيه الشاف تبعه وفيه bearing هنا و + +97 +00:08:42,350 --> 00:08:45,370 +bearing هنا جاي في النص يعني مسنود من الجهتين + +98 +00:08:45,370 --> 00:08:50,190 +calculate the total load due to the power + +99 +00:08:50,190 --> 00:08:57,520 +transmittedthe pressure angle being sixty عندك + +100 +00:08:57,520 --> 00:09:06,000 +five عشرين درجة بده ال total force كده كنا نحسب ال + +101 +00:09:06,000 --> 00:09:15,640 +total force طبعا + +102 +00:09:15,640 --> 00:09:20,920 +انا عندى اذا ال pinion بدور بالشكل اللي هو كان ال + +103 +00:09:20,920 --> 00:09:26,230 +driverهتكون يضغط على الجير بالشكل هذا معناته ال + +104 +00:09:26,230 --> 00:09:31,250 +force من الجير على البرنامج هتكون معكسة صح؟ عندي F + +105 +00:09:31,250 --> 00:09:39,710 +tangential و F .. F radial معناته + +106 +00:09:39,710 --> 00:09:48,910 +المحصل بتاعتهم اللي هي ايش؟ F و الزاوية دي ال + +107 +00:09:48,910 --> 00:09:50,770 +pressure angle صح؟ + +108 +00:09:55,080 --> 00:09:59,060 +هذا ال torque مرة أخرى اتصممت الشان و فورتس هكون + +109 +00:09:59,060 --> 00:10:06,080 +ال torque بيساويش FT في R صح؟ ال torque بيساوي FT + +110 +00:10:06,080 --> 00:10:16,380 +في R اللي هي FT في D على اتنين طب ال FT ال .. ال + +111 +00:10:16,380 --> 00:10:18,480 +.. ال torque من ون نكون جيبه؟ + +112 +00:10:26,360 --> 00:10:34,420 +معطيني ال power power عشان تساوي torque في omega + +113 +00:10:34,420 --> 00:10:41,860 +سرعة الزاوية صح؟ يعني ال torque هيكون يساوي power + +114 +00:10:41,860 --> 00:10:52,200 +على omega يعني عندي power على omega هتساوي F + +115 +00:10:52,200 --> 00:10:59,600 +tangential في D على اتنينمعناته F tangential هتكون + +116 +00:10:59,600 --> 00:11:09,860 +تستوى اتنين ال power على omega في دي يعني اتنين ال + +117 +00:11:09,860 --> 00:11:11,880 +power عند مياه عشانين كيلو وات يعني مائة و عشرين + +118 +00:11:11,880 --> 00:11:20,100 +الف وات صح؟ على omega اللي هي تمانية و ستين point + +119 +00:11:20,100 --> 00:11:25,200 +ohستة في دي اللي هو point اتنين خمسة + +120 +00:11:31,010 --> 00:11:37,110 +هنا بحسب F tangential اكام؟ + +121 +00:11:37,110 --> 00:11:44,450 +اربعتاشر الف ومية وخمسة نيوتن طيب + +122 +00:11:44,450 --> 00:11:53,290 +عشان اجد FT FT ايش تساوي F cosine الفاية + +123 +00:11:54,740 --> 00:11:59,480 +يعني ال F هتساوي ال F T اللي هي أربع تاشر ألف ومية + +124 +00:11:59,480 --> 00:12:07,040 +وخمسة على كوساين العشرين + +125 +00:12:07,040 --> 00:12:17,120 +نيوتن + +126 +00:12:17,120 --> 00:12:20,740 +واضح هذا الموضوع؟ + +127 +00:12:25,420 --> 00:12:39,360 +ننتقل للموضوع الجديد ال + +128 +00:12:39,360 --> 00:12:46,720 +path of contact اللي هو مصار التلامس بين ترسين ال + +129 +00:12:46,720 --> 00:12:51,640 +contact أنا فيه عندي pinion بدور بعكس عقارب الساعة + +130 +00:12:51,640 --> 00:12:57,890 +معناته ل driven gearهيدور مع مقارب الساعة طب + +131 +00:12:57,890 --> 00:13:00,570 +المعرفة ال geometric parameter لل pin والgear هد + +132 +00:13:00,570 --> 00:13:04,950 +ال addendum circle هد ال pitch circle هد ال base + +133 +00:13:04,950 --> 00:13:12,910 +circle هد ال addendum circle لل pin لل gear هد ال + +134 +00:13:12,910 --> 00:13:17,010 +addendum circle هد ال pitch circle هد ال base + +135 +00:13:17,010 --> 00:13:19,430 +circle هد ال addendum circle + +136 +00:13:22,120 --> 00:13:25,140 +طبعا هذا ال line of centers الخط اللي واصل بين + +137 +00:13:25,140 --> 00:13:34,020 +مراكز دوران الترسين line of centers الآن + +138 +00:13:34,020 --> 00:13:42,700 +ال .. ال .. الجير او بيبدوا الأسنان يخشوا بعض في + +139 +00:13:42,700 --> 00:13:49,380 +بداية ال engagement من تقاطع ال addendum circle + +140 +00:13:49,380 --> 00:13:50,220 +للجير + +141 +00:13:53,250 --> 00:14:02,410 +مع ال pressure line طبعا هذا الزاوية إيش هتكون ال + +142 +00:14:02,410 --> 00:14:07,230 +pressure angle فاي هاي addendum circle بتاعة ال + +143 +00:14:07,230 --> 00:14:12,590 +driven هاي ال pressure line تقطعهم هنا هذه بداية + +144 +00:14:12,590 --> 00:14:20,070 +ال contact بداية ال engagement الآن + +145 +00:14:20,070 --> 00:14:22,910 +بيضلوا ماشي طبعا حكينا ال contact is a long + +146 +00:14:26,310 --> 00:14:31,850 +this line نهاية ال engagement بتكون من تقاطع ال + +147 +00:14:31,850 --> 00:14:37,210 +addendum circle تاعة الفنيان مع ال pressure line + +148 +00:14:37,210 --> 00:14:41,450 +يعني النقطة هذه يعني + +149 +00:14:41,450 --> 00:14:48,630 +هذه بداية ال engagement يعني بدخل .. ببدأ يدخل + +150 +00:14:48,630 --> 00:14:54,520 +السماء بعض من هنا و بنتهي الخروج من النقطة هذهالخط + +151 +00:14:54,520 --> 00:14:56,140 +الواصل هو line of centers + +152 +00:15:22,520 --> 00:15:28,800 +الان هذا الطول من هنا لهنا بيسموه + +153 +00:15:28,800 --> 00:15:35,440 +ال path of contact ال path of contact من + +154 +00:15:35,440 --> 00:15:45,560 +هنا لهنا هذا path of approach يعني .. يعني لإن + +155 +00:15:45,560 --> 00:15:49,060 +بيكونوا داخلين بعض لحد .. من نقطة هذه لحد ال pitch + +156 +00:15:49,060 --> 00:15:53,900 +point path of approach الاقتراب باقتربوا بعضبعدين + +157 +00:15:53,900 --> 00:16:00,320 +بيبدأ يطلع هذا ال path of recess يعني مصار الخروج + +158 +00:16:00,320 --> 00:16:07,600 +هذا مصار الدخول هذا مصار الخروج طبعا ال pressure + +159 +00:16:07,600 --> 00:16:16,960 +line بيكون + +160 +00:16:16,960 --> 00:16:21,200 +tangent لل two base circles + +161 +00:16:21,920 --> 00:16:27,900 +هذه الـ base circle بتاعة الجير وهذه + +162 +00:16:27,900 --> 00:16:33,220 +ال base circle بتاعة + +163 +00:16:33,220 --> 00:16:42,300 +ال pinion ال + +164 +00:16:42,300 --> 00:16:45,380 +base circle هي ال circle انا منها بدأت اولد ال + +165 +00:16:45,380 --> 00:16:52,260 +invalid نقطة او ال circleاللي هي ال invalue was + +166 +00:16:52,260 --> 00:16:59,540 +generated from معناته في ال approach في ال + +167 +00:16:59,540 --> 00:17:06,060 +approach الطول هذا هو أساسا كأنه هذا حبل كان ملفوف + +168 +00:17:06,060 --> 00:17:11,940 +على ال base circle و أنا برخيه يعني بسحب و أبقى + +169 +00:17:11,940 --> 00:17:16,370 +tangent معناته المسافة هذهنهيلها هنا في ال + +170 +00:17:16,370 --> 00:17:23,450 +approach مسافة رخيتها من ال base circle كأنه حبل + +171 +00:17:23,450 --> 00:17:27,730 +رخيته من ال base circle فهذا هيكون على ال base + +172 +00:17:27,730 --> 00:17:35,770 +circle يعني الطول هذا هيكون الطول معين ممكن احاوله + +173 +00:17:35,770 --> 00:17:42,470 +طول الخط هذا ل arc اذا ال arc هذا نقلته على ال + +174 +00:17:42,470 --> 00:17:49,520 +pitch circleعال pitch circle بتولد عندى ما يسمى + +175 +00:17:49,520 --> 00:17:56,940 +هذا ال pitch circle يعني + +176 +00:17:56,940 --> 00:18:03,540 +الطول هذا سوى هذا او projected + +177 +00:18:18,270 --> 00:18:22,190 +هذا اسمه angle of approach زاوية الاقتراب angle of + +178 +00:18:22,190 --> 00:18:26,430 +recess زاوية الابتعاد هذا angle of approach على ال + +179 +00:18:26,430 --> 00:18:31,330 +pinion وهذا angle of recess على ال pinion زاوية + +180 +00:18:31,330 --> 00:18:35,850 +الاقتراب زاوية ابتعاد زاوية الاقتراب زاوية ابتعاد + +181 +00:18:35,850 --> 00:18:42,910 +طيب + +182 +00:18:48,730 --> 00:18:51,810 +طبعا ال path of contact هو ال path traced by point + +183 +00:18:51,810 --> 00:18:54,310 +of contact of two teeth from beginning to end of + +184 +00:18:54,310 --> 00:18:56,610 +engagement هاي بداية ال engagement لنهاية ال + +185 +00:18:56,610 --> 00:19:02,210 +engagement هذا هو ال path of contact ف + +186 +00:19:02,210 --> 00:19:05,250 +ال length of path of contact هو الطول هذا along ال + +187 +00:19:05,250 --> 00:19:07,370 +path of contact اللي هو من بداية ال engagement + +188 +00:19:07,370 --> 00:19:09,410 +لنهاية ال engagement + +189 +00:19:12,140 --> 00:19:15,800 +ال arc of contact هو path traced by a point on the + +190 +00:19:15,800 --> 00:19:22,020 +pitch circle أنا جبت طوله على ال base circle و + +191 +00:19:22,020 --> 00:19:26,580 +طوله على ال pitch circle و عملت projection طوله + +192 +00:19:26,580 --> 00:19:28,580 +على ال base circle و عملت له projection على ال + +193 +00:19:28,580 --> 00:19:36,560 +pitch circle هذا بيعطيني ال arc of contact طبعا + +194 +00:19:36,560 --> 00:19:44,360 +طول ما في عندي path of approachو path of recess في + +195 +00:19:44,360 --> 00:19:50,280 +عندى arc of approach و في عندى arc of recess ال + +196 +00:19:50,280 --> 00:19:56,640 +contact ratio اللي هي نسبة التلامس هي ال ratio بين + +197 +00:19:56,640 --> 00:20:03,480 +length of arc of contact contact ratio هي ratio + +198 +00:20:03,480 --> 00:20:10,020 +بين length length of arc of contact على + +199 +00:20:12,040 --> 00:20:19,020 +الcircular pitch يعني هي بتمثل ال average number + +200 +00:20:19,020 --> 00:20:24,260 +لل teeth in contact يعني أكم سن بيكون متلمسين في + +201 +00:20:24,260 --> 00:20:26,960 +اللحظة المعينة يعني لو كان عند ال contact ratio + +202 +00:20:26,960 --> 00:20:32,420 +واحد معناته سن بيلمس سن مثلا واحد و نص يعني بيكون + +203 +00:20:32,420 --> 00:20:36,120 +بين الواحد والاتنين مرة واحد و مرة اتنين بالأبر + +204 +00:20:36,120 --> 00:20:38,760 +بيكون واحد و نص سن متلمسين + +205 +00:20:43,300 --> 00:20:58,360 +خلّيني أشوف ال derivation عند + +206 +00:20:58,360 --> 00:21:03,100 +high pinion high wheel خلّيني أعرف أولا ماهي + +207 +00:21:03,100 --> 00:21:07,420 +الدوائرة هعلم الدائرة ال base circle باللون الأحمر + +208 +00:21:07,420 --> 00:21:10,440 +هذه ال base circle هي ال circle from which we + +209 +00:21:10,440 --> 00:21:11,460 +generate the involute + +210 +00:21:16,880 --> 00:21:22,460 +هذه ال base circle هي ال circle from which we + +211 +00:21:22,460 --> 00:21:26,480 +generate the input هذه ال base circle ليش؟ لل pen + +212 +00:21:26,480 --> 00:21:44,600 +يعني هذه ال base circle لل gear أو لل wheel طيب + +213 +00:21:49,990 --> 00:22:04,050 +الـ pitch circle هذه ال pitch circle لل + +214 +00:22:04,050 --> 00:22:13,890 +.. لل .. لل gear هذه + +215 +00:22:13,890 --> 00:22:16,070 +ال pitch circle لل pinion + +216 +00:22:32,210 --> 00:22:36,790 +طبعاً ضال عندي ال addendum circle لل pinion و لل + +217 +00:22:36,790 --> 00:22:43,270 +gear هذه ال addendum circle لل pinion + +218 +00:23:01,690 --> 00:23:03,870 +و هاد الادنام سيركل للجير + +219 +00:23:30,390 --> 00:23:32,890 +فاحنا حكينا بداية ال engagement طبعا ال penion + +220 +00:23:32,890 --> 00:23:41,250 +بدور مع قارب الساعة وال gear بعكسها قارب الساعة + +221 +00:23:41,250 --> 00:23:46,130 +الان بداية ال engagement بين ال penion وال gear + +222 +00:23:46,130 --> 00:23:52,310 +البداية بتكون من نقطة تقاطع ال addendum circle + +223 +00:23:52,310 --> 00:23:57,190 +بتاعة ال gear مع ال pressure line ال pressure line + +224 +00:23:57,190 --> 00:24:02,010 +بيكون tangentTangent لل two base circles يعني هذا + +225 +00:24:02,010 --> 00:24:07,490 +هو هذا ال pressure line هو هذا ال pressure line + +226 +00:24:07,490 --> 00:24:13,830 +تكون + +227 +00:24:13,830 --> 00:24:24,190 +tangent يعني + +228 +00:24:24,190 --> 00:24:27,230 +البداية نقطة البداية النقطة هذه + +229 +00:24:30,040 --> 00:24:33,480 +صح هاي تقاطع ال addendum بتاعة الجير مع ال + +230 +00:24:33,480 --> 00:24:37,240 +pressure line و نهاية ال engagement يعني بيطلعوا + +231 +00:24:37,240 --> 00:24:42,880 +الصناعه من بعض من تقاطع ال addendum circle مع ال + +232 +00:24:42,880 --> 00:24:52,420 +pressure line يعني هاندي K و هذا النقطة ايش L يعني + +233 +00:24:52,420 --> 00:24:57,780 +ده كده اللي هو start K + +234 +00:25:00,880 --> 00:25:06,980 +start of engagement بداية يعشقوا بعض بداية start + +235 +00:25:06,980 --> 00:25:10,820 +start + +236 +00:25:10,820 --> 00:25:17,220 +of engagement اللي + +237 +00:25:17,220 --> 00:25:22,480 +تقاطع الأدن دم سيكل تاعة ال gear مع ال pressure + +238 +00:25:22,480 --> 00:25:26,800 +line نهاية ال engagement تقاطع الأدن دم سيكل تاعة + +239 +00:25:26,800 --> 00:25:28,820 +ال pinion مع ال pressure line اللي هي نقطة L + +240 +00:25:32,050 --> 00:25:43,050 +اللي هي end of engagement والنقطة + +241 +00:25:43,050 --> 00:25:51,310 +في النص هذه اللي هي ال pitch point معناته + +242 +00:25:51,310 --> 00:25:58,330 +ال path of contact ممكن اجازه له جزئين اللي هو + +243 +00:25:58,330 --> 00:26:02,460 +جزئية الاقتراب ال approachوالـ recess اللي بتاعك + +244 +00:26:02,460 --> 00:26:11,900 +معناته ال KB ال KB ال + +245 +00:26:11,900 --> 00:26:14,520 +KB طبعا لو وديت ال pressure line ال pressure line + +246 +00:26:14,520 --> 00:26:21,060 +بيجي tangent لل base circle إذا باخد المركز هذا + +247 +00:26:21,060 --> 00:26:26,640 +هذا الخط هكون + +248 +00:26:26,640 --> 00:26:31,130 +عمودي على ال tangent صح مش 90 درجةهذه حاسوبة + +249 +00:26:31,130 --> 00:26:35,170 +النقطة N ومن + +250 +00:26:35,170 --> 00:26:41,250 +المركز هذا الى tangency point هذه + +251 +00:26:41,250 --> 00:26:46,090 +M هذا + +252 +00:26:46,090 --> 00:26:58,370 +مركز ال pinion O1 هذا مركز الجير O2 + +253 +00:26:58,370 --> 00:27:08,690 +هذه الزاويةتسعين درجة بدي + +254 +00:27:08,690 --> 00:27:14,510 +أحكي ال path of contact كله path of contact عبارة + +255 +00:27:14,510 --> 00:27:22,070 +عن طول K فئل .. KL صح؟ لأن بدأنا في K وانتهينا فئل + +256 +00:27:22,070 --> 00:27:27,190 +يعني ال .. ال .. ال KL نفسه اللي هو ال path of + +257 +00:27:27,190 --> 00:27:42,400 +contactممكن اعتبره جزءين كابي زاد بيقل كابي زاد + +258 +00:27:42,400 --> 00:27:48,900 +بيقل كابي اللي هو ال path of approach بيدخلوا بعض + +259 +00:27:48,900 --> 00:27:54,760 +لإسنان وال بيقل path of recess لإسنان بيبدو إسنان + +260 +00:27:54,760 --> 00:27:59,590 +التروس بيبدو يطلعوا من بعض يعني هذا كابيال path of + +261 +00:27:59,590 --> 00:28:05,970 +approach وال P L هو ال path of recess اتطلعوا على + +262 +00:28:05,970 --> 00:28:14,950 +الكابي الكابي بسوء الطول هدا كله ناقص + +263 +00:28:14,950 --> 00:28:23,130 +هدا الطول هاي الكابي بسوء هدا الطول ناقص هدا الطول + +264 +00:28:23,130 --> 00:28:25,130 +يعني الكابي بحكي بساوي + +265 +00:28:29,200 --> 00:28:38,700 +بستوى ال K N minus ال P N ال + +266 +00:28:38,700 --> 00:28:52,080 +K + +267 +00:28:52,080 --> 00:28:53,440 +N اللي أخدت المثلث + +268 +00:29:04,870 --> 00:29:16,290 +خدت المثلث O,2,N,K المثلث O + +269 +00:29:16,290 --> 00:29:25,070 +,2,N,K هذا المثلث قائم الزاوية and + +270 +00:29:25,070 --> 00:29:30,950 +and الان + +271 +00:29:30,950 --> 00:29:33,350 +الوطر بتاع O,2,K + +272 +00:29:35,590 --> 00:29:44,430 +أنا بدي K N K N هتكون جدر التربيع K N الجدر + +273 +00:29:44,430 --> 00:29:55,290 +التربيع ده ساعتن فيه ثغرث O 2 K تربيع minus + +274 +00:29:55,290 --> 00:30:03,490 +O 2 N تربيع طيب + +275 +00:30:05,840 --> 00:30:12,700 +الـ O2K هو ال radius بتاع ال addendum circle للجير + +276 +00:30:12,700 --> 00:30:18,400 +وعن هنا برمز ال capital letters للجير و ال small + +277 +00:30:18,400 --> 00:30:25,040 +letters لل penion يعني معناته ال O2K اللي هي ال + +278 +00:30:25,040 --> 00:30:32,840 +addendum radius بتاع ال wheel هيكون جزر التربية لل + +279 +00:30:32,840 --> 00:30:34,160 +RA + +280 +00:30:36,700 --> 00:30:43,280 +تربيع minus O to N مثل ال radius بتاع ال base + +281 +00:30:43,280 --> 00:30:53,840 +circle ده حكي ال R base للجيرة طيب + +282 +00:30:53,840 --> 00:30:58,020 +ال + +283 +00:30:58,020 --> 00:31:02,640 +R base همصر + +284 +00:31:02,640 --> 00:31:03,460 +ال line of centers + +285 +00:31:13,900 --> 00:31:19,260 +هذه ال pressure angle صح ال + +286 +00:31:19,260 --> 00:31:23,320 +R بالعزيزي شو تساوي؟ ال R كابيتال ال pitch radius + +287 +00:31:23,320 --> 00:31:30,460 +في cosine في صح؟ يعني هذي هتكون تساوي الجزر + +288 +00:31:30,460 --> 00:31:42,560 +التربيعي لل RA تربيع minus R تربيع cosine تربيع في + +289 +00:31:46,720 --> 00:31:54,020 +هذا ال K N ال + +290 +00:31:54,020 --> 00:31:59,840 +P + +291 +00:31:59,840 --> 00:32:13,100 +N هاي ال P N ال P N لو أخدت المثلث O2NB + +292 +00:32:22,620 --> 00:32:30,300 +الـ PN مقابل الزاوية هذه وهذا ايش ممثل الـ PN + +293 +00:32:30,300 --> 00:32:35,460 +بالساوية + +294 +00:32:35,460 --> 00:32:45,220 +O2P sign ل pressure angle يعني ال O2P هو pitch + +295 +00:32:45,220 --> 00:32:55,450 +radiusار كابيتال صين الفاى المعنى هو ال length of + +296 +00:32:55,450 --> 00:33:00,770 +path of approach كب هيكون + +297 +00:33:00,770 --> 00:33:09,610 +ساوي كن اللي هو جزر التربيعي لار اي تربيع minus ر + +298 +00:33:09,610 --> 00:33:16,450 +تربيع cos تربيع فاىminus الهو PN الهو حاكينا إيش + +299 +00:33:16,450 --> 00:33:20,770 +الساوية R Sin + +300 +00:33:20,770 --> 00:33:26,590 +Phi هذا بالنسبة لل path of recess path of approach + +301 +00:33:26,590 --> 00:33:33,450 +بالنسبة لل path of recess الهو إيش PL + +302 +00:33:40,070 --> 00:33:51,890 +زي ما بتشوفين P L هي P L بالساوي M L M P صح ال P L + +303 +00:33:51,890 --> 00:33:58,750 +بالساوي M L minus + +304 +00:33:58,750 --> 00:34:00,510 +M P + +305 +00:34:07,320 --> 00:34:15,040 +الان انا هاطلع هنا انا هاطلع هنا انا هاطلع هنا + +306 +00:34:15,040 --> 00:34:16,460 +انا هاطلع هنا انا هاطلع هنا انا هاطلع هنا انا + +307 +00:34:16,460 --> 00:34:20,660 +هاطلع هنا انا هاطلع هنا انا هاطلع هنا انا هاطلع + +308 +00:34:20,660 --> 00:34:23,800 +هنا انا + +309 +00:34:23,800 --> 00:34:24,580 +هاطلع هنا انا هاطلع هنا انا هاطلع هنا انا هاطلع + +310 +00:34:24,580 --> 00:34:24,580 +هنا انا هاطلع هنا انا هاطلع هنا انا هاطلع هنا انا + +311 +00:34:24,580 --> 00:34:24,580 +هاطلع هنا انا هاطلع هنا انا هاطلع هنا انا هاطلع + +312 +00:34:24,580 --> 00:34:24,580 +هنا انا هاطلع هنا انا هاطلع هنا انا هاطلع هنا انا + +313 +00:34:24,580 --> 00:34:24,640 +هاطلع هنا انا هاطلع هنا انا هاطلع هنا انا هاطلع + +314 +00:34:24,640 --> 00:34:34,080 +هنا انا هاطلع هنا انا هاطلع هنا انا هاطلع هنا انا + +315 +00:34:34,080 --> 00:34:44,440 +هاطلML بالسواء جزر تربيع O1L + +316 +00:34:44,440 --> 00:34:57,060 +تربيع minus O1L + +317 +00:34:57,060 --> 00:35:01,160 +O1L + +318 +00:35:01,160 --> 00:35:03,360 +هو الاديندوم رديوس للبنيون + +319 +00:35:06,690 --> 00:35:15,330 +small a تربيع و ال O واحد M هو ال base radius لل + +320 +00:35:15,330 --> 00:35:23,810 +pinion اللي هو minus R base تربيع ال + +321 +00:35:23,810 --> 00:35:31,090 +R base اللي هي هذه لو طلعتها المثلث O واحد M P + +322 +00:35:31,090 --> 00:35:35,210 +هيكون + +323 +00:35:36,740 --> 00:35:42,980 +بالساوية الجزر التربيعي ل RA تربيع minus R تربيع + +324 +00:35:42,980 --> 00:35:53,740 +cosine تربيع الفاية صح هذا ال M L ال M P هاخد + +325 +00:35:53,740 --> 00:36:05,920 +المثلث O 1 M P صح المثلث O 1 M P قائم الزاوية في M + +326 +00:36:07,100 --> 00:36:18,180 +MP مقابل زو فاي و هداش R small يعني MP بالساوي + +327 +00:36:18,180 --> 00:36:28,520 +O واحد P SIN الفاي يعني هتساوي R SIN الفاي معناته + +328 +00:36:28,520 --> 00:36:33,880 +ال length of path of recess اللي هو PL هيكون + +329 +00:36:33,880 --> 00:36:42,490 +الساويML جزر التربيعي لRA تربيع minus R تربيع + +330 +00:36:42,490 --> 00:36:52,290 +كوسين تربيع فاي ناقص MP لR كوسين فاي هذا ال length + +331 +00:36:52,290 --> 00:36:57,650 +of path of recess هذا ال length of path of + +332 +00:36:57,650 --> 00:37:02,390 +approach المعنى لـ length of path of contact + +333 +00:37:05,380 --> 00:37:14,360 +kl هيكون اللي هو هذا الجزر التربيعي لRA تربيع + +334 +00:37:14,360 --> 00:37:21,920 +minus R تربيع cosine تربيع في زاد الجزر التربيعي + +335 +00:37:21,920 --> 00:37:27,740 +لR small A تربيع minus R تربيع cosine تربيع في + +336 +00:37:27,740 --> 00:37:37,960 +minus R small زاد R capitalsign ال5 هيك + +337 +00:37:37,960 --> 00:37:43,500 +حسبنا ال length of path of contact واضحة في أي + +338 +00:37:43,500 --> 00:37:46,740 +سؤال؟ + +339 +00:37:46,740 --> 00:37:50,880 +طيب + +340 +00:37:50,880 --> 00:37:59,200 +هذا كله موجود عندكم ليه هذه العلاقة؟ + +341 +00:37:59,200 --> 00:38:08,640 +ال lengthof arc of contact هيكون length of arc of + +342 +00:38:08,640 --> 00:38:14,760 +contact من غير ما أخشوا التفاصيل هتكون إيه؟ هتكون + +343 +00:38:14,760 --> 00:38:19,540 +يعني + +344 +00:38:19,540 --> 00:38:21,220 +اختصار الفكرة خليني أرجع للشكل + +345 +00:38:33,850 --> 00:38:43,990 +الفكرة بتاعتها انا حكيت هذا هو ال ال kv length of + +346 +00:38:43,990 --> 00:38:56,770 +path of approach length of path of approach هذا + +347 +00:38:56,770 --> 00:39:02,940 +كأنه رخيته او لفيتهعلى دا على ال basic كأن رخيته + +348 +00:39:02,940 --> 00:39:09,040 +الطول هذا كأنه كانت هيدر مشدود عليها و رخيتها او + +349 +00:39:09,040 --> 00:39:12,300 +كان مرخق و لفته معناه اذا انا اذا عندي two gears + +350 +00:39:12,300 --> 00:39:16,720 +المشوا واحد برخ عنه و واحد بلف عليه لأنه انا هاي + +351 +00:39:16,720 --> 00:39:21,520 +ال .. يعني هاي ال pressure line برخ من هذا برخ من + +352 +00:39:21,520 --> 00:39:26,380 +ال pinion و بلف حوالين الحبيب بلف حوالين ال gear + +353 +00:39:26,380 --> 00:39:34,260 +فانا برخ عن ال pinionو بلف حوالين الجيرة فالفكرة + +354 +00:39:34,260 --> 00:39:42,600 +ان ال length of path of approach بحكي + +355 +00:39:42,600 --> 00:39:49,400 +على ال pitch circle لو بده احط الطول هذا على ال + +356 +00:39:49,400 --> 00:39:54,020 +pitch circle بيكون بساوي الطول اللي طلع هذا هكون + +357 +00:39:54,020 --> 00:39:57,240 +طول arc طول arc على radius + +358 +00:39:59,910 --> 00:40:11,030 +صح طول arc على radius معناه بجيب ايش angle of + +359 +00:40:11,030 --> 00:40:14,490 +approach و نفس الشيء اللي بنشيله angle of recess + +360 +00:40:14,490 --> 00:40:19,710 +هيكون الطول هذا على pitch radius بين الزاوية اللي + +361 +00:40:19,710 --> 00:40:26,450 +هي angle of recess الان + +362 +00:40:26,450 --> 00:40:40,110 +بتطلع عندىاللي هو length of arc of approach length + +363 +00:40:40,110 --> 00:40:43,790 +of arc of approach مش ساوي ال length of path of + +364 +00:40:43,790 --> 00:40:47,510 +approach على cosine فيه و length of arc of recess + +365 +00:40:47,510 --> 00:40:49,790 +اللي هو بساوي length of path of recess على cosine + +366 +00:40:49,790 --> 00:40:52,810 +فيه معناته ال length of arc of approach هيكون + +367 +00:40:52,810 --> 00:40:56,150 +مجموعة اتنين هيكون length of path of contact على + +368 +00:40:56,150 --> 00:40:57,130 +cosine فيه + +369 +00:41:00,530 --> 00:41:05,410 +ال contact ratio هي النسبة + +370 +00:41:05,410 --> 00:41:11,370 +بين ال number of pairs of teeth in contact يعني + +371 +00:41:11,370 --> 00:41:15,410 +عدد الأسنان بتكون في لحظة ما متلامسة أو هي length + +372 +00:41:15,410 --> 00:41:24,090 +of arc of contact على ال circular pitch طيب + +373 +00:41:24,090 --> 00:41:28,510 +المحاضرة الجاي بنكمل بنحل المسائل اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/6kxLLFA3SCQ_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/6kxLLFA3SCQ_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..6c2e5094b20832be1f5473287a81dc5db5a72f80 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/6kxLLFA3SCQ_postprocess.srt @@ -0,0 +1,1784 @@ +1 +00:00:04,910 --> 00:00:07,450 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:07,450 --> 00:00:11,630 +وبركاته اليوم هنكمل في مادة نظرية الألات بدأنا + +3 +00:00:11,630 --> 00:00:14,230 +بشبتر خمستاشر inertia forces in reciprocating + +4 +00:00:14,230 --> 00:00:18,010 +parts عملنا kinematic analysis دي هي displacement + +5 +00:00:18,010 --> 00:00:20,930 +velocity acceleration لل piston لسلد reclining + +6 +00:00:20,930 --> 00:00:23,550 +mechanism حسبنا ال anger velocity و ال anger + +7 +00:00:23,550 --> 00:00:27,850 +acceleration لل connecting rod بعدين عملنا ال + +8 +00:00:27,850 --> 00:00:33,210 +force analysis حسبنا ال piston effortمن ال piston + +9 +00:00:33,210 --> 00:00:36,950 +effort حسبنا ال force اللتي تنتقل في ال connecting + +10 +00:00:36,950 --> 00:00:39,990 +rod و ال force المنتقلة في خلال ال connecting rod + +11 +00:00:39,990 --> 00:00:43,570 +حللناها لمركبتين مركبة عمودية على الكرانك و مركبة + +12 +00:00:43,570 --> 00:00:48,470 +في اتجاه الكرانك و منها حسبنا ال torque اللى بيصل + +13 +00:00:48,470 --> 00:00:59,210 +لكرانك حلينا + +14 +00:00:59,210 --> 00:00:59,650 +examples + +15 +00:01:05,590 --> 00:01:12,790 +هنكمل اليوم هنحكي عن ال compound pendulum او + +16 +00:01:12,790 --> 00:01:17,330 +البندول المركب هنحكي على ال symbol pendulum، + +17 +00:01:17,330 --> 00:01:22,170 +البندول البسيط البندول البسيط بكون عندى محور + +18 +00:01:22,170 --> 00:01:30,490 +دوران، عندى حبل وكتلة M الحبل طوله ال capital + +19 +00:01:33,710 --> 00:01:42,150 +لو عمل displacement theta displacement theta القوة + +20 +00:01:42,150 --> 00:01:50,190 +المؤثرة على ال mass الوزن + +21 +00:01:50,190 --> 00:01:53,570 +MG + +22 +00:01:53,570 --> 00:01:56,750 +طبعا + +23 +00:01:56,750 --> 00:02:01,150 +الحكوميين دي مركبتين لو حلقت مركبتين مركبة عمودية + +24 +00:02:01,150 --> 00:02:02,350 +على الحبل MG + +25 +00:02:04,770 --> 00:02:13,330 +سين ثيتا مج + +26 +00:02:13,330 --> 00:02:27,490 +كسين ثيتا وفي الشد في الحبل صح هذا + +27 +00:02:27,490 --> 00:02:28,170 +هكون ان دي + +28 +00:02:52,560 --> 00:02:59,160 +لو أخذنا العزم حوالي نقطة هذههيكون عندى طبعا ال T + +29 +00:02:59,160 --> 00:03:06,960 +و Mg Cos θ بيعمل وش عزم اللى هتعمل Mg Sin + +30 +00:03:06,960 --> 00:03:21,460 +θ بساوية ال torque اللى هو بساوية M a tangential + +31 +00:03:21,460 --> 00:03:29,950 +في Lأذا كانت الزاوية الـ theta small angle بيكون + +32 +00:03:29,950 --> 00:03:32,950 +تقريبا الـ sine بيساوي ال tan بيساوي ال theta يعني + +33 +00:03:32,950 --> 00:03:43,390 +هكون عندي mg theta بيساوي M ال + +34 +00:03:43,390 --> 00:03:48,050 +a tendential عبارة عن الفة + +35 +00:03:48,050 --> 00:03:51,110 +في L في L + +36 +00:03:57,280 --> 00:04:00,140 +اللي عزمه حوالين ال fixed point طب ليه اذا ما ضربت + +37 +00:04:00,140 --> 00:04:04,260 +ال Mg sin θ في L؟ + +38 +00:04:04,260 --> 00:04:14,760 +Mg sin θ في L صحيح هتكون + +39 +00:04:14,760 --> 00:04:19,520 +Mg sin θ اللي هي المركبة في الطول هذا اللي هي L + +40 +00:04:19,520 --> 00:04:25,560 +بسوء M a tangential في المسافة A L + +41 +00:04:29,660 --> 00:04:37,260 +يعني هكون دي theta على alpha هاي + +42 +00:04:37,260 --> 00:04:51,540 +L بساوة ايه اش L على G الزمن الدوري للتردد ايش + +43 +00:04:51,540 --> 00:04:57,480 +بساوة ال T periodic بساوة + +44 +00:04:57,480 --> 00:05:01,750 +اتنين Piالجزر التربيعي الـ displacement اللي هي + +45 +00:05:01,750 --> 00:05:06,590 +theta على alpha يعني هكون اتنين by الجزر التربيعي + +46 +00:05:06,590 --> 00:05:14,210 +ل L على G فهذا البندول العادل البسيط نيجي للبندول + +47 +00:05:14,210 --> 00:05:14,630 +بتاعنا + +48 +00:05:28,080 --> 00:05:39,900 +عندي جسم rigid body اي جسم معلق عند النقطة O عند + +49 +00:05:39,900 --> 00:05:48,680 +نقطة تعليق مركز ثقة للجسم عند نقطة G يبعد مسافة H + +50 +00:05:48,680 --> 00:05:55,820 +عن نقطة التعليق وال + +51 +00:05:55,820 --> 00:05:57,000 +rates of generation له + +52 +00:06:00,150 --> 00:06:07,050 +كاجي radius مسقط الرحة كاجي بيستوي اللي هو كاجي + +53 +00:06:07,050 --> 00:06:12,330 +لأن الوزن طبعا بيأثر في مركز التقل مجي محل + +54 +00:06:12,330 --> 00:06:17,970 +مراكبتين مراكب ومتعمد مجي صين تيتا اللي هو ال + +55 +00:06:17,970 --> 00:06:22,250 +radius of gyration حد بيعرفش عن ال radius of + +56 +00:06:22,250 --> 00:06:27,630 +gyration ال moment of inertia بتعرفوها ايش ال + +57 +00:06:27,630 --> 00:06:34,750 +moment of inertiaأه عزم الدوران الكتلة إيش هي + +58 +00:06:34,750 --> 00:06:45,810 +الكتلة؟ إيش تعريف الكتلة؟ سيبك + +59 +00:06:45,810 --> 00:06:51,190 +مقدرك بسمع تبا المادة طيب أنا عندي سيارة صغيرة + +60 +00:06:58,790 --> 00:07:10,370 +هذه السيارة صغيرة وهذه السيارة كبيرة هذه + +61 +00:07:10,370 --> 00:07:15,450 +بدأت سرعة ابتدائية V-Node وهذه + +62 +00:07:15,450 --> 00:07:22,950 +برضه بدأت سرعة V-Node استخدمت البريكاتودعمل اقاف + +63 +00:07:22,950 --> 00:07:33,430 +لهم في نفس المسافة يعني هذه هتصير هنا وهذه + +64 +00:07:33,430 --> 00:07:38,470 +هتصير نفس + +65 +00:07:38,470 --> 00:07:44,390 +المسافة يعني V النهائية شو تساوي سفر V نهائية سفر + +66 +00:07:44,390 --> 00:07:49,030 +مشتتين نفس المسافة X + +67 +00:07:53,290 --> 00:07:57,430 +يعني هذه كتلة مثلا مائة كيلو وهذه كتلة ألف كيلو و + +68 +00:07:57,430 --> 00:08:00,750 +تم إيقافهم خلال مائة متر من الصلاة دي مثلا مائة + +69 +00:08:00,750 --> 00:08:07,890 +كيلو متر في الساعة لسرعة سفر مين متوقع بيغلبنا + +70 +00:08:07,890 --> 00:08:12,970 +أكتر في الإيقاف كتلة أكبر معناته الكتلة ده ممكن + +71 +00:08:12,970 --> 00:08:22,330 +أعرفها أنها قياس للممانعة الجسمليه؟ التوقف من سرعة + +72 +00:08:22,330 --> 00:08:25,850 +ابتدائية ل .. ل .. ل .. يعني بدأ من سرعة ابتدائية + +73 +00:08:25,850 --> 00:08:30,610 +اللي لها قيمة لسرعة اللي لها قيمتها سفرة فكل ما + +74 +00:08:30,610 --> 00:08:38,810 +زادت كتلة الجسم نفس المسافة الممانعة بتزيد فهي + +75 +00:08:38,810 --> 00:08:44,210 +الكتلة قياس للممانعة بالاتجاه الخاطق نفس الشيء إذا + +76 +00:08:44,210 --> 00:08:45,710 +عندك بضور اشي بضور + +77 +00:08:49,740 --> 00:08:52,980 +المفتنرش هي قياس اللي موانع في الدشاية الدورانية + +78 +00:08:52,980 --> 00:08:57,020 +.. في الحالة الدورانية قياس اللي موانع في الحالة + +79 +00:08:57,020 --> 00:09:08,440 +الدورانية لأن أي جسم لو عنده رد و بدور من مركزه + +80 +00:09:13,940 --> 00:09:18,420 +بيكون ممانع للدوران لو خلت نفس الكتلة نفس الكتلة + +81 +00:09:18,420 --> 00:09:25,540 +بس غيرت شكلها يعني صار شكله مدور بس + +82 +00:09:25,540 --> 00:09:32,700 +نفس الكتلة او شكله بيضاوي نفس الكتلة هل هتكون نفس + +83 +00:09:32,700 --> 00:09:37,040 +الممانعة بختلف + +84 +00:09:37,040 --> 00:09:41,900 +معناته الممانعة في حالة الدوران ليس فقط تعتمد على + +85 +00:09:41,900 --> 00:09:46,500 +الكتلة تعتمد على الكتلة هيولكن تعتمد على الشكل + +86 +00:09:46,500 --> 00:09:54,820 +معناته ال mass ممانعة تعتمد فقط على الكتلة الموضوع + +87 +00:09:54,820 --> 00:10:03,260 +في دي نيرش ممانعة تعتمد على الكتلة والشكل الآن + +88 +00:10:03,260 --> 00:10:10,900 +إذا عندي جسم كتلة صغيرة كتير مثلا من الإرصاص مسكت + +89 +00:10:10,900 --> 00:10:16,910 +بحبل صرت ألف فيهاالمعنى هو إني عندى كتلة مركزة + +90 +00:10:16,910 --> 00:10:19,550 +بعيدة مثلا ب radius R المهم في ال energy بتاعة + +91 +00:10:19,550 --> 00:10:27,230 +هتكون ال mass في ال R تربيعي ال radius of gyration + +92 +00:10:27,230 --> 00:10:37,370 +أي كتلة بتدور ممكن يكون لها equivalent mass هذه + +93 +00:10:37,370 --> 00:10:43,450 +مثلا ممكن أحكي هذه عبارة هذه الدوران عندك عبارة عن + +94 +00:10:43,450 --> 00:10:51,460 +هذه max دورانكتلة يعني الدوران و كتلة مركزة قم و + +95 +00:10:51,460 --> 00:11:00,840 +هدياش كاجي هذا هو ال race of generation يعني ال + +96 +00:11:00,840 --> 00:11:04,180 +race of generation لو حولت الجسم انها كتلة مركز + +97 +00:11:04,180 --> 00:11:08,920 +تبعد مسافة كاجي بتقي نفس الممانعة الممانعة للدوران + +98 +00:11:08,920 --> 00:11:13,960 +هذا هو نصف قطر الرحل أو race of generation + +99 +00:11:24,450 --> 00:11:30,270 +طب نرجع ل ال compound pendulum اللي عندنا، عندنا + +100 +00:11:30,270 --> 00:11:37,490 +rigid body معلق على نقطة O مركز ثقل و إياه بيقعد G + +101 +00:11:37,490 --> 00:11:42,990 +على نقطة التعليق، إياه بيقعد مثلا في H على نقطة + +102 +00:11:42,990 --> 00:11:49,250 +التعليق ال force بتأثرا دي ال weight mg، في طبعا + +103 +00:11:49,250 --> 00:11:52,330 +رد الفعل يعني، رد الفعل النقطة التعليقية، مظبوط؟ + +104 +00:11:53,590 --> 00:11:57,450 +بحيث ان عندي Mg بحل المركبة Mg sin θ و Mg cos θ + +105 +00:11:57,450 --> 00:12:05,170 +الان لو بدى اخد ال moment ال + +106 +00:12:05,170 --> 00:12:10,310 +moment حوالي نقطة O حتكون + +107 +00:12:10,310 --> 00:12:15,010 +ال Mg cos θ تعمل ايه moment؟رد الفيرتين في ال + +108 +00:12:15,010 --> 00:12:18,410 +finish moment مظبوط بيبقى ال Mg sin θ فانا تتوقع + +109 +00:12:18,410 --> 00:12:23,610 +انه Mg sin θ H في حالة كانت small oscillation يعني + +110 +00:12:23,610 --> 00:12:27,670 +θ صغيرة سين بيساوي التان بيساوي ثتا انا هاد هتساوي + +111 +00:12:27,670 --> 00:12:34,170 +Mg H sin θ ال + +112 +00:12:34,170 --> 00:12:41,320 +moment of inertia ال moment of inertiaللـ body + +113 +00:12:41,320 --> 00:12:47,400 +حوالين المركز O بساوة + +114 +00:12:47,400 --> 00:12:54,080 +موته في نيرشه حوالين G زاد الكتلة في المسافة تربيع + +115 +00:12:54,080 --> 00:12:56,540 +اللي هي ال parallel axis theorem في ال aesthetics + +116 +00:12:56,540 --> 00:13:05,150 +مظلوط ال I حوالين O بالستوال I حوالين Gزاد ال mass + +117 +00:13:05,150 --> 00:13:09,430 +في المسافة تربيع M H تربيع وال I حوالين G احنا + +118 +00:13:09,430 --> 00:13:14,530 +حكينا ان ال I كتلة و كنا نحولها لكتلة مكافئة M + +119 +00:13:14,530 --> 00:13:19,450 +تبقى المسافة كيجي هذا هتكون ال IG اللي هو M كيجي + +120 +00:13:19,450 --> 00:13:25,070 +تربيع رز و جريش تربيع معناته ال I ممكن اشهر ال A + +121 +00:13:25,070 --> 00:13:27,510 +بالسواء M كيجي تربيع زاد H تربيع + +122 +00:13:36,280 --> 00:13:43,340 +الانجلر الان ال torque سواء I في Alpha انا باخد ال + +123 +00:13:43,340 --> 00:13:51,600 +torque حوالي نقطة O يعني Alpha سواء ال torque على + +124 +00:13:51,600 --> 00:14:00,240 +I و ال torque اللي احنا قلناه شو يساوي MGH ثتا وال + +125 +00:14:00,240 --> 00:14:09,480 +I اللي هي M في KG تربيهزاد H تربيع يعني هتكون + +126 +00:14:09,480 --> 00:14:17,700 +Alpha لو Alpha هتكون تستوى GH ثيتا + +127 +00:14:17,700 --> 00:14:24,220 +على KG تربيع زاد H تربيع لو حكيت ثيتا على Alpha + +128 +00:14:24,220 --> 00:14:34,320 +ثيتا على Alpha هتكون اللي هو KG تربيع زاد H تربيع + +129 +00:14:35,390 --> 00:14:47,390 +على GH يعني حد ساوى كي جي تربيع زاد H تربيع على H + +130 +00:14:47,390 --> 00:14:50,730 +هذا + +131 +00:14:50,730 --> 00:14:57,750 +في واحد على جي + +132 +00:14:57,750 --> 00:15:04,390 +واحد على جي خليها بالصيغة هذه مبدأيا + +133 +00:15:07,810 --> 00:15:13,950 +الزمن الدوري اللي هو زمن دوري مثلا هاي واحد هذا + +134 +00:15:13,950 --> 00:15:20,730 +الزمن عشان يعمل دورة كاملة نين + +135 +00:15:20,730 --> 00:15:25,910 +باي جزء تربيه لثتا على ألفة اللي هو نين باي كيجي + +136 +00:15:25,910 --> 00:15:33,370 +تربيه زد اش تربيه على جي في اش لمعادلة + +137 +00:15:33,370 --> 00:15:37,910 +البندول هذهما كانت تاتة على ألفة في البندولة + +138 +00:15:37,910 --> 00:15:45,270 +العادل بسيطة ايش كانت تاتة على ألفة بتساوي L على G + +139 +00:15:45,270 --> 00:15:50,790 +قارن هذا مع هذا هي جي مع جي معناته هذه هي + +140 +00:15:50,790 --> 00:15:55,830 +equivalent length كما لو كان simple pendulum لأن + +141 +00:15:55,830 --> 00:16:00,920 +هاي جي هاي تمثل ايشالـ equivalent length of a + +142 +00:16:00,920 --> 00:16:05,200 +simple pendulum which gives the same frequency as + +143 +00:16:05,200 --> 00:16:09,880 +the compound pendulum يعني لو جيت بندول طوله بسوة + +144 +00:16:09,880 --> 00:16:13,560 +هذا الطول بيعطينا + +145 +00:16:13,560 --> 00:16:17,600 +نفس ال frequency بتاع ال compound pendulum بتاع + +146 +00:16:17,600 --> 00:16:23,280 +الرجل اللي أنا بدرسه هذا هو equivalent length يعني + +147 +00:16:23,280 --> 00:16:27,960 +لو جيت بندولالطول بتاع البندول اللي هو KG تربيع زي + +148 +00:16:27,960 --> 00:16:31,800 +H تربيع على H ال KG هي Residuation للجسم تحت + +149 +00:16:31,800 --> 00:16:35,340 +الدراسة H هي المسافة من مركز تقع الجسم لنقطة + +150 +00:16:35,340 --> 00:16:39,280 +التعليق بيقي + +151 +00:16:39,280 --> 00:16:45,400 +نفس ال frequency أو التردد التدبد ل .. ل .. ل .. + +152 +00:16:45,400 --> 00:16:50,500 +يعني simple pendulum بالمواصفات هذه L بيقي نفس + +153 +00:16:50,500 --> 00:16:51,700 +التردد لل compound body + +154 +00:16:56,510 --> 00:17:03,470 +طبعا هذه طريقة يعني أحد الطرق عشان أعرف ال moment + +155 +00:17:03,470 --> 00:17:12,190 +ال moment of inertia لجسم أنه أعالجه و أعمله small + +156 +00:17:12,190 --> 00:17:18,590 +oscillation و أصير أد و أحسب زمن أحسب زمن من حسابي + +157 +00:17:18,590 --> 00:17:26,550 +للزمن و بقدر أحسب إياشالـ KG لما نحسب الـ KG بحس + +158 +00:17:26,550 --> 00:17:30,870 +الموت و النارش حوالين مركز الثقل يعني الطريقة + +159 +00:17:30,870 --> 00:17:38,890 +العملية لقياس الموت و النارش لجسم شكله مجهول أو + +160 +00:17:38,890 --> 00:17:40,410 +شكله معقد او 3D + +161 +00:17:50,890 --> 00:18:03,330 +انخش على موضوع جديد او equivalent + +162 +00:18:03,330 --> 00:18:09,390 +dynamical system في + +163 +00:18:09,390 --> 00:18:16,860 +بعض الأحيان عشان ادرس حركة rigid body جسم جاسئyes + +164 +00:18:16,860 --> 00:18:19,260 +يعني مابيصيرش فيه deformation بيبقى المثال بين + +165 +00:18:19,260 --> 00:18:24,720 +particle و particle fixed طيب it is convenient + +166 +00:18:24,720 --> 00:18:31,560 +مريح في الحسابات انك تستبدل ال rigid body بكتلتين + +167 +00:18:31,560 --> 00:18:39,140 +تستبدل في بعض عشان نعمل تحليل معين من المريح و من + +168 +00:18:39,140 --> 00:18:44,650 +المناسبإن أستبدل جسم بكتلتين هدول كتلتين لازم يكون + +169 +00:18:44,650 --> 00:18:48,270 +من ناحية ال effect مكافئين للكتلة الأصلية تحت + +170 +00:18:48,270 --> 00:18:54,210 +الدراسة عشان أستبدل جسم كتلتين أول الشيء لازم + +171 +00:18:54,210 --> 00:18:57,550 +مجموع الكتلتين يستوى الكتلة الكلية للجسم مجموع + +172 +00:18:57,550 --> 00:19:04,630 +الكتلتين لازم يستوى الكتلة الكلية للجسم عند هاي + +173 +00:19:04,630 --> 00:19:14,310 +جسم همك استقلواكتلة متركزة في مركز استقل M كتلتين + +174 +00:19:14,310 --> 00:19:22,270 +M1 و M2 M1 تبعد عن الشمال الواحد عن مركز استقل M2 + +175 +00:19:22,270 --> 00:19:26,930 +تبعد عن الشمال الاتنين عشان M1 و M2 ال effect يكون + +176 +00:19:26,930 --> 00:19:30,970 +نفس ال effect على الكتلة اللي كلها لازم M1 زاد M2 + +177 +00:19:30,970 --> 00:19:37,870 +مجموحهم سواء M بعدين ال moment عزم الكتلة حوالي + +178 +00:19:37,870 --> 00:19:43,630 +مركز استقلم واحد بالظبط يعني م واحد م واحد ال واحد + +179 +00:19:43,630 --> 00:19:49,570 +بيسوا م اتنين ال اتنين شرط التالت الموموت فنيرش + +180 +00:19:49,570 --> 00:19:55,070 +للكتلتين م واحد وم اتنين حوالين جي بيسوا موموت + +181 +00:19:55,070 --> 00:19:59,790 +فنيرش للجسم كله يعني اللي هتكون عندك هذا الكتلة + +182 +00:19:59,790 --> 00:20:03,510 +المركزة م واحد وهذا الكتلة المركزة م اتنين الموموت + +183 +00:20:03,510 --> 00:20:06,570 +فنيرش لم واحد حوالين جي لأنها مركزة هتكون م واحد + +184 +00:20:07,350 --> 00:20:16,050 +م1L1 تربيع م2L2 تربيع مكج + +185 +00:20:16,050 --> 00:20:25,370 +تربيع M1L1 تربيع M2L2 + +186 +00:20:25,370 --> 00:20:31,850 +تربيع M1L1 + +187 +00:20:31,850 --> 00:20:34,690 +تربيع M2L2 تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع + +188 +00:20:34,690 --> 00:20:34,790 +تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع + +189 +00:20:34,790 --> 00:20:36,590 +تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع + +190 +00:20:36,590 --> 00:20:57,490 +MM2 M1 L1 L2 عوض في هذه المعادلة M1 M2 M1 L1 L2 M + +191 +00:20:57,490 --> 00:21:02,250 +يعني M1 في L2 + +192 +00:21:06,590 --> 00:21:14,310 +بساوة M يعني هتكون M واحد بساوة L اتنين على L واحد + +193 +00:21:14,310 --> 00:21:23,250 +زاد L اتنين في M نفس المنطقية هتكون M اتنين بساوة + +194 +00:21:23,250 --> 00:21:31,250 +L واحد على L واحد زاد L اتنين في M طيب العلاقة + +195 +00:21:31,250 --> 00:21:32,650 +التالتة يعني دي M واحد + +196 +00:21:39,140 --> 00:21:54,920 +م1 L1 تربية زائد M2 L2 تربية M KG تربية نعوض عن M1 + +197 +00:21:54,920 --> 00:22:05,180 +اللي هي عبارة عن L2 على L1 زائد L2 في Mالواحد + +198 +00:22:05,180 --> 00:22:15,280 +تربية زاد الواحد على الواحد زاد الاتنين في M + +199 +00:22:15,280 --> 00:22:26,540 +الاتنين تربية بالثواب M KG تربية صح؟ + +200 +00:22:26,540 --> 00:22:31,520 +M M M هنختصر ال M + +201 +00:22:39,580 --> 00:22:46,500 +هكويندي ال اخد عمش طرق ال واحد زاد ال اتنين + +202 +00:22:46,500 --> 00:22:55,720 +هكويندي ال اتنين ال واحد تربيع زاد ال واحد ال + +203 +00:22:55,720 --> 00:23:02,200 +اتنين تربيع بيستوى كي جي تربيع طب اخد ال واحد ال + +204 +00:23:02,200 --> 00:23:08,760 +اتنين عمش طرق ال واحد ال اتنين هكويندي هنا ال واحد + +205 +00:23:09,890 --> 00:23:17,130 +زاد الاتنين على الواحد زاد الاتنين بيستوى كي جي + +206 +00:23:17,130 --> 00:23:26,350 +تربيع يروح الواحد مع الواحد بيصف الواحد الاتنين + +207 +00:23:26,350 --> 00:23:35,450 +بيستوى كي جي تربيع مانعته + +208 +00:23:35,450 --> 00:23:40,990 +عشاناحنا عشان two masses M1 و M2 equivalent للmass + +209 +00:23:40,990 --> 00:23:44,850 +لازم M1 زي M2 بيستوى M و ال moment لل masses + +210 +00:23:44,850 --> 00:23:50,890 +حوالين G بيستوى Zero يعني M1L1 سواء M2L2 و ال + +211 +00:23:50,890 --> 00:23:55,110 +total moment of inertia لل two masses حوالين G هي + +212 +00:23:55,110 --> 00:23:58,250 +نفس ال moment of inertia للmass الكلية اللي هي + +213 +00:23:58,250 --> 00:24:01,580 +حوالين Gاللي هو التلات شروط اللي انتوا شايفينها + +214 +00:24:01,580 --> 00:24:05,180 +نتيجة الشروط هي طلعت هندي اللي هو M1 بسوء L2 M على + +215 +00:24:05,180 --> 00:24:11,780 +L1 زي L2 و M2 L1 M على L1 زي L2 و L1 L2 طلعت KG + +216 +00:24:11,780 --> 00:24:29,080 +تربيع دي هي التلات المواد اللي هتعملناها طيب + +217 +00:24:30,990 --> 00:24:39,170 +لما ال KG بتكون مجهولة مش معروفة ال position of + +218 +00:24:39,170 --> 00:24:43,010 +second mass موقع ال mass التانية ممكن نحص عليه + +219 +00:24:43,010 --> 00:24:46,350 +باعتبار الجسم compound pendulum + +220 +00:24:50,280 --> 00:24:57,640 +أحنا حكينا طول البندول البسيط المكافئ للجسم تحت + +221 +00:24:57,640 --> 00:25:01,860 +الدراسة اللي هو L بسوة KG تربية زي H تربية على H + +222 +00:25:01,860 --> 00:25:10,080 +ال KG هي موتو نيرشة للجسم للجسم تحت الدراسة H + +223 +00:25:10,080 --> 00:25:15,020 +المسافة بين مركز استقل و نقطة التعليق إذا كان معلق + +224 +00:25:15,020 --> 00:25:17,580 +الآن + +225 +00:25:19,810 --> 00:25:24,350 +الجسم لو اعتبرت احد نقاط التعليق عند الكتلة M1 + +226 +00:25:24,350 --> 00:25:29,990 +يعني انا خلّيت نقطة التعليق عند الكتلة H M1 يعني + +227 +00:25:29,990 --> 00:25:36,130 +الواحد هتكون H هتكون الواحد هتكون هي ال H مظبوط + +228 +00:25:36,130 --> 00:25:39,750 +فحسينا ان القلب ساوة كيجي تربيع زاد الواحد تربيع + +229 +00:25:39,750 --> 00:25:43,170 +على الواحد على اعتبار ان نقطة التعليق موجودة عند + +230 +00:25:43,170 --> 00:25:45,690 +M1 + +231 +00:25:48,990 --> 00:25:55,210 +و احنا عارفين ان الواحد الاتنين بيستوى كج تربيع + +232 +00:25:55,210 --> 00:26:02,750 +معناته اذا و نعوض هنا عن كج تربيع اللي هي الواحد + +233 +00:26:02,750 --> 00:26:07,270 +الاتنين and + +234 +00:26:07,270 --> 00:26:12,710 +ال length of equivalent symbol pendulum ال capital + +235 +00:26:12,710 --> 00:26:15,750 +بيستوى + +236 +00:26:15,750 --> 00:26:22,940 +كج تربيعزاد ال واحد تربيع على ال واحد اذا تم تعليق + +237 +00:26:22,940 --> 00:26:29,280 +الجسم عند ال M واحد وعواطر عن KG اللي هي تربيع ال + +238 +00:26:29,280 --> 00:26:35,680 +واحد ال اتنين زاد ال واحد تربيع على ال واحد هاختصر + +239 +00:26:35,680 --> 00:26:41,460 +ال واحد من الطرفين هتكون القلب الساوي ال اتنين زاد + +240 +00:26:41,460 --> 00:26:43,980 +ال واحد ليه هذه القرار + +241 +00:26:49,650 --> 00:26:55,830 +زي ما حكينا ال first mass متموضعة عند مركز التذبد + +242 +00:26:55,830 --> 00:27:03,950 +أو نقطة التعليق ال first mass متموضعة عند نقطة + +243 +00:27:03,950 --> 00:27:08,950 +التعليق يعني هتكون ال two بساوية اللي هي من ال two + +244 +00:27:08,950 --> 00:27:12,010 +بساوية كجي تربية سواء ال واحد والاتنين او ال two + +245 +00:27:12,010 --> 00:27:17,830 +بساوية كجي تربية على ال واحد لأن graphically + +246 +00:27:22,710 --> 00:27:26,010 +عندي هذه المقاس الكلية متركز في مركز تقل كتلتها M + +247 +00:27:26,010 --> 00:27:32,690 +لو حطيت الكتلة M1 + +248 +00:27:32,690 --> 00:27:42,070 +على بعد L1 و من عند G عملت خط عمودي على + +249 +00:27:42,070 --> 00:27:57,170 +الخط الواصل بين M1 و G طوله KGووصلت هذه هذا بعدين + +250 +00:27:57,170 --> 00:28:01,130 +عملت عمودي على الخط هذا لحد ما قاطع امتداد الخط + +251 +00:28:01,130 --> 00:28:05,330 +هذا هذا بيعطيني L2 طبعا التشابه متلثات تشابه + +252 +00:28:05,330 --> 00:28:12,790 +متلثات يعني لاحظوا الزاوية هذه خلينا نسميها زاوية + +253 +00:28:12,790 --> 00:28:17,430 +theta هذا هتكون ايه + +254 +00:28:21,720 --> 00:28:28,860 +هذه beta وهذه + +255 +00:28:28,860 --> 00:28:35,140 +ايش هتكون beta معناه + +256 +00:28:35,140 --> 00:28:52,240 +لو حكيت المثلثين A G C و C G B مهم الترتيببدأت من + +257 +00:28:52,240 --> 00:28:55,340 +اند اي جي من اند تاتا بحتي بدي ايضا من اند سي سي + +258 +00:28:55,340 --> 00:29:03,260 +جي بي متشابه يعني معناته اي جي هي + +259 +00:29:03,260 --> 00:29:12,560 +اي جي هي اي جي على سي جي اي جي مقابل ليش لبيتا و + +260 +00:29:12,560 --> 00:29:17,160 +سي جي مقابل لبيتا هيها بالساوية + +261 +00:29:20,650 --> 00:29:32,670 +جي سي جي سي اللي هو مقابل جي سي مقابل لثيتا على جي + +262 +00:29:32,670 --> 00:29:36,610 +بي يعني + +263 +00:29:36,610 --> 00:29:47,410 +اي جي اللي هو ايش الواحد و سي جي كي جي صح و + +264 +00:29:47,410 --> 00:29:48,470 +سي جي برضه هنا + +265 +00:29:51,320 --> 00:29:58,700 +ك جي و جي بي اقل اتنين اما ال cross هكون ك جي + +266 +00:29:58,700 --> 00:30:04,780 +تربيع بستوال واحد اقل اتنين مظبوط؟ معناته ال + +267 +00:30:04,780 --> 00:30:07,940 +graphical representation هنا صحيح مية في المية + +268 +00:30:20,200 --> 00:30:31,580 +نحل مثال طيب + +269 +00:30:31,580 --> 00:30:34,740 +conrod + +270 +00:30:34,740 --> 00:30:40,700 +of a gasoline engine ذراع التوصيل في محرك gasoline + +271 +00:30:40,700 --> 00:30:45,960 +طوله تلت مية يعني طول من المركز لمركز تلت مية ملي + +272 +00:30:51,250 --> 00:30:58,450 +between centers it has a mass it has a mass of + +273 +00:30:58,450 --> 00:31:03,150 +fifteen kilogram الmass خمستاشر + +274 +00:31:03,150 --> 00:31:09,170 +كيلو جرام ال + +275 +00:31:09,170 --> 00:31:19,790 +mass moment of inertia IG حوالين سبعتلاف كيلو جرام + +276 +00:31:20,940 --> 00:31:28,280 +ملي متر تربيع its + +277 +00:31:28,280 --> 00:31:31,260 +center of gravity is at two hundred millimeters + +278 +00:31:31,260 --> 00:31:34,080 +from its small end center يعني المركز استقل يبعد + +279 +00:31:34,080 --> 00:31:40,240 +من اتنين ملي متر عن مركز استقل determine dynamical + +280 +00:31:40,240 --> 00:31:45,560 +equivalent to mass system of a conrod if one of + +281 +00:31:45,560 --> 00:31:54,240 +the masses is located at the small endعندى هى جاية + +282 +00:31:54,240 --> 00:32:04,720 +M بتحط هى M1 معناته هدى شو تساوي هدى هدى الواحد + +283 +00:32:04,720 --> 00:32:13,720 +معناته الواحد شو تساوي الواحد تساوي متين بتحط + +284 +00:32:13,720 --> 00:32:20,890 +الماسمسافة somewhere مستاني covalent هتكون ايش هنا + +285 +00:32:20,890 --> 00:32:33,110 +وهذه هتكون الاتنين الاتنين طيب + +286 +00:32:33,110 --> 00:32:41,330 +هم عطيني ال IG IG ايش يستوي كج + +287 +00:32:41,330 --> 00:32:45,130 +تربيع في الماس صح؟ + +288 +00:32:48,160 --> 00:32:57,040 +ال IG اللى هى سبعتلاف كيلو جرام مليمتر تربيه سوى + +289 +00:32:57,040 --> 00:33:03,580 +ال KG تربيه في الماسة كم؟ خمساشر كيلو جرام معناته + +290 +00:33:03,580 --> 00:33:13,060 +ال KG تربيه هسوى سبعتلافعلى خمستاشر يعني سبعة تلاف + +291 +00:33:13,060 --> 00:33:18,400 +خمستاشر سبعة يعني سبعين على خمسة اربعتاشر الف + +292 +00:33:18,400 --> 00:33:28,560 +اربعمية الف اربعمية على تلاتة صح مظبوط مليمتر + +293 +00:33:28,560 --> 00:33:40,120 +ال كيجي تربيهاه في الساعة الواحد الاتنين صحاللي هي + +294 +00:33:40,120 --> 00:33:50,580 +الفارعمية على تلاتة بالساوية متين في قل اتنين + +295 +00:33:50,580 --> 00:33:58,120 +معناته قل اتنين ايش هالساوية الفارعمية اربتاش + +296 +00:33:58,120 --> 00:34:04,640 +اتنين سبعة تلاتة ملي + +297 +00:34:04,640 --> 00:34:10,440 +مترأنا خلتها زي ما هي كيجيتاريا زي ما هي خلتها + +298 +00:34:10,440 --> 00:34:21,480 +يعني قريبة كتير قريبة يعني كتير من ال ج لأن عشان + +299 +00:34:21,480 --> 00:34:31,700 +أحس في ال masses M1 في الساوية L2 على L1 زي L2 في + +300 +00:34:31,700 --> 00:34:35,600 +ال mass الكلية L2 اللي هي سبعة على تلاتة + +301 +00:34:38,040 --> 00:34:49,120 +على الواحد اللي هي امتين زاد سبعة على تلاتة + +302 +00:34:49,120 --> 00:34:53,560 +تحسب + +303 +00:34:53,560 --> 00:34:58,580 +الام واحد تطلع zero point zero one one zero point + +304 +00:34:58,580 --> 00:35:05,240 +zero one one kilogram + +305 +00:35:05,240 --> 00:35:20,660 +والام اتنينم minus م واحد يعني هتكون اربعتاش خمساش + +306 +00:35:20,660 --> 00:35:30,080 +ناقص واحد اربعتاش فاصلة ناين + +307 +00:35:30,080 --> 00:35:33,540 +ايت ناين كيلو جرام + +308 +00:35:37,490 --> 00:35:40,450 +طب انا حد انا احكي طب ليش فانحط ال mass التانية + +309 +00:35:40,450 --> 00:35:47,910 +هنا نقطة هذه هنجيلها هي بنحطها هنا بيصير في أوروخ + +310 +00:35:47,910 --> 00:35:51,090 +لإنه بتبطل equivalent يعني ممكن اخلي equivalent من + +311 +00:35:51,090 --> 00:35:57,590 +ناحية total mass equivalent من ناحية moment حوالين + +312 +00:35:57,590 --> 00:36:01,150 +جيه بس ال moment من هناش هتكونش equivalent فبلزمنا + +313 +00:36:01,150 --> 00:36:04,250 +نعمل some correction هنجيلها هذه طيب + +314 +00:36:08,750 --> 00:36:13,690 +هنجيلها لان هذا ال issue ال basic هنجيلها المحاضرة + +315 +00:36:13,690 --> 00:36:19,810 +الجاية هنحل كمان مثال a cone rod is suspended from + +316 +00:36:19,810 --> 00:36:22,190 +a point twenty-five millimeters above the center + +317 +00:36:22,190 --> 00:36:29,450 +of a small end يعني تم التعليق في + +318 +00:36:29,450 --> 00:36:31,170 +النقطة هذه هذه نقطة التعليق + +319 +00:36:37,850 --> 00:36:41,010 +النقطة التعليق عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +320 +00:36:41,010 --> 00:36:41,950 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +321 +00:36:41,950 --> 00:36:44,230 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +322 +00:36:44,230 --> 00:36:51,150 +عرفت عرفت + +323 +00:36:51,150 --> 00:36:52,210 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +324 +00:36:52,210 --> 00:36:54,190 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +325 +00:36:54,190 --> 00:36:59,250 +عرفت عرفت عرفت + +326 +00:37:09,390 --> 00:37:15,370 +كتلة ال .. ال rod ال mass سبعة + +327 +00:37:15,370 --> 00:37:23,490 +تلاتين و نص كيلو جرام تم + +328 +00:37:23,490 --> 00:37:26,110 +تعليق و when permitted to select خلته اهتز حوالي + +329 +00:37:26,110 --> 00:37:31,410 +نقطة التعليق time period is found to be one point + +330 +00:37:31,410 --> 00:37:40,420 +eight seven ال periodic timeone point eight seven + +331 +00:37:40,420 --> 00:37:46,760 +second find + +332 +00:37:46,760 --> 00:37:50,160 +dynamical equivalent system constituted of two + +333 +00:37:50,160 --> 00:37:53,620 +masses one of which is located at the small end + +334 +00:37:53,620 --> 00:37:57,940 +center بدأ توجد dynamical equivalent system مكوّم + +335 +00:37:57,940 --> 00:38:03,960 +من كتلتين واحدة منهم جاء في مركز الدائرة هذه طيب + +336 +00:38:03,960 --> 00:38:06,260 +انا ايش حستفيد من الزمن الدوري + +337 +00:38:12,140 --> 00:38:22,080 +اللي انا هستفيد احس منه ال KG صح؟ الزمن الدوري TV + +338 +00:38:22,080 --> 00:38:25,580 +ايش + +339 +00:38:25,580 --> 00:38:31,260 +بالثانوية؟ نين باي الجزر + +340 +00:38:31,260 --> 00:38:44,270 +تربيه KG تربيه plus H تربيهعلى G في H خلّيني + +341 +00:38:44,270 --> 00:38:57,370 +أربح هيصير TB تربية على 4π تربية سوى KG تربية زاد + +342 +00:38:57,370 --> 00:39:03,870 +H تربية على G في H يعني + +343 +00:39:05,710 --> 00:39:11,450 +الذمن ده هو one point eight seven تربيع على أربع + +344 +00:39:11,450 --> 00:39:18,510 +باع تربيع بتساوي ال KG تربيع أنا مش عارفها لسه ال + +345 +00:39:18,510 --> 00:39:24,250 +H مسافة التعليق من مركز ثقل لنقطة التعليق اللي هي + +346 +00:39:24,250 --> 00:39:30,250 +ستمية و خمسين خليني ألتزم في الوحدات point six + +347 +00:39:30,250 --> 00:39:33,970 +خمسة تربيع + +348 +00:39:34,530 --> 00:39:41,090 +على جى اللى هى تسعة point تمانية ستة في point ستة + +349 +00:39:41,090 --> 00:39:52,330 +خمسة اللى هى ال H و منها بحسب ال KG اسمه ليها + +350 +00:39:52,330 --> 00:39:56,370 +بالله يعنى اضره هدف هدف على هدف واطرح منها point + +351 +00:39:56,370 --> 00:40:00,730 +ستة خمسة تربيع point + +352 +00:40:00,730 --> 00:40:01,310 +واحد + +353 +00:40:05,190 --> 00:40:11,150 +يعني 145 ميلي متر هذا ال KG تربيع عشان تحسوا ال KG + +354 +00:40:11,150 --> 00:40:21,910 +طيب هو حكي لنا معلومة بيحكي + +355 +00:40:21,910 --> 00:40:25,470 +ان انا one of the masses هحطها في مركز درهد معناته + +356 +00:40:25,470 --> 00:40:29,630 +L واحد عشان ساوية + +357 +00:40:29,630 --> 00:40:37,460 +بالساوية ال Hمناقص الخمسة و عشرين صح؟ ستكون ستمية + +358 +00:40:37,460 --> 00:40:46,840 +و خمسين مناقص خمسة و عشرين بالساوي اللي هي ستمية و + +359 +00:40:46,840 --> 00:40:55,640 +خمسة و عشرين من الميتا طيب الواحد الاتنين ايش + +360 +00:40:55,640 --> 00:41:01,530 +الساوي كج تربيع يعني هيكون عندي الواحد اللي هيبونت + +361 +00:41:01,530 --> 00:41:07,450 +ستة اتنين خمسة في قل اتنين بيصيح بونت واحد اربع + +362 +00:41:07,450 --> 00:41:22,630 +خمس اتنين ومنها باحسب القل اتنين بونت + +363 +00:41:22,630 --> 00:41:23,370 +اتنين اتنين + +364 +00:41:29,750 --> 00:41:37,250 +يعني مئتين و تلاتة و عشرين ميلي متر معناته one of + +365 +00:41:37,250 --> 00:41:42,190 +the masses M واحد هنحطها على بعد ست مائة و خمس + +366 +00:41:42,190 --> 00:41:45,410 +عشرين ميلي متر و ال other mass هنحطها على بعد + +367 +00:41:45,410 --> 00:41:50,270 +مئتين و تلاتة و عشرين ميلي متر لو بدنا نحسب الكتل + +368 +00:41:50,270 --> 00:41:55,130 +M واحد مش الساوي M + +369 +00:41:55,130 --> 00:42:00,320 +واحد ساوي L اتنين على L واحد زاد L اتنينفي المعصر + +370 +00:42:00,320 --> 00:42:06,360 +الكلية الاتنين اللي هي متين و تلاتة و عشرين على + +371 +00:42:06,360 --> 00:42:11,340 +الواحد زاد الاتنين اللي هو ستمية و خمسة و عشرين + +372 +00:42:11,340 --> 00:42:18,180 +زاد متين و تلاتة و عشرين في السبعة تلاتين و نص + +373 +00:42:18,180 --> 00:42:25,580 +تسعة + +374 +00:42:25,580 --> 00:42:25,760 +point + +375 +00:42:30,440 --> 00:42:37,020 +كلوجرام طيب M2 ايش هتساوي؟ هتساوي M ناقص M واحد في + +376 +00:42:37,020 --> 00:42:46,340 +السبعة تلاتين و نص ناقص ستة و عشرين + +377 +00:42:46,340 --> 00:42:49,380 +على فكرة المثال السابق اللي حسب الحسبة غلط + +378 +00:42:53,300 --> 00:42:59,780 +27.64 رديد وحل المثال لحالكوا الأرقام اللي بتقضيها + +379 +00:42:59,780 --> 00:43:06,260 +مش منطقية المثال السابق طيب علينا لو هتقولك هكون + +380 +00:43:06,260 --> 00:43:21,160 +في خطأ في الوحدات طيب في أسئلة تانية هنشوف + +381 +00:43:21,160 --> 00:43:21,920 +مثال تاني + +382 +00:43:32,410 --> 00:43:36,610 +حد فيه بس هتقبلوه لحالكوا The following data + +383 +00:43:36,610 --> 00:43:39,430 +relate to a cone rod of a reciprocating engine + +384 +00:43:39,430 --> 00:43:45,170 +معطين ال mass خمسة خمسين كيلو معطين ال distance + +385 +00:43:45,170 --> 00:43:50,630 +between centers بين ال two centers تمانية و خمسين + +386 +00:43:52,470 --> 00:43:58,450 +قطر ال hole الصغير خمسة و سبعين ملي قطر الكبير هنا + +387 +00:43:58,450 --> 00:44:06,190 +مية ال time oscillation لو تم تعليق ال time + +388 +00:44:06,190 --> 00:44:10,630 +oscillation when connecting rod is suspended from + +389 +00:44:10,630 --> 00:44:15,850 +small end بيساوي one point eighty three second لو + +390 +00:44:15,850 --> 00:44:20,960 +تم تعليق النقطة هذه ال periodic time بيكون1.83 لو + +391 +00:44:20,960 --> 00:44:24,180 +علقته العكس تم طريق من الكتر الكبير عملت له + +392 +00:44:24,180 --> 00:44:29,280 +oscillation predict time بيستوى 1.68 second يعني + +393 +00:44:29,280 --> 00:44:34,920 +اول حالة يعني اندي حالتين وعملت تجربتين علقوا من + +394 +00:44:34,920 --> 00:44:40,280 +النقطة هذه هذه النقطة من النقطة هذه وحسب الزمن + +395 +00:44:40,280 --> 00:44:44,060 +الدوري او قاعس الزمن الدوري و التجربة التانية + +396 +00:44:44,060 --> 00:44:51,780 +بالعكس علقوامن النقطة هذه وحسب اوقاس الزمن الدوري + +397 +00:44:51,780 --> 00:44:58,780 +بده + +398 +00:44:58,780 --> 00:45:01,580 +determine the radius of gyration of the road about + +399 +00:45:01,580 --> 00:45:03,840 +an axis passing through the center of gravity and + +400 +00:45:03,840 --> 00:45:06,520 +perpendicular to plane of the earth بده الكيجي بده + +401 +00:45:06,520 --> 00:45:12,620 +الكيجي لأ هو الجسم له one كيجي بس هو عمل تجربتين + +402 +00:45:12,620 --> 00:45:18,600 +من التجربة الأولىأحنا حكينا الزمن الدوريش بساوي + +403 +00:45:18,600 --> 00:45:22,060 +اتنين + +404 +00:45:22,060 --> 00:45:28,700 +باى الجزر التربيعى على + +405 +00:45:28,700 --> 00:45:34,880 +H خلانا نربيعها TB + +406 +00:45:34,880 --> 00:45:43,220 +تربيع على اربعة باى تربيع بساوية KG تربيع زاد H + +407 +00:45:43,220 --> 00:45:58,720 +تربيععلى GH يعني KG تربيه هتساوي TB تربيه GH على + +408 +00:45:58,720 --> 00:46:04,740 +أربعة بايت تربيه minus H تربيه هذه المعادلة + +409 +00:46:04,740 --> 00:46:11,120 +بتاعتنا مظلوط في الحالة الأولى ال first case + +410 +00:46:14,790 --> 00:46:18,890 +كان التعليق من الدقالة الصغيرة معناته ال H ايش + +411 +00:46:18,890 --> 00:46:26,150 +كانت اللي هي تمنمية و خمسين زياد نص الخمس و سبعين + +412 +00:46:26,150 --> 00:46:34,770 +صح ال H بالساوية تمنمية و خمسين زياد خمس و سبعين + +413 +00:46:34,770 --> 00:46:43,540 +على اتنينمش تانية و خمسين لأ اللي هو كلها بالسواء + +414 +00:46:43,540 --> 00:46:55,360 +الواحد بالسواء الواحد زائد بالسواء الواحد زائد + +415 +00:46:55,360 --> 00:47:01,180 +اللي هي سبعة تلاتين و نص سبعة + +416 +00:47:01,180 --> 00:47:09,380 +تلاتين و نص و عشان مانغلطش الحساباتزاد point O + +417 +00:47:09,380 --> 00:47:15,840 +تلاتة سبعة خمسة عشان تكون كل واحدة تمتلك هذه ايش + +418 +00:47:15,840 --> 00:47:27,320 +ال H ال واحد احنا مش عارفينها نعم لأ احنا عارفينها + +419 +00:47:27,320 --> 00:47:29,940 +يعني اللي فيها معروف ال واحد زاد ال اتنين بالساوية + +420 +00:47:29,940 --> 00:47:33,560 +تمامية و خمسين هذه معروفة يعني هي علاقة تانية ال + +421 +00:47:33,560 --> 00:47:41,320 +واحد زاد ال اتنينبالساوية تانية و خمسين الآن اعوض + +422 +00:47:41,320 --> 00:47:49,380 +هنا حسب عندي كيجي تربية بالساوية زي ما ندوره في + +423 +00:47:49,380 --> 00:47:56,960 +الحالة الأولى one point eight تلاتة تربية في تسعة + +424 +00:47:56,960 --> 00:48:03,480 +point تمانية سفر ستة في H اللي هي الواحد زائد + +425 +00:48:04,950 --> 00:48:14,290 +أو اريح لنا الواحد زاد point O تلاتة سبعة خمسة على + +426 +00:48:14,290 --> 00:48:17,930 +أربعة + +427 +00:48:17,930 --> 00:48:28,610 +by تربية minus الواحد زاد point O تلاتة سبعة خمسة + +428 +00:48:28,610 --> 00:48:34,170 +لكل تربية هاي كمان معادلة بالحالة التانية + +429 +00:48:36,760 --> 00:48:48,720 +الثاني حالة كندي ال H بالساوية الاتنين زائد + +430 +00:48:48,720 --> 00:48:59,140 +اللي هو point O خمسة بس رندي KG تربيع بالساوية + +431 +00:48:59,140 --> 00:49:04,530 +واحد point ستة تمانية تربيعفى تسعة point تمانية + +432 +00:49:04,530 --> 00:49:13,370 +سفر ستة على أربع باعت تربيع فى L2 زاد point O زاد + +433 +00:49:13,370 --> 00:49:20,650 +point O خمسة ناقص L2 زاد point O خمسة كل تربيع + +434 +00:49:20,650 --> 00:49:28,770 +يعني هتصير هذه يعني هذه سوى هذه عندي معناته عندي + +435 +00:49:28,770 --> 00:49:32,500 +هذه سوى هذه معناته هي معادلةوL واحد زاد الاتنين هي + +436 +00:49:32,500 --> 00:49:40,760 +معادلة تانية يعني هي معادلة واحد وهذه معادلة اتنين + +437 +00:49:40,760 --> 00:49:47,040 +انا + +438 +00:49:47,040 --> 00:49:51,520 +بدرس نفس الجسم ولا جسم تاني بدرس هذه خاصية + +439 +00:49:51,520 --> 00:49:57,080 +Geometric property للرد نفس الكتلة ونفس الشكل + +440 +00:49:57,080 --> 00:50:03,420 +مختلف شكلهنفس ال KG معناته هذه تساوي هذه صح هذه + +441 +00:50:03,420 --> 00:50:19,620 +معناته solve one and two for الواحد والاتنين + +442 +00:50:19,620 --> 00:50:23,740 +ماتفنعرف الواحد والاتنين بتحسب ايش M واحد و M + +443 +00:50:23,740 --> 00:50:29,840 +بتحسب كمان بتحسب ال KGاللي الواحد الاتنين بعدين ال + +444 +00:50:29,840 --> 00:50:34,940 +M واحد بالثواب ال اتنين على ال واحد زاد ال اتنين + +445 +00:50:34,940 --> 00:50:46,260 +في M و M اتنين بالثواب M minus M واحد خلاص + +446 +00:50:46,260 --> 00:50:47,260 +المحاضرة أعطيكم العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/6kxLLFA3SCQ_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/6kxLLFA3SCQ_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..2410385fb047ab4ab1cf0fe0d6032c086605b483 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/6kxLLFA3SCQ_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 3163, "start": 4.91, "end": 31.63, "text": "بسم الله الرحمن الرحيم السلام عليكم ورحمة الله وبركاته اليوم هنكمل في مادة نظرية الألات بدأنا بشبتر خمستاشر inertia forces in reciprocating parts عملنا kinematic analysis دي هي displacement velocity acceleration 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ورحمة الله + +2 +00:00:07,450 --> 00:00:11,630 +وبركاته اليوم هنكمل في مادة نظرية الألات بدأنا + +3 +00:00:11,630 --> 00:00:14,230 +بشبتر خمستاشر inertia forces in reciprocating + +4 +00:00:14,230 --> 00:00:18,010 +parts عملنا kinematic analysis دي هي displacement + +5 +00:00:18,010 --> 00:00:20,930 +velocity acceleration لل piston لسلد reclining + +6 +00:00:20,930 --> 00:00:23,550 +mechanism حسبنا ال anger velocity و ال anger + +7 +00:00:23,550 --> 00:00:27,850 +acceleration لل connecting rod بعدين عملنا ال + +8 +00:00:27,850 --> 00:00:33,210 +force analysis حسبنا ال piston effortمن ال piston + +9 +00:00:33,210 --> 00:00:36,950 +effort حسبنا ال force اللتي تنتقل في ال connecting + +10 +00:00:36,950 --> 00:00:39,990 +rod و ال force المنتقلة في خلال ال connecting rod + +11 +00:00:39,990 --> 00:00:43,570 +حللناها لمركبتين مركبة عمودية على الكرانك و مركبة + +12 +00:00:43,570 --> 00:00:48,470 +في اتجاه الكرانك و منها حسبنا ال torque اللى بيصل + +13 +00:00:48,470 --> 00:00:59,210 +لكرانك حلينا + +14 +00:00:59,210 --> 00:00:59,650 +examples + +15 +00:01:05,590 --> 00:01:12,790 +هنكمل اليوم هنحكي عن ال compound pendulum او + +16 +00:01:12,790 --> 00:01:17,330 +البندول المركب هنحكي على ال symbol pendulum، + +17 +00:01:17,330 --> 00:01:22,170 +البندول البسيط البندول البسيط بكون عندى محور + +18 +00:01:22,170 --> 00:01:30,490 +دوران، عندى حبل وكتلة M الحبل طوله ال capital + +19 +00:01:33,710 --> 00:01:42,150 +لو عمل displacement theta displacement theta القوة + +20 +00:01:42,150 --> 00:01:50,190 +المؤثرة على ال mass الوزن + +21 +00:01:50,190 --> 00:01:53,570 +MG + +22 +00:01:53,570 --> 00:01:56,750 +طبعا + +23 +00:01:56,750 --> 00:02:01,150 +الحكوميين دي مركبتين لو حلقت مركبتين مركبة عمودية + +24 +00:02:01,150 --> 00:02:02,350 +على الحبل MG + +25 +00:02:04,770 --> 00:02:13,330 +سين ثيتا مج + +26 +00:02:13,330 --> 00:02:27,490 +كسين ثيتا وفي الشد في الحبل صح هذا + +27 +00:02:27,490 --> 00:02:28,170 +هكون ان دي + +28 +00:02:52,560 --> 00:02:59,160 +لو أخذنا العزم حوالي نقطة هذههيكون عندى طبعا ال T + +29 +00:02:59,160 --> 00:03:06,960 +و Mg Cos θ بيعمل وش عزم اللى هتعمل Mg Sin + +30 +00:03:06,960 --> 00:03:21,460 +θ بساوية ال torque اللى هو بساوية M a tangential + +31 +00:03:21,460 --> 00:03:29,950 +في Lأذا كانت الزاوية الـ theta small angle بيكون + +32 +00:03:29,950 --> 00:03:32,950 +تقريبا الـ sine بيساوي ال tan بيساوي ال theta يعني + +33 +00:03:32,950 --> 00:03:43,390 +هكون عندي mg theta بيساوي M ال + +34 +00:03:43,390 --> 00:03:48,050 +a tendential عبارة عن الفة + +35 +00:03:48,050 --> 00:03:51,110 +في L في L + +36 +00:03:57,280 --> 00:04:00,140 +اللي عزمه حوالين ال fixed point طب ليه اذا ما ضربت + +37 +00:04:00,140 --> 00:04:04,260 +ال Mg sin θ في L؟ + +38 +00:04:04,260 --> 00:04:14,760 +Mg sin θ في L صحيح هتكون + +39 +00:04:14,760 --> 00:04:19,520 +Mg sin θ اللي هي المركبة في الطول هذا اللي هي L + +40 +00:04:19,520 --> 00:04:25,560 +بسوء M a tangential في المسافة A L + +41 +00:04:29,660 --> 00:04:37,260 +يعني هكون دي theta على alpha هاي + +42 +00:04:37,260 --> 00:04:51,540 +L بساوة ايه اش L على G الزمن الدوري للتردد ايش + +43 +00:04:51,540 --> 00:04:57,480 +بساوة ال T periodic بساوة + +44 +00:04:57,480 --> 00:05:01,750 +اتنين Piالجزر التربيعي الـ displacement اللي هي + +45 +00:05:01,750 --> 00:05:06,590 +theta على alpha يعني هكون اتنين by الجزر التربيعي + +46 +00:05:06,590 --> 00:05:14,210 +ل L على G فهذا البندول العادل البسيط نيجي للبندول + +47 +00:05:14,210 --> 00:05:14,630 +بتاعنا + +48 +00:05:28,080 --> 00:05:39,900 +عندي جسم rigid body اي جسم معلق عند النقطة O عند + +49 +00:05:39,900 --> 00:05:48,680 +نقطة تعليق مركز ثقة للجسم عند نقطة G يبعد مسافة H + +50 +00:05:48,680 --> 00:05:55,820 +عن نقطة التعليق وال + +51 +00:05:55,820 --> 00:05:57,000 +rates of generation له + +52 +00:06:00,150 --> 00:06:07,050 +كاجي radius مسقط الرحة كاجي بيستوي اللي هو كاجي + +53 +00:06:07,050 --> 00:06:12,330 +لأن الوزن طبعا بيأثر في مركز التقل مجي محل + +54 +00:06:12,330 --> 00:06:17,970 +مراكبتين مراكب ومتعمد مجي صين تيتا اللي هو ال + +55 +00:06:17,970 --> 00:06:22,250 +radius of gyration حد بيعرفش عن ال radius of + +56 +00:06:22,250 --> 00:06:27,630 +gyration ال moment of inertia بتعرفوها ايش ال + +57 +00:06:27,630 --> 00:06:34,750 +moment of inertiaأه عزم الدوران الكتلة إيش هي + +58 +00:06:34,750 --> 00:06:45,810 +الكتلة؟ إيش تعريف الكتلة؟ سيبك + +59 +00:06:45,810 --> 00:06:51,190 +مقدرك بسمع تبا المادة طيب أنا عندي سيارة صغيرة + +60 +00:06:58,790 --> 00:07:10,370 +هذه السيارة صغيرة وهذه السيارة كبيرة هذه + +61 +00:07:10,370 --> 00:07:15,450 +بدأت سرعة ابتدائية V-Node وهذه + +62 +00:07:15,450 --> 00:07:22,950 +برضه بدأت سرعة V-Node استخدمت البريكاتودعمل اقاف + +63 +00:07:22,950 --> 00:07:33,430 +لهم في نفس المسافة يعني هذه هتصير هنا وهذه + +64 +00:07:33,430 --> 00:07:38,470 +هتصير نفس + +65 +00:07:38,470 --> 00:07:44,390 +المسافة يعني V النهائية شو تساوي سفر V نهائية سفر + +66 +00:07:44,390 --> 00:07:49,030 +مشتتين نفس المسافة X + +67 +00:07:53,290 --> 00:07:57,430 +يعني هذه كتلة مثلا مائة كيلو وهذه كتلة ألف كيلو و + +68 +00:07:57,430 --> 00:08:00,750 +تم إيقافهم خلال مائة متر من الصلاة دي مثلا مائة + +69 +00:08:00,750 --> 00:08:07,890 +كيلو متر في الساعة لسرعة سفر مين متوقع بيغلبنا + +70 +00:08:07,890 --> 00:08:12,970 +أكتر في الإيقاف كتلة أكبر معناته الكتلة ده ممكن + +71 +00:08:12,970 --> 00:08:22,330 +أعرفها أنها قياس للممانعة الجسمليه؟ التوقف من سرعة + +72 +00:08:22,330 --> 00:08:25,850 +ابتدائية ل .. ل .. ل .. يعني بدأ من سرعة ابتدائية + +73 +00:08:25,850 --> 00:08:30,610 +اللي لها قيمة لسرعة اللي لها قيمتها سفرة فكل ما + +74 +00:08:30,610 --> 00:08:38,810 +زادت كتلة الجسم نفس المسافة الممانعة بتزيد فهي + +75 +00:08:38,810 --> 00:08:44,210 +الكتلة قياس للممانعة بالاتجاه الخاطق نفس الشيء إذا + +76 +00:08:44,210 --> 00:08:45,710 +عندك بضور اشي بضور + +77 +00:08:49,740 --> 00:08:52,980 +المفتنرش هي قياس اللي موانع في الدشاية الدورانية + +78 +00:08:52,980 --> 00:08:57,020 +.. في الحالة الدورانية قياس اللي موانع في الحالة + +79 +00:08:57,020 --> 00:09:08,440 +الدورانية لأن أي جسم لو عنده رد و بدور من مركزه + +80 +00:09:13,940 --> 00:09:18,420 +بيكون ممانع للدوران لو خلت نفس الكتلة نفس الكتلة + +81 +00:09:18,420 --> 00:09:25,540 +بس غيرت شكلها يعني صار شكله مدور بس + +82 +00:09:25,540 --> 00:09:32,700 +نفس الكتلة او شكله بيضاوي نفس الكتلة هل هتكون نفس + +83 +00:09:32,700 --> 00:09:37,040 +الممانعة بختلف + +84 +00:09:37,040 --> 00:09:41,900 +معناته الممانعة في حالة الدوران ليس فقط تعتمد على + +85 +00:09:41,900 --> 00:09:46,500 +الكتلة تعتمد على الكتلة هيولكن تعتمد على الشكل + +86 +00:09:46,500 --> 00:09:54,820 +معناته ال mass ممانعة تعتمد فقط على الكتلة الموضوع + +87 +00:09:54,820 --> 00:10:03,260 +في دي نيرش ممانعة تعتمد على الكتلة والشكل الآن + +88 +00:10:03,260 --> 00:10:10,900 +إذا عندي جسم كتلة صغيرة كتير مثلا من الإرصاص مسكت + +89 +00:10:10,900 --> 00:10:16,910 +بحبل صرت ألف فيهاالمعنى هو إني عندى كتلة مركزة + +90 +00:10:16,910 --> 00:10:19,550 +بعيدة مثلا ب radius R المهم في ال energy بتاعة + +91 +00:10:19,550 --> 00:10:27,230 +هتكون ال mass في ال R تربيعي ال radius of gyration + +92 +00:10:27,230 --> 00:10:37,370 +أي كتلة بتدور ممكن يكون لها equivalent mass هذه + +93 +00:10:37,370 --> 00:10:43,450 +مثلا ممكن أحكي هذه عبارة هذه الدوران عندك عبارة عن + +94 +00:10:43,450 --> 00:10:51,460 +هذه max دورانكتلة يعني الدوران و كتلة مركزة قم و + +95 +00:10:51,460 --> 00:11:00,840 +هدياش كاجي هذا هو ال race of generation يعني ال + +96 +00:11:00,840 --> 00:11:04,180 +race of generation لو حولت الجسم انها كتلة مركز + +97 +00:11:04,180 --> 00:11:08,920 +تبعد مسافة كاجي بتقي نفس الممانعة الممانعة للدوران + +98 +00:11:08,920 --> 00:11:13,960 +هذا هو نصف قطر الرحل أو race of generation + +99 +00:11:24,450 --> 00:11:30,270 +طب نرجع ل ال compound pendulum اللي عندنا، عندنا + +100 +00:11:30,270 --> 00:11:37,490 +rigid body معلق على نقطة O مركز ثقل و إياه بيقعد G + +101 +00:11:37,490 --> 00:11:42,990 +على نقطة التعليق، إياه بيقعد مثلا في H على نقطة + +102 +00:11:42,990 --> 00:11:49,250 +التعليق ال force بتأثرا دي ال weight mg، في طبعا + +103 +00:11:49,250 --> 00:11:52,330 +رد الفعل يعني، رد الفعل النقطة التعليقية، مظبوط؟ + +104 +00:11:53,590 --> 00:11:57,450 +بحيث ان عندي Mg بحل المركبة Mg sin θ و Mg cos θ + +105 +00:11:57,450 --> 00:12:05,170 +الان لو بدى اخد ال moment ال + +106 +00:12:05,170 --> 00:12:10,310 +moment حوالي نقطة O حتكون + +107 +00:12:10,310 --> 00:12:15,010 +ال Mg cos θ تعمل ايه moment؟رد الفيرتين في ال + +108 +00:12:15,010 --> 00:12:18,410 +finish moment مظبوط بيبقى ال Mg sin θ فانا تتوقع + +109 +00:12:18,410 --> 00:12:23,610 +انه Mg sin θ H في حالة كانت small oscillation يعني + +110 +00:12:23,610 --> 00:12:27,670 +θ صغيرة سين بيساوي التان بيساوي ثتا انا هاد هتساوي + +111 +00:12:27,670 --> 00:12:34,170 +Mg H sin θ ال + +112 +00:12:34,170 --> 00:12:41,320 +moment of inertia ال moment of inertiaللـ body + +113 +00:12:41,320 --> 00:12:47,400 +حوالين المركز O بساوة + +114 +00:12:47,400 --> 00:12:54,080 +موته في نيرشه حوالين G زاد الكتلة في المسافة تربيع + +115 +00:12:54,080 --> 00:12:56,540 +اللي هي ال parallel axis theorem في ال aesthetics + +116 +00:12:56,540 --> 00:13:05,150 +مظلوط ال I حوالين O بالستوال I حوالين Gزاد ال mass + +117 +00:13:05,150 --> 00:13:09,430 +في المسافة تربيع M H تربيع وال I حوالين G احنا + +118 +00:13:09,430 --> 00:13:14,530 +حكينا ان ال I كتلة و كنا نحولها لكتلة مكافئة M + +119 +00:13:14,530 --> 00:13:19,450 +تبقى المسافة كيجي هذا هتكون ال IG اللي هو M كيجي + +120 +00:13:19,450 --> 00:13:25,070 +تربيع رز و جريش تربيع معناته ال I ممكن اشهر ال A + +121 +00:13:25,070 --> 00:13:27,510 +بالسواء M كيجي تربيع زاد H تربيع + +122 +00:13:36,280 --> 00:13:43,340 +الانجلر الان ال torque سواء I في Alpha انا باخد ال + +123 +00:13:43,340 --> 00:13:51,600 +torque حوالي نقطة O يعني Alpha سواء ال torque على + +124 +00:13:51,600 --> 00:14:00,240 +I و ال torque اللي احنا قلناه شو يساوي MGH ثتا وال + +125 +00:14:00,240 --> 00:14:09,480 +I اللي هي M في KG تربيهزاد H تربيع يعني هتكون + +126 +00:14:09,480 --> 00:14:17,700 +Alpha لو Alpha هتكون تستوى GH ثيتا + +127 +00:14:17,700 --> 00:14:24,220 +على KG تربيع زاد H تربيع لو حكيت ثيتا على Alpha + +128 +00:14:24,220 --> 00:14:34,320 +ثيتا على Alpha هتكون اللي هو KG تربيع زاد H تربيع + +129 +00:14:35,390 --> 00:14:47,390 +على GH يعني حد ساوى كي جي تربيع زاد H تربيع على H + +130 +00:14:47,390 --> 00:14:50,730 +هذا + +131 +00:14:50,730 --> 00:14:57,750 +في واحد على جي + +132 +00:14:57,750 --> 00:15:04,390 +واحد على جي خليها بالصيغة هذه مبدأيا + +133 +00:15:07,810 --> 00:15:13,950 +الزمن الدوري اللي هو زمن دوري مثلا هاي واحد هذا + +134 +00:15:13,950 --> 00:15:20,730 +الزمن عشان يعمل دورة كاملة نين + +135 +00:15:20,730 --> 00:15:25,910 +باي جزء تربيه لثتا على ألفة اللي هو نين باي كيجي + +136 +00:15:25,910 --> 00:15:33,370 +تربيه زد اش تربيه على جي في اش لمعادلة + +137 +00:15:33,370 --> 00:15:37,910 +البندول هذهما كانت تاتة على ألفة في البندولة + +138 +00:15:37,910 --> 00:15:45,270 +العادل بسيطة ايش كانت تاتة على ألفة بتساوي L على G + +139 +00:15:45,270 --> 00:15:50,790 +قارن هذا مع هذا هي جي مع جي معناته هذه هي + +140 +00:15:50,790 --> 00:15:55,830 +equivalent length كما لو كان simple pendulum لأن + +141 +00:15:55,830 --> 00:16:00,920 +هاي جي هاي تمثل ايشالـ equivalent length of a + +142 +00:16:00,920 --> 00:16:05,200 +simple pendulum which gives the same frequency as + +143 +00:16:05,200 --> 00:16:09,880 +the compound pendulum يعني لو جيت بندول طوله بسوة + +144 +00:16:09,880 --> 00:16:13,560 +هذا الطول بيعطينا + +145 +00:16:13,560 --> 00:16:17,600 +نفس ال frequency بتاع ال compound pendulum بتاع + +146 +00:16:17,600 --> 00:16:23,280 +الرجل اللي أنا بدرسه هذا هو equivalent length يعني + +147 +00:16:23,280 --> 00:16:27,960 +لو جيت بندولالطول بتاع البندول اللي هو KG تربيع زي + +148 +00:16:27,960 --> 00:16:31,800 +H تربيع على H ال KG هي Residuation للجسم تحت + +149 +00:16:31,800 --> 00:16:35,340 +الدراسة H هي المسافة من مركز تقع الجسم لنقطة + +150 +00:16:35,340 --> 00:16:39,280 +التعليق بيقي + +151 +00:16:39,280 --> 00:16:45,400 +نفس ال frequency أو التردد التدبد ل .. ل .. ل .. + +152 +00:16:45,400 --> 00:16:50,500 +يعني simple pendulum بالمواصفات هذه L بيقي نفس + +153 +00:16:50,500 --> 00:16:51,700 +التردد لل compound body + +154 +00:16:56,510 --> 00:17:03,470 +طبعا هذه طريقة يعني أحد الطرق عشان أعرف ال moment + +155 +00:17:03,470 --> 00:17:12,190 +ال moment of inertia لجسم أنه أعالجه و أعمله small + +156 +00:17:12,190 --> 00:17:18,590 +oscillation و أصير أد و أحسب زمن أحسب زمن من حسابي + +157 +00:17:18,590 --> 00:17:26,550 +للزمن و بقدر أحسب إياشالـ KG لما نحسب الـ KG بحس + +158 +00:17:26,550 --> 00:17:30,870 +الموت و النارش حوالين مركز الثقل يعني الطريقة + +159 +00:17:30,870 --> 00:17:38,890 +العملية لقياس الموت و النارش لجسم شكله مجهول أو + +160 +00:17:38,890 --> 00:17:40,410 +شكله معقد او 3D + +161 +00:17:50,890 --> 00:18:03,330 +انخش على موضوع جديد او equivalent + +162 +00:18:03,330 --> 00:18:09,390 +dynamical system في + +163 +00:18:09,390 --> 00:18:16,860 +بعض الأحيان عشان ادرس حركة rigid body جسم جاسئyes + +164 +00:18:16,860 --> 00:18:19,260 +يعني مابيصيرش فيه deformation بيبقى المثال بين + +165 +00:18:19,260 --> 00:18:24,720 +particle و particle fixed طيب it is convenient + +166 +00:18:24,720 --> 00:18:31,560 +مريح في الحسابات انك تستبدل ال rigid body بكتلتين + +167 +00:18:31,560 --> 00:18:39,140 +تستبدل في بعض عشان نعمل تحليل معين من المريح و من + +168 +00:18:39,140 --> 00:18:44,650 +المناسبإن أستبدل جسم بكتلتين هدول كتلتين لازم يكون + +169 +00:18:44,650 --> 00:18:48,270 +من ناحية ال effect مكافئين للكتلة الأصلية تحت + +170 +00:18:48,270 --> 00:18:54,210 +الدراسة عشان أستبدل جسم كتلتين أول الشيء لازم + +171 +00:18:54,210 --> 00:18:57,550 +مجموع الكتلتين يستوى الكتلة الكلية للجسم مجموع + +172 +00:18:57,550 --> 00:19:04,630 +الكتلتين لازم يستوى الكتلة الكلية للجسم عند هاي + +173 +00:19:04,630 --> 00:19:14,310 +جسم همك استقلواكتلة متركزة في مركز استقل M كتلتين + +174 +00:19:14,310 --> 00:19:22,270 +M1 و M2 M1 تبعد عن الشمال الواحد عن مركز استقل M2 + +175 +00:19:22,270 --> 00:19:26,930 +تبعد عن الشمال الاتنين عشان M1 و M2 ال effect يكون + +176 +00:19:26,930 --> 00:19:30,970 +نفس ال effect على الكتلة اللي كلها لازم M1 زاد M2 + +177 +00:19:30,970 --> 00:19:37,870 +مجموحهم سواء M بعدين ال moment عزم الكتلة حوالي + +178 +00:19:37,870 --> 00:19:43,630 +مركز استقلم واحد بالظبط يعني م واحد م واحد ال واحد + +179 +00:19:43,630 --> 00:19:49,570 +بيسوا م اتنين ال اتنين شرط التالت الموموت فنيرش + +180 +00:19:49,570 --> 00:19:55,070 +للكتلتين م واحد وم اتنين حوالين جي بيسوا موموت + +181 +00:19:55,070 --> 00:19:59,790 +فنيرش للجسم كله يعني اللي هتكون عندك هذا الكتلة + +182 +00:19:59,790 --> 00:20:03,510 +المركزة م واحد وهذا الكتلة المركزة م اتنين الموموت + +183 +00:20:03,510 --> 00:20:06,570 +فنيرش لم واحد حوالين جي لأنها مركزة هتكون م واحد + +184 +00:20:07,350 --> 00:20:16,050 +م1L1 تربيع م2L2 تربيع مكج + +185 +00:20:16,050 --> 00:20:25,370 +تربيع M1L1 تربيع M2L2 + +186 +00:20:25,370 --> 00:20:31,850 +تربيع M1L1 + +187 +00:20:31,850 --> 00:20:34,690 +تربيع M2L2 تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع + +188 +00:20:34,690 --> 00:20:34,690 +M1L1 تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع M1L1 + +189 +00:20:34,690 --> 00:20:34,790 +تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع + +190 +00:20:34,790 --> 00:20:34,790 +M1L1 تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع M1L1 + +191 +00:20:34,790 --> 00:20:36,590 +تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع M1L1 تربيع + +192 +00:20:36,590 --> 00:20:57,490 +MM2 M1 L1 L2 عوض في هذه المعادلة M1 M2 M1 L1 L2 M + +193 +00:20:57,490 --> 00:21:02,250 +يعني M1 في L2 + +194 +00:21:06,590 --> 00:21:14,310 +بساوة M يعني هتكون M واحد بساوة L اتنين على L واحد + +195 +00:21:14,310 --> 00:21:23,250 +زاد L اتنين في M نفس المنطقية هتكون M اتنين بساوة + +196 +00:21:23,250 --> 00:21:31,250 +L واحد على L واحد زاد L اتنين في M طيب العلاقة + +197 +00:21:31,250 --> 00:21:32,650 +التالتة يعني دي M واحد + +198 +00:21:39,140 --> 00:21:54,920 +م1 L1 تربية زائد M2 L2 تربية M KG تربية نعوض عن M1 + +199 +00:21:54,920 --> 00:22:05,180 +اللي هي عبارة عن L2 على L1 زائد L2 في Mالواحد + +200 +00:22:05,180 --> 00:22:15,280 +تربية زاد الواحد على الواحد زاد الاتنين في M + +201 +00:22:15,280 --> 00:22:26,540 +الاتنين تربية بالثواب M KG تربية صح؟ + +202 +00:22:26,540 --> 00:22:31,520 +M M M هنختصر ال M + +203 +00:22:39,580 --> 00:22:46,500 +هكويندي ال اخد عمش طرق ال واحد زاد ال اتنين + +204 +00:22:46,500 --> 00:22:55,720 +هكويندي ال اتنين ال واحد تربيع زاد ال واحد ال + +205 +00:22:55,720 --> 00:23:02,200 +اتنين تربيع بيستوى كي جي تربيع طب اخد ال واحد ال + +206 +00:23:02,200 --> 00:23:08,760 +اتنين عمش طرق ال واحد ال اتنين هكويندي هنا ال واحد + +207 +00:23:09,890 --> 00:23:17,130 +زاد الاتنين على الواحد زاد الاتنين بيستوى كي جي + +208 +00:23:17,130 --> 00:23:26,350 +تربيع يروح الواحد مع الواحد بيصف الواحد الاتنين + +209 +00:23:26,350 --> 00:23:35,450 +بيستوى كي جي تربيع مانعته + +210 +00:23:35,450 --> 00:23:40,990 +عشاناحنا عشان two masses M1 و M2 equivalent للmass + +211 +00:23:40,990 --> 00:23:44,850 +لازم M1 زي M2 بيستوى M و ال moment لل masses + +212 +00:23:44,850 --> 00:23:50,890 +حوالين G بيستوى Zero يعني M1L1 سواء M2L2 و ال + +213 +00:23:50,890 --> 00:23:55,110 +total moment of inertia لل two masses حوالين G هي + +214 +00:23:55,110 --> 00:23:58,250 +نفس ال moment of inertia للmass الكلية اللي هي + +215 +00:23:58,250 --> 00:24:01,580 +حوالين Gاللي هو التلات شروط اللي انتوا شايفينها + +216 +00:24:01,580 --> 00:24:05,180 +نتيجة الشروط هي طلعت هندي اللي هو M1 بسوء L2 M على + +217 +00:24:05,180 --> 00:24:11,780 +L1 زي L2 و M2 L1 M على L1 زي L2 و L1 L2 طلعت KG + +218 +00:24:11,780 --> 00:24:29,080 +تربيع دي هي التلات المواد اللي هتعملناها طيب + +219 +00:24:30,990 --> 00:24:39,170 +لما ال KG بتكون مجهولة مش معروفة ال position of + +220 +00:24:39,170 --> 00:24:43,010 +second mass موقع ال mass التانية ممكن نحص عليه + +221 +00:24:43,010 --> 00:24:46,350 +باعتبار الجسم compound pendulum + +222 +00:24:50,280 --> 00:24:57,640 +أحنا حكينا طول البندول البسيط المكافئ للجسم تحت + +223 +00:24:57,640 --> 00:25:01,860 +الدراسة اللي هو L بسوة KG تربية زي H تربية على H + +224 +00:25:01,860 --> 00:25:10,080 +ال KG هي موتو نيرشة للجسم للجسم تحت الدراسة H + +225 +00:25:10,080 --> 00:25:15,020 +المسافة بين مركز استقل و نقطة التعليق إذا كان معلق + +226 +00:25:15,020 --> 00:25:17,580 +الآن + +227 +00:25:19,810 --> 00:25:24,350 +الجسم لو اعتبرت احد نقاط التعليق عند الكتلة M1 + +228 +00:25:24,350 --> 00:25:29,990 +يعني انا خلّيت نقطة التعليق عند الكتلة H M1 يعني + +229 +00:25:29,990 --> 00:25:36,130 +الواحد هتكون H هتكون الواحد هتكون هي ال H مظبوط + +230 +00:25:36,130 --> 00:25:39,750 +فحسينا ان القلب ساوة كيجي تربيع زاد الواحد تربيع + +231 +00:25:39,750 --> 00:25:43,170 +على الواحد على اعتبار ان نقطة التعليق موجودة عند + +232 +00:25:43,170 --> 00:25:45,690 +M1 + +233 +00:25:48,990 --> 00:25:55,210 +و احنا عارفين ان الواحد الاتنين بيستوى كج تربيع + +234 +00:25:55,210 --> 00:26:02,750 +معناته اذا و نعوض هنا عن كج تربيع اللي هي الواحد + +235 +00:26:02,750 --> 00:26:07,270 +الاتنين and + +236 +00:26:07,270 --> 00:26:12,710 +ال length of equivalent symbol pendulum ال capital + +237 +00:26:12,710 --> 00:26:15,750 +بيستوى + +238 +00:26:15,750 --> 00:26:22,940 +كج تربيعزاد ال واحد تربيع على ال واحد اذا تم تعليق + +239 +00:26:22,940 --> 00:26:29,280 +الجسم عند ال M واحد وعواطر عن KG اللي هي تربيع ال + +240 +00:26:29,280 --> 00:26:35,680 +واحد ال اتنين زاد ال واحد تربيع على ال واحد هاختصر + +241 +00:26:35,680 --> 00:26:41,460 +ال واحد من الطرفين هتكون القلب الساوي ال اتنين زاد + +242 +00:26:41,460 --> 00:26:43,980 +ال واحد ليه هذه القرار + +243 +00:26:49,650 --> 00:26:55,830 +زي ما حكينا ال first mass متموضعة عند مركز التذبد + +244 +00:26:55,830 --> 00:27:03,950 +أو نقطة التعليق ال first mass متموضعة عند نقطة + +245 +00:27:03,950 --> 00:27:08,950 +التعليق يعني هتكون ال two بساوية اللي هي من ال two + +246 +00:27:08,950 --> 00:27:12,010 +بساوية كجي تربية سواء ال واحد والاتنين او ال two + +247 +00:27:12,010 --> 00:27:17,830 +بساوية كجي تربية على ال واحد لأن graphically + +248 +00:27:22,710 --> 00:27:26,010 +عندي هذه المقاس الكلية متركز في مركز تقل كتلتها M + +249 +00:27:26,010 --> 00:27:32,690 +لو حطيت الكتلة M1 + +250 +00:27:32,690 --> 00:27:42,070 +على بعد L1 و من عند G عملت خط عمودي على + +251 +00:27:42,070 --> 00:27:57,170 +الخط الواصل بين M1 و G طوله KGووصلت هذه هذا بعدين + +252 +00:27:57,170 --> 00:28:01,130 +عملت عمودي على الخط هذا لحد ما قاطع امتداد الخط + +253 +00:28:01,130 --> 00:28:05,330 +هذا هذا بيعطيني L2 طبعا التشابه متلثات تشابه + +254 +00:28:05,330 --> 00:28:12,790 +متلثات يعني لاحظوا الزاوية هذه خلينا نسميها زاوية + +255 +00:28:12,790 --> 00:28:17,430 +theta هذا هتكون ايه + +256 +00:28:21,720 --> 00:28:28,860 +هذه beta وهذه + +257 +00:28:28,860 --> 00:28:35,140 +ايش هتكون beta معناه + +258 +00:28:35,140 --> 00:28:52,240 +لو حكيت المثلثين A G C و C G B مهم الترتيببدأت من + +259 +00:28:52,240 --> 00:28:55,340 +اند اي جي من اند تاتا بحتي بدي ايضا من اند سي سي + +260 +00:28:55,340 --> 00:29:03,260 +جي بي متشابه يعني معناته اي جي هي + +261 +00:29:03,260 --> 00:29:12,560 +اي جي هي اي جي على سي جي اي جي مقابل ليش لبيتا و + +262 +00:29:12,560 --> 00:29:17,160 +سي جي مقابل لبيتا هيها بالساوية + +263 +00:29:20,650 --> 00:29:32,670 +جي سي جي سي اللي هو مقابل جي سي مقابل لثيتا على جي + +264 +00:29:32,670 --> 00:29:36,610 +بي يعني + +265 +00:29:36,610 --> 00:29:47,410 +اي جي اللي هو ايش الواحد و سي جي كي جي صح و + +266 +00:29:47,410 --> 00:29:48,470 +سي جي برضه هنا + +267 +00:29:51,320 --> 00:29:58,700 +ك جي و جي بي اقل اتنين اما ال cross هكون ك جي + +268 +00:29:58,700 --> 00:30:04,780 +تربيع بستوال واحد اقل اتنين مظبوط؟ معناته ال + +269 +00:30:04,780 --> 00:30:07,940 +graphical representation هنا صحيح مية في المية + +270 +00:30:20,200 --> 00:30:31,580 +نحل مثال طيب + +271 +00:30:31,580 --> 00:30:34,740 +conrod + +272 +00:30:34,740 --> 00:30:40,700 +of a gasoline engine ذراع التوصيل في محرك gasoline + +273 +00:30:40,700 --> 00:30:45,960 +طوله تلت مية يعني طول من المركز لمركز تلت مية ملي + +274 +00:30:51,250 --> 00:30:58,450 +between centers it has a mass it has a mass of + +275 +00:30:58,450 --> 00:31:03,150 +fifteen kilogram الmass خمستاشر + +276 +00:31:03,150 --> 00:31:09,170 +كيلو جرام ال + +277 +00:31:09,170 --> 00:31:19,790 +mass moment of inertia IG حوالين سبعتلاف كيلو جرام + +278 +00:31:20,940 --> 00:31:28,280 +ملي متر تربيع its + +279 +00:31:28,280 --> 00:31:31,260 +center of gravity is at two hundred millimeters + +280 +00:31:31,260 --> 00:31:34,080 +from its small end center يعني المركز استقل يبعد + +281 +00:31:34,080 --> 00:31:40,240 +من اتنين ملي متر عن مركز استقل determine dynamical + +282 +00:31:40,240 --> 00:31:45,560 +equivalent to mass system of a conrod if one of + +283 +00:31:45,560 --> 00:31:54,240 +the masses is located at the small endعندى هى جاية + +284 +00:31:54,240 --> 00:32:04,720 +M بتحط هى M1 معناته هدى شو تساوي هدى هدى الواحد + +285 +00:32:04,720 --> 00:32:13,720 +معناته الواحد شو تساوي الواحد تساوي متين بتحط + +286 +00:32:13,720 --> 00:32:20,890 +الماسمسافة somewhere مستاني covalent هتكون ايش هنا + +287 +00:32:20,890 --> 00:32:33,110 +وهذه هتكون الاتنين الاتنين طيب + +288 +00:32:33,110 --> 00:32:41,330 +هم عطيني ال IG IG ايش يستوي كج + +289 +00:32:41,330 --> 00:32:45,130 +تربيع في الماس صح؟ + +290 +00:32:48,160 --> 00:32:57,040 +ال IG اللى هى سبعتلاف كيلو جرام مليمتر تربيه سوى + +291 +00:32:57,040 --> 00:33:03,580 +ال KG تربيه في الماسة كم؟ خمساشر كيلو جرام معناته + +292 +00:33:03,580 --> 00:33:13,060 +ال KG تربيه هسوى سبعتلافعلى خمستاشر يعني سبعة تلاف + +293 +00:33:13,060 --> 00:33:18,400 +خمستاشر سبعة يعني سبعين على خمسة اربعتاشر الف + +294 +00:33:18,400 --> 00:33:28,560 +اربعمية الف اربعمية على تلاتة صح مظبوط مليمتر + +295 +00:33:28,560 --> 00:33:40,120 +ال كيجي تربيهاه في الساعة الواحد الاتنين صحاللي هي + +296 +00:33:40,120 --> 00:33:50,580 +الفارعمية على تلاتة بالساوية متين في قل اتنين + +297 +00:33:50,580 --> 00:33:58,120 +معناته قل اتنين ايش هالساوية الفارعمية اربتاش + +298 +00:33:58,120 --> 00:34:04,640 +اتنين سبعة تلاتة ملي + +299 +00:34:04,640 --> 00:34:10,440 +مترأنا خلتها زي ما هي كيجيتاريا زي ما هي خلتها + +300 +00:34:10,440 --> 00:34:21,480 +يعني قريبة كتير قريبة يعني كتير من ال ج لأن عشان + +301 +00:34:21,480 --> 00:34:31,700 +أحس في ال masses M1 في الساوية L2 على L1 زي L2 في + +302 +00:34:31,700 --> 00:34:35,600 +ال mass الكلية L2 اللي هي سبعة على تلاتة + +303 +00:34:38,040 --> 00:34:49,120 +على الواحد اللي هي امتين زاد سبعة على تلاتة + +304 +00:34:49,120 --> 00:34:53,560 +تحسب + +305 +00:34:53,560 --> 00:34:58,580 +الام واحد تطلع zero point zero one one zero point + +306 +00:34:58,580 --> 00:35:05,240 +zero one one kilogram + +307 +00:35:05,240 --> 00:35:20,660 +والام اتنينم minus م واحد يعني هتكون اربعتاش خمساش + +308 +00:35:20,660 --> 00:35:30,080 +ناقص واحد اربعتاش فاصلة ناين + +309 +00:35:30,080 --> 00:35:33,540 +ايت ناين كيلو جرام + +310 +00:35:37,490 --> 00:35:40,450 +طب انا حد انا احكي طب ليش فانحط ال mass التانية + +311 +00:35:40,450 --> 00:35:47,910 +هنا نقطة هذه هنجيلها هي بنحطها هنا بيصير في أوروخ + +312 +00:35:47,910 --> 00:35:51,090 +لإنه بتبطل equivalent يعني ممكن اخلي equivalent من + +313 +00:35:51,090 --> 00:35:57,590 +ناحية total mass equivalent من ناحية moment حوالين + +314 +00:35:57,590 --> 00:36:01,150 +جيه بس ال moment من هناش هتكونش equivalent فبلزمنا + +315 +00:36:01,150 --> 00:36:04,250 +نعمل some correction هنجيلها هذه طيب + +316 +00:36:08,750 --> 00:36:13,690 +هنجيلها لان هذا ال issue ال basic هنجيلها المحاضرة + +317 +00:36:13,690 --> 00:36:19,810 +الجاية هنحل كمان مثال a cone rod is suspended from + +318 +00:36:19,810 --> 00:36:22,190 +a point twenty-five millimeters above the center + +319 +00:36:22,190 --> 00:36:29,450 +of a small end يعني تم التعليق في + +320 +00:36:29,450 --> 00:36:31,170 +النقطة هذه هذه نقطة التعليق + +321 +00:36:37,850 --> 00:36:41,010 +النقطة التعليق عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +322 +00:36:41,010 --> 00:36:41,950 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +323 +00:36:41,950 --> 00:36:44,230 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +324 +00:36:44,230 --> 00:36:51,150 +عرفت عرفت + +325 +00:36:51,150 --> 00:36:52,210 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +326 +00:36:52,210 --> 00:36:52,210 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +327 +00:36:52,210 --> 00:36:52,210 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +328 +00:36:52,210 --> 00:36:54,190 +عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت عرفت + +329 +00:36:54,190 --> 00:36:59,250 +عرفت عرفت عرفت + +330 +00:37:09,390 --> 00:37:15,370 +كتلة ال .. ال rod ال mass سبعة + +331 +00:37:15,370 --> 00:37:23,490 +تلاتين و نص كيلو جرام تم + +332 +00:37:23,490 --> 00:37:26,110 +تعليق و when permitted to select خلته اهتز حوالي + +333 +00:37:26,110 --> 00:37:31,410 +نقطة التعليق time period is found to be one point + +334 +00:37:31,410 --> 00:37:40,420 +eight seven ال periodic timeone point eight seven + +335 +00:37:40,420 --> 00:37:46,760 +second find + +336 +00:37:46,760 --> 00:37:50,160 +dynamical equivalent system constituted of two + +337 +00:37:50,160 --> 00:37:53,620 +masses one of which is located at the small end + +338 +00:37:53,620 --> 00:37:57,940 +center بدأ توجد dynamical equivalent system مكوّم + +339 +00:37:57,940 --> 00:38:03,960 +من كتلتين واحدة منهم جاء في مركز الدائرة هذه طيب + +340 +00:38:03,960 --> 00:38:06,260 +انا ايش حستفيد من الزمن الدوري + +341 +00:38:12,140 --> 00:38:22,080 +اللي انا هستفيد احس منه ال KG صح؟ الزمن الدوري TV + +342 +00:38:22,080 --> 00:38:25,580 +ايش + +343 +00:38:25,580 --> 00:38:31,260 +بالثانوية؟ نين باي الجزر + +344 +00:38:31,260 --> 00:38:44,270 +تربيه KG تربيه plus H تربيهعلى G في H خلّيني + +345 +00:38:44,270 --> 00:38:57,370 +أربح هيصير TB تربية على 4π تربية سوى KG تربية زاد + +346 +00:38:57,370 --> 00:39:03,870 +H تربية على G في H يعني + +347 +00:39:05,710 --> 00:39:11,450 +الذمن ده هو one point eight seven تربيع على أربع + +348 +00:39:11,450 --> 00:39:18,510 +باع تربيع بتساوي ال KG تربيع أنا مش عارفها لسه ال + +349 +00:39:18,510 --> 00:39:24,250 +H مسافة التعليق من مركز ثقل لنقطة التعليق اللي هي + +350 +00:39:24,250 --> 00:39:30,250 +ستمية و خمسين خليني ألتزم في الوحدات point six + +351 +00:39:30,250 --> 00:39:33,970 +خمسة تربيع + +352 +00:39:34,530 --> 00:39:41,090 +على جى اللى هى تسعة point تمانية ستة في point ستة + +353 +00:39:41,090 --> 00:39:52,330 +خمسة اللى هى ال H و منها بحسب ال KG اسمه ليها + +354 +00:39:52,330 --> 00:39:56,370 +بالله يعنى اضره هدف هدف على هدف واطرح منها point + +355 +00:39:56,370 --> 00:40:00,730 +ستة خمسة تربيع point + +356 +00:40:00,730 --> 00:40:01,310 +واحد + +357 +00:40:05,190 --> 00:40:11,150 +يعني 145 ميلي متر هذا ال KG تربيع عشان تحسوا ال KG + +358 +00:40:11,150 --> 00:40:21,910 +طيب هو حكي لنا معلومة بيحكي + +359 +00:40:21,910 --> 00:40:25,470 +ان انا one of the masses هحطها في مركز درهد معناته + +360 +00:40:25,470 --> 00:40:29,630 +L واحد عشان ساوية + +361 +00:40:29,630 --> 00:40:37,460 +بالساوية ال Hمناقص الخمسة و عشرين صح؟ ستكون ستمية + +362 +00:40:37,460 --> 00:40:46,840 +و خمسين مناقص خمسة و عشرين بالساوي اللي هي ستمية و + +363 +00:40:46,840 --> 00:40:55,640 +خمسة و عشرين من الميتا طيب الواحد الاتنين ايش + +364 +00:40:55,640 --> 00:41:01,530 +الساوي كج تربيع يعني هيكون عندي الواحد اللي هيبونت + +365 +00:41:01,530 --> 00:41:07,450 +ستة اتنين خمسة في قل اتنين بيصيح بونت واحد اربع + +366 +00:41:07,450 --> 00:41:22,630 +خمس اتنين ومنها باحسب القل اتنين بونت + +367 +00:41:22,630 --> 00:41:23,370 +اتنين اتنين + +368 +00:41:29,750 --> 00:41:37,250 +يعني مئتين و تلاتة و عشرين ميلي متر معناته one of + +369 +00:41:37,250 --> 00:41:42,190 +the masses M واحد هنحطها على بعد ست مائة و خمس + +370 +00:41:42,190 --> 00:41:45,410 +عشرين ميلي متر و ال other mass هنحطها على بعد + +371 +00:41:45,410 --> 00:41:50,270 +مئتين و تلاتة و عشرين ميلي متر لو بدنا نحسب الكتل + +372 +00:41:50,270 --> 00:41:55,130 +M واحد مش الساوي M + +373 +00:41:55,130 --> 00:42:00,320 +واحد ساوي L اتنين على L واحد زاد L اتنينفي المعصر + +374 +00:42:00,320 --> 00:42:06,360 +الكلية الاتنين اللي هي متين و تلاتة و عشرين على + +375 +00:42:06,360 --> 00:42:11,340 +الواحد زاد الاتنين اللي هو ستمية و خمسة و عشرين + +376 +00:42:11,340 --> 00:42:18,180 +زاد متين و تلاتة و عشرين في السبعة تلاتين و نص + +377 +00:42:18,180 --> 00:42:25,580 +تسعة + +378 +00:42:25,580 --> 00:42:25,760 +point + +379 +00:42:30,440 --> 00:42:37,020 +كلوجرام طيب M2 ايش هتساوي؟ هتساوي M ناقص M واحد في + +380 +00:42:37,020 --> 00:42:46,340 +السبعة تلاتين و نص ناقص ستة و عشرين + +381 +00:42:46,340 --> 00:42:49,380 +على فكرة المثال السابق اللي حسب الحسبة غلط + +382 +00:42:53,300 --> 00:42:59,780 +27.64 رديد وحل المثال لحالكوا الأرقام اللي بتقضيها + +383 +00:42:59,780 --> 00:43:06,260 +مش منطقية المثال السابق طيب علينا لو هتقولك هكون + +384 +00:43:06,260 --> 00:43:21,160 +في خطأ في الوحدات طيب في أسئلة تانية هنشوف + +385 +00:43:21,160 --> 00:43:21,920 +مثال تاني + +386 +00:43:32,410 --> 00:43:36,610 +حد فيه بس هتقبلوه لحالكوا The following data + +387 +00:43:36,610 --> 00:43:39,430 +relate to a cone rod of a reciprocating engine + +388 +00:43:39,430 --> 00:43:45,170 +معطين ال mass خمسة خمسين كيلو معطين ال distance + +389 +00:43:45,170 --> 00:43:50,630 +between centers بين ال two centers تمانية و خمسين + +390 +00:43:52,470 --> 00:43:58,450 +قطر ال hole الصغير خمسة و سبعين ملي قطر الكبير هنا + +391 +00:43:58,450 --> 00:44:06,190 +مية ال time oscillation لو تم تعليق ال time + +392 +00:44:06,190 --> 00:44:10,630 +oscillation when connecting rod is suspended from + +393 +00:44:10,630 --> 00:44:15,850 +small end بيساوي one point eighty three second لو + +394 +00:44:15,850 --> 00:44:20,960 +تم تعليق النقطة هذه ال periodic time بيكون1.83 لو + +395 +00:44:20,960 --> 00:44:24,180 +علقته العكس تم طريق من الكتر الكبير عملت له + +396 +00:44:24,180 --> 00:44:29,280 +oscillation predict time بيستوى 1.68 second يعني + +397 +00:44:29,280 --> 00:44:34,920 +اول حالة يعني اندي حالتين وعملت تجربتين علقوا من + +398 +00:44:34,920 --> 00:44:40,280 +النقطة هذه هذه النقطة من النقطة هذه وحسب الزمن + +399 +00:44:40,280 --> 00:44:44,060 +الدوري او قاعس الزمن الدوري و التجربة التانية + +400 +00:44:44,060 --> 00:44:51,780 +بالعكس علقوامن النقطة هذه وحسب اوقاس الزمن الدوري + +401 +00:44:51,780 --> 00:44:58,780 +بده + +402 +00:44:58,780 --> 00:45:01,580 +determine the radius of gyration of the road about + +403 +00:45:01,580 --> 00:45:03,840 +an axis passing through the center of gravity and + +404 +00:45:03,840 --> 00:45:06,520 +perpendicular to plane of the earth بده الكيجي بده + +405 +00:45:06,520 --> 00:45:12,620 +الكيجي لأ هو الجسم له one كيجي بس هو عمل تجربتين + +406 +00:45:12,620 --> 00:45:18,600 +من التجربة الأولىأحنا حكينا الزمن الدوريش بساوي + +407 +00:45:18,600 --> 00:45:22,060 +اتنين + +408 +00:45:22,060 --> 00:45:28,700 +باى الجزر التربيعى على + +409 +00:45:28,700 --> 00:45:34,880 +H خلانا نربيعها TB + +410 +00:45:34,880 --> 00:45:43,220 +تربيع على اربعة باى تربيع بساوية KG تربيع زاد H + +411 +00:45:43,220 --> 00:45:58,720 +تربيععلى GH يعني KG تربيه هتساوي TB تربيه GH على + +412 +00:45:58,720 --> 00:46:04,740 +أربعة بايت تربيه minus H تربيه هذه المعادلة + +413 +00:46:04,740 --> 00:46:11,120 +بتاعتنا مظلوط في الحالة الأولى ال first case + +414 +00:46:14,790 --> 00:46:18,890 +كان التعليق من الدقالة الصغيرة معناته ال H ايش + +415 +00:46:18,890 --> 00:46:26,150 +كانت اللي هي تمنمية و خمسين زياد نص الخمس و سبعين + +416 +00:46:26,150 --> 00:46:34,770 +صح ال H بالساوية تمنمية و خمسين زياد خمس و سبعين + +417 +00:46:34,770 --> 00:46:43,540 +على اتنينمش تانية و خمسين لأ اللي هو كلها بالسواء + +418 +00:46:43,540 --> 00:46:55,360 +الواحد بالسواء الواحد زائد بالسواء الواحد زائد + +419 +00:46:55,360 --> 00:47:01,180 +اللي هي سبعة تلاتين و نص سبعة + +420 +00:47:01,180 --> 00:47:09,380 +تلاتين و نص و عشان مانغلطش الحساباتزاد point O + +421 +00:47:09,380 --> 00:47:15,840 +تلاتة سبعة خمسة عشان تكون كل واحدة تمتلك هذه ايش + +422 +00:47:15,840 --> 00:47:27,320 +ال H ال واحد احنا مش عارفينها نعم لأ احنا عارفينها + +423 +00:47:27,320 --> 00:47:29,940 +يعني اللي فيها معروف ال واحد زاد ال اتنين بالساوية + +424 +00:47:29,940 --> 00:47:33,560 +تمامية و خمسين هذه معروفة يعني هي علاقة تانية ال + +425 +00:47:33,560 --> 00:47:41,320 +واحد زاد ال اتنينبالساوية تانية و خمسين الآن اعوض + +426 +00:47:41,320 --> 00:47:49,380 +هنا حسب عندي كيجي تربية بالساوية زي ما ندوره في + +427 +00:47:49,380 --> 00:47:56,960 +الحالة الأولى one point eight تلاتة تربية في تسعة + +428 +00:47:56,960 --> 00:48:03,480 +point تمانية سفر ستة في H اللي هي الواحد زائد + +429 +00:48:04,950 --> 00:48:14,290 +أو اريح لنا الواحد زاد point O تلاتة سبعة خمسة على + +430 +00:48:14,290 --> 00:48:17,930 +أربعة + +431 +00:48:17,930 --> 00:48:28,610 +by تربية minus الواحد زاد point O تلاتة سبعة خمسة + +432 +00:48:28,610 --> 00:48:34,170 +لكل تربية هاي كمان معادلة بالحالة التانية + +433 +00:48:36,760 --> 00:48:48,720 +الثاني حالة كندي ال H بالساوية الاتنين زائد + +434 +00:48:48,720 --> 00:48:59,140 +اللي هو point O خمسة بس رندي KG تربيع بالساوية + +435 +00:48:59,140 --> 00:49:04,530 +واحد point ستة تمانية تربيعفى تسعة point تمانية + +436 +00:49:04,530 --> 00:49:13,370 +سفر ستة على أربع باعت تربيع فى L2 زاد point O زاد + +437 +00:49:13,370 --> 00:49:20,650 +point O خمسة ناقص L2 زاد point O خمسة كل تربيع + +438 +00:49:20,650 --> 00:49:28,770 +يعني هتصير هذه يعني هذه سوى هذه عندي معناته عندي + +439 +00:49:28,770 --> 00:49:32,500 +هذه سوى هذه معناته هي معادلةوL واحد زاد الاتنين هي + +440 +00:49:32,500 --> 00:49:40,760 +معادلة تانية يعني هي معادلة واحد وهذه معادلة اتنين + +441 +00:49:40,760 --> 00:49:47,040 +انا + +442 +00:49:47,040 --> 00:49:51,520 +بدرس نفس الجسم ولا جسم تاني بدرس هذه خاصية + +443 +00:49:51,520 --> 00:49:57,080 +Geometric property للرد نفس الكتلة ونفس الشكل + +444 +00:49:57,080 --> 00:50:03,420 +مختلف شكلهنفس ال KG معناته هذه تساوي هذه صح هذه + +445 +00:50:03,420 --> 00:50:19,620 +معناته solve one and two for الواحد والاتنين + +446 +00:50:19,620 --> 00:50:23,740 +ماتفنعرف الواحد والاتنين بتحسب ايش M واحد و M + +447 +00:50:23,740 --> 00:50:29,840 +بتحسب كمان بتحسب ال KGاللي الواحد الاتنين بعدين ال + +448 +00:50:29,840 --> 00:50:34,940 +M واحد بالثواب ال اتنين على ال واحد زاد ال اتنين + +449 +00:50:34,940 --> 00:50:46,260 +في M و M اتنين بالثواب M minus M واحد خلاص + +450 +00:50:46,260 --> 00:50:47,260 +المحاضرة أعطيكم العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/8tqjMkoKmkc_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/8tqjMkoKmkc_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..db52b2042ffb1441e8f959f43d789a86881766e3 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/8tqjMkoKmkc_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 2345, "start": 5.63, "end": 23.45, "text": "بسم الله الرحمن الرحيم السلام عليكم ورحمة الله وبركاته، هنكمل في مادة نظرية الألات، هنبدأ chapter جديد اللي هو ال camps أو الكامات هنبدأ في بعض التعريفات و شوية شوية هنخلصش في التفاصيل", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 21136, 37440, 25894, 24793, 4032, 2288, 35571, 3660, 21984, 4032, 26890, 4117, 9307, 3224, 12399, 8032, 1863, 24793, 1211, 8978, 3714, 18513, 3660, 8717, 19913, 2288, 10632, 16247, 1211, 9307, 12399, 8032, 1863, 44510, 10721, 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مستقيم زي الحالات السابقة تشوف انها كلها دي reciprocating followers سواء horizontal او vertical هم بتحرك على محور ثابت خط مستقيم ممكن يكون oscillating زي الحالة دي يعني هدياش oscillating", "tokens": [3326, 4318, 66, 990, 37495, 22653, 39894, 5016, 31747, 15844, 16490, 9566, 3714, 14851, 4587, 32640, 30767, 1829, 21542, 6027, 9307, 21136, 16758, 28671, 6055, 8592, 38688, 16472, 11296, 28242, 11296, 11778, 1829, 28961, 66, 990, 13071, 8608, 2407, 16606, 12750, 1975, 2407, 9429, 8032, 2304, 39894, 5016, 31747, 15844, 3714, 5016, 13063, 38637, 16758, 2655, 16490, 9566, 3714, 14851, 4587, 32640, 3714, 43020, 7251, 30544, 18225, 990, 30767, 1829, 21542, 6027, 3660, 11778, 1829, 37495, 22653, 8032, 16254, 33599, 18225, 990], "avg_logprob": -0.20124247670173645, "compression_ratio": 1.64321608040201, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 497.0, "end": 497.68, "word": "reciprocating", "probability": 0.7843017578125}, {"start": 497.68, "end": 498.06, "word": " يعني", 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"probability": 0.8006998697916666}, {"start": 504.6, "end": 505.82, "word": " followers", "probability": 0.7939453125}, {"start": 505.82, "end": 507.04, "word": " سواء", "probability": 0.9495442708333334}, {"start": 507.04, "end": 507.4, "word": " horizontal", "probability": 0.66259765625}, {"start": 507.4, "end": 507.64, "word": " او", "probability": 0.8212890625}, {"start": 507.64, "end": 507.98, "word": " vertical", "probability": 0.94482421875}, {"start": 507.98, "end": 508.18, "word": " هم", "probability": 0.568603515625}, {"start": 508.18, "end": 508.62, "word": " بتحرك", "probability": 0.8660481770833334}, {"start": 508.62, "end": 508.82, "word": " على", "probability": 0.87109375}, {"start": 508.82, "end": 509.26, "word": " محور", "probability": 0.9879557291666666}, {"start": 509.26, "end": 509.88, "word": " ثابت", "probability": 0.9939778645833334}, {"start": 509.88, "end": 510.32, "word": " خط", "probability": 0.783447265625}, {"start": 510.32, "end": 510.86, "word": " مستقيم", "probability": 0.9901123046875}, {"start": 510.86, "end": 514.06, "word": " ممكن", "probability": 0.96923828125}, {"start": 514.06, "end": 514.4, "word": " يكون", "probability": 0.864501953125}, {"start": 514.4, "end": 515.32, "word": " oscillating", "probability": 0.93994140625}, {"start": 515.32, "end": 515.76, "word": " زي", "probability": 0.98291015625}, {"start": 515.76, "end": 516.12, "word": " الحالة", "probability": 0.9659830729166666}, {"start": 516.12, "end": 517.32, "word": " دي", "probability": 0.869140625}, {"start": 517.32, "end": 518.42, "word": " يعني", "probability": 0.93505859375}, {"start": 518.42, "end": 520.84, "word": " هدياش", "probability": 0.5498860677083334}, {"start": 520.84, "end": 522.54, "word": " oscillating", "probability": 0.911865234375}], "temperature": 1.0}, {"id": 21, "seek": 55085, "start": 528.83, "end": 550.85, "text": "الأن تصنيف التالت according to path of motion of floor و هو ما صار حركة ال floor ممكن تكون عندك radial floor ال motion floor is along the axis passing through the center of the cam زي الحالات السابقة a to e", "tokens": [6027, 33456, 6055, 9381, 22653, 5172, 16712, 6027, 2655, 4650, 281, 3100, 295, 5394, 295, 4123, 4032, 31439, 19446, 20328, 9640, 11331, 31747, 3660, 2423, 4123, 3714, 43020, 6055, 30544, 43242, 4117, 38783, 4123, 2423, 5394, 4123, 307, 2051, 264, 10298, 8437, 807, 264, 3056, 295, 264, 1945, 30767, 1829, 21542, 6027, 9307, 21136, 16758, 28671, 257, 281, 308], "avg_logprob": -0.24778646479050317, "compression_ratio": 1.4804469273743017, "no_speech_prob": 0.0, "words": [{"start": 528.83, "end": 529.19, "word": "الأن", "probability": 0.57275390625}, {"start": 529.19, "end": 529.69, "word": " تصنيف", "probability": 0.9730224609375}, {"start": 529.69, "end": 530.27, "word": " التالت", "probability": 0.9436848958333334}, {"start": 530.27, "end": 532.09, "word": " according", "probability": 0.471923828125}, {"start": 532.09, "end": 532.51, "word": " to", "probability": 0.96728515625}, {"start": 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ممكن", "probability": 0.952392578125}, {"start": 542.53, "end": 542.77, "word": " تكون", "probability": 0.99169921875}, {"start": 542.77, "end": 543.01, "word": " عندك", "probability": 0.7001953125}, {"start": 543.01, "end": 543.27, "word": " radial", "probability": 0.68896484375}, {"start": 543.27, "end": 543.69, "word": " floor", "probability": 0.93017578125}, {"start": 543.69, "end": 544.11, "word": " ال", "probability": 0.69580078125}, {"start": 544.11, "end": 544.47, "word": " motion", "probability": 0.9677734375}, {"start": 544.47, "end": 544.89, "word": " floor", "probability": 0.7353515625}, {"start": 544.89, "end": 545.13, "word": " is", "probability": 0.9267578125}, {"start": 545.13, "end": 545.61, "word": " along", "probability": 0.94873046875}, {"start": 545.61, "end": 545.95, "word": " the", "probability": 0.865234375}, {"start": 545.95, "end": 546.45, "word": " axis", "probability": 0.87890625}, {"start": 546.45, "end": 547.19, "word": " passing", "probability": 0.90966796875}, {"start": 547.19, "end": 547.65, "word": " through", "probability": 0.8916015625}, {"start": 547.65, "end": 547.97, "word": " the", "probability": 0.90966796875}, {"start": 547.97, "end": 548.31, "word": " center", "probability": 0.80029296875}, {"start": 548.31, "end": 548.47, "word": " of", "probability": 0.98095703125}, {"start": 548.47, "end": 548.61, "word": " the", "probability": 0.90087890625}, {"start": 548.61, "end": 548.79, "word": " cam", "probability": 0.332275390625}, {"start": 548.79, "end": 549.03, "word": " زي", "probability": 0.746826171875}, {"start": 549.03, "end": 549.49, "word": " الحالات", "probability": 0.8688151041666666}, {"start": 549.49, "end": 549.97, "word": " السابقة", "probability": 0.9930013020833334}, {"start": 549.97, "end": 550.27, "word": " a", "probability": 0.379150390625}, {"start": 550.27, "end": 550.51, "word": " to", "probability": 0.90771484375}, {"start": 550.51, "end": 550.85, "word": " e", "probability": 0.92529296875}], "temperature": 1.0}, {"id": 22, "seek": 57861, "start": 556.97, "end": 578.61, "text": "حركة ال follower دايما بتمر في مركز ال camp نفسها لحظة ما نفسها radial follower النوع التاني offset follower", "tokens": [5016, 31747, 3660, 2423, 35413, 11778, 47302, 15042, 39894, 29973, 8978, 3714, 31747, 11622, 2423, 2255, 8717, 36178, 11296, 5296, 5016, 19913, 3660, 19446, 8717, 36178, 11296, 38783, 35413, 28239, 45367, 16712, 7649, 1829, 18687, 35413], "avg_logprob": -0.22466216055122581, "compression_ratio": 1.3277310924369747, "no_speech_prob": 0.0, "words": [{"start": 556.97, "end": 557.49, "word": "حركة", "probability": 0.9534505208333334}, {"start": 557.49, "end": 557.65, "word": " ال", "probability": 0.8603515625}, {"start": 557.65, "end": 557.87, "word": " follower", "probability": 0.48291015625}, {"start": 557.87, "end": 558.27, "word": " دايما", "probability": 0.77197265625}, {"start": 558.27, "end": 560.01, "word": " بتمر", "probability": 0.8466796875}, {"start": 560.01, "end": 560.15, "word": " في", "probability": 0.9453125}, {"start": 560.15, "end": 560.75, "word": " مركز", "probability": 0.98193359375}, {"start": 560.75, "end": 561.41, "word": " ال", "probability": 0.9111328125}, {"start": 561.41, "end": 561.73, "word": " camp", "probability": 0.796875}, {"start": 561.73, "end": 562.77, "word": " نفسها", "probability": 0.7985026041666666}, {"start": 562.77, "end": 566.03, "word": " لحظة", "probability": 0.71258544921875}, {"start": 566.03, "end": 569.11, "word": " ما", "probability": 0.483154296875}, {"start": 569.11, "end": 569.35, "word": " نفسها", "probability": 0.8597005208333334}, {"start": 569.35, "end": 569.81, "word": " radial", "probability": 0.402587890625}, {"start": 569.81, "end": 570.55, "word": " follower", "probability": 0.80810546875}, {"start": 570.55, "end": 576.35, "word": " النوع", "probability": 0.95556640625}, {"start": 576.35, "end": 576.75, "word": " التاني", "probability": 0.9368489583333334}, {"start": 576.75, "end": 577.23, "word": " offset", "probability": 0.7177734375}, {"start": 577.23, "end": 578.61, "word": " follower", "probability": 0.97265625}], "temperature": 1.0}, {"id": 23, "seek": 60654, "start": 580.63, "end": 606.55, "text": "هي محور الكام هذا محور ال followers في مسافة بينهم هذا يسمى offset follower لان هذا تصنيف الاش ال followers كان طبقا لل surface of contact أو طبقا لنوع الحركة", "tokens": [3224, 1829, 3714, 5016, 13063, 33251, 10943, 23758, 3714, 5016, 13063, 2423, 13071, 8978, 47524, 31845, 3660, 49374, 16095, 23758, 7251, 38251, 7578, 18687, 35413, 5296, 7649, 23758, 6055, 9381, 22653, 5172, 2423, 33599, 2423, 13071, 25961, 23032, 3555, 4587, 995, 24976, 3753, 295, 3385, 34051, 23032, 3555, 4587, 995, 5296, 1863, 45367, 21542, 31747, 3660], "avg_logprob": -0.2208059168698495, "compression_ratio": 1.5620915032679739, "no_speech_prob": 0.0, "words": [{"start": 580.63, "end": 581.15, "word": "هي", "probability": 0.6224365234375}, {"start": 581.15, "end": 582.17, "word": " محور", "probability": 0.98828125}, {"start": 582.17, "end": 582.79, "word": " الكام", "probability": 0.612060546875}, {"start": 582.79, "end": 584.13, "word": " هذا", "probability": 0.46337890625}, {"start": 584.13, "end": 584.61, "word": " محور", "probability": 0.9830729166666666}, {"start": 584.61, "end": 584.99, "word": " ال", "probability": 0.84423828125}, {"start": 584.99, "end": 585.37, "word": " followers", "probability": 0.40673828125}, {"start": 585.37, "end": 586.33, "word": " في", "probability": 0.66064453125}, {"start": 586.33, "end": 586.77, "word": " مسافة", "probability": 0.9557291666666666}, {"start": 586.77, "end": 587.25, "word": " بينهم", "probability": 0.984619140625}, {"start": 587.25, "end": 589.01, "word": " هذا", "probability": 0.93017578125}, {"start": 589.01, "end": 589.37, "word": " يسمى", "probability": 0.7725423177083334}, {"start": 589.37, "end": 589.83, "word": " offset", "probability": 0.67431640625}, {"start": 589.83, "end": 590.87, "word": " follower", "probability": 0.7919921875}, {"start": 590.87, "end": 596.83, "word": " لان", "probability": 0.47119140625}, {"start": 596.83, "end": 597.45, "word": " هذا", "probability": 0.85009765625}, {"start": 597.45, "end": 597.91, "word": " تصنيف", "probability": 0.9296875}, {"start": 597.91, "end": 598.41, "word": " الاش", "probability": 0.541015625}, {"start": 598.41, "end": 598.77, "word": " ال", "probability": 0.60400390625}, {"start": 598.77, "end": 599.25, "word": " followers", "probability": 0.96240234375}, {"start": 599.25, "end": 600.61, "word": " كان", "probability": 0.64306640625}, {"start": 600.61, "end": 601.45, "word": " طبقا", "probability": 0.953369140625}, {"start": 601.45, "end": 602.45, "word": " لل", "probability": 0.853515625}, {"start": 602.45, "end": 602.79, "word": " surface", "probability": 0.92431640625}, {"start": 602.79, "end": 603.03, "word": " of", "probability": 0.9482421875}, {"start": 603.03, "end": 603.53, "word": " contact", "probability": 0.9638671875}, {"start": 603.53, "end": 604.75, "word": " أو", "probability": 0.5634765625}, {"start": 604.75, "end": 605.43, "word": " طبقا", "probability": 0.9844970703125}, {"start": 605.43, "end": 605.85, "word": " لنوع", "probability": 0.9638671875}, {"start": 605.85, "end": 606.55, "word": " الحركة", "probability": 0.99365234375}], "temperature": 1.0}, {"id": 24, "seek": 63495, "start": 607.09, "end": 634.95, "text": "أو طبقا لمصار الحركة لأن الكامات هو يمكن نصنفها في اندي ال radial او this cam او cylindrical cam radial cam ال follower reciprocates or oscillates in a direction perpendicular to cam axis يعني الكام بتدور بهذه الاتجاه وهذه ال follower مثلا", "tokens": [10721, 2407, 23032, 3555, 4587, 995, 32767, 9381, 9640, 21542, 31747, 3660, 5296, 33456, 33251, 10943, 9307, 31439, 7251, 43020, 8717, 9381, 1863, 5172, 11296, 8978, 16472, 16254, 2423, 38783, 1975, 2407, 341, 1945, 1975, 2407, 28044, 15888, 1945, 38783, 1945, 2423, 35413, 28961, 66, 1024, 420, 18225, 1024, 294, 257, 3513, 26734, 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حركب عليها الأمود اللي بلف ال cam اللي هو ال cam shaft هذه ال cam", "tokens": [3224, 24192, 2423, 3096, 6329, 23032, 3555, 3615, 995, 32748, 16373, 25720, 29538, 13672, 1829, 11331, 31747, 3555, 25894, 11296, 16247, 2304, 23328, 13672, 1829, 4724, 46538, 2423, 1945, 13672, 1829, 31439, 2423, 1945, 18467, 29538, 2423, 1945], "avg_logprob": -0.22455929487179488, "compression_ratio": 1.456140350877193, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 832.1999999999999, "end": 833.04, "word": "هذه", "probability": 0.79638671875}, {"start": 833.04, "end": 833.88, "word": " ال", "probability": 0.9404296875}, {"start": 833.88, "end": 834.28, "word": " base", "probability": 0.66357421875}, {"start": 834.28, "end": 835.84, "word": " circle", "probability": 0.79638671875}, {"start": 835.84, "end": 837.66, "word": " طبعا", "probability": 0.9429931640625}, {"start": 837.66, "end": 838.02, "word": " الدائرة", "probability": 0.8828125}, {"start": 838.02, "end": 838.44, "word": " هذه", 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1054.74, "end": 1055.38, "word": " يعني", "probability": 0.80419921875}, {"start": 1055.38, "end": 1055.72, "word": " هذا", "probability": 0.218505859375}, {"start": 1055.72, "end": 1056.36, "word": " مش", "probability": 0.65478515625}, {"start": 1056.36, "end": 1056.84, "word": " مركزها", "probability": 0.90673828125}, {"start": 1056.84, "end": 1057.5, "word": " هذه", "probability": 0.449462890625}, {"start": 1057.5, "end": 1059.72, "word": " واضح", "probability": 0.8583984375}, {"start": 1059.72, "end": 1060.4, "word": " عشان", "probability": 0.9280598958333334}, {"start": 1060.4, "end": 1060.74, "word": " ماتروحش", "probability": 0.86826171875}, {"start": 1060.74, "end": 1061.02, "word": " تعمل", "probability": 0.87451171875}, {"start": 1061.02, "end": 1061.1, "word": " و", "probability": 0.36474609375}, {"start": 1061.1, "end": 1061.16, "word": " لا", "probability": 0.451171875}, {"start": 1061.16, "end": 1061.34, "word": " انا", "probability": 0.776123046875}, {"start": 1061.34, "end": 1061.48, "word": " اعمل", "probability": 0.9060872395833334}, {"start": 1061.48, "end": 1061.72, "word": " خط", "probability": 0.9228515625}, {"start": 1061.72, "end": 1061.78, "word": " و", "probability": 0.9150390625}, {"start": 1061.78, "end": 1061.92, "word": " اعمل", "probability": 0.9347330729166666}, {"start": 1061.92, "end": 1062.18, "word": " عمود", "probability": 0.9560546875}, {"start": 1062.18, "end": 1062.3, "word": " على", "probability": 0.57666015625}, {"start": 1062.3, "end": 1062.72, "word": " الخط", "probability": 0.984130859375}, {"start": 1062.72, "end": 1064.78, "word": " فانا", "probability": 0.8299153645833334}, {"start": 1064.78, "end": 1064.9, "word": " هاي", "probability": 0.71484375}, {"start": 1064.9, "end": 1065.0, "word": " ال", "probability": 0.77783203125}, {"start": 1065.0, "end": 1065.48, "word": " tangent", "probability": 0.97998046875}, {"start": 1065.48, "end": 1066.32, "word": " هاي", "probability": 0.6251220703125}, {"start": 1066.32, "end": 1066.38, "word": " ال", "probability": 0.953125}, {"start": 1066.38, "end": 1067.48, "word": " tangent", "probability": 0.95654296875}, {"start": 1067.48, "end": 1068.88, "word": " و", "probability": 0.455078125}, {"start": 1068.88, "end": 1069.1, "word": " هاي", "probability": 0.83837890625}, {"start": 1069.1, "end": 1069.24, "word": " ال", "probability": 0.93310546875}, {"start": 1069.24, "end": 1069.44, "word": " radial", "probability": 0.791015625}, {"start": 1069.44, "end": 1070.4, "word": " line", "probability": 0.9794921875}, {"start": 1070.4, "end": 1077.9, "word": " هاي", "probability": 0.804931640625}, {"start": 1077.9, "end": 1077.98, "word": " ال", "probability": 0.91748046875}, {"start": 1077.98, "end": 1078.14, "word": " radial", "probability": 0.9453125}, {"start": 1078.14, "end": 1078.74, "word": " line", "probability": 0.9765625}], "temperature": 1.0}, {"id": 39, "seek": 110461, "start": 1079.36, "end": 1104.62, "text": "و اعمل عمودي على ال tangent هاي عمودي على ال tangent هذي بيسموها ال pressure angle ال pressure angle طبعا ال pressure angle تختار مثلا في الحالة هذه ال pressure angle عند ال lowest point ايش يكون ساوي صفر في minimum value ل pressure angle", "tokens": [2407, 1975, 25957, 1211, 6225, 2304, 2407, 16254, 15844, 2423, 27747, 8032, 47302, 6225, 2304, 2407, 16254, 15844, 2423, 27747, 8032, 8848, 1829, 4724, 1829, 38251, 2407, 11296, 2423, 3321, 5802, 2423, 3321, 5802, 23032, 3555, 3615, 995, 2423, 3321, 5802, 6055, 46456, 9640, 50113, 15040, 8978, 21542, 6027, 3660, 29538, 2423, 3321, 5802, 43242, 2423, 12437, 935, 1975, 1829, 8592, 7251, 30544, 8608, 995, 45865, 20328, 5172, 2288, 8978, 7285, 2158, 5296, 3321, 5802], "avg_logprob": -0.27014803337423426, "compression_ratio": 1.9411764705882353, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 1079.36, "end": 1079.58, "word": "و", "probability": 0.865234375}, {"start": 1079.58, "end": 1079.82, "word": " اعمل", "probability": 0.8204752604166666}, {"start": 1079.82, "end": 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صفر", "probability": 0.79833984375}, {"start": 1101.52, "end": 1103.14, "word": " في", "probability": 0.2462158203125}, {"start": 1103.14, "end": 1103.48, "word": " minimum", "probability": 0.9208984375}, {"start": 1103.48, "end": 1103.86, "word": " value", "probability": 0.99267578125}, {"start": 1103.86, "end": 1103.96, "word": " ل", "probability": 0.319091796875}, {"start": 1103.96, "end": 1104.2, "word": " pressure", "probability": 0.92578125}, {"start": 1104.2, "end": 1104.62, "word": " angle", "probability": 0.89306640625}], "temperature": 1.0}, {"id": 40, "seek": 113102, "start": 1105.68, "end": 1131.02, "text": "و في maximum value نفترض ان هذه هي ال maximum و هذه ال maximum pressure angle لان تقاطع ال radial line مع الخط هذا ال pitch curve بيعطينا ال pitch point بيعطينا ال pitch point اذا من المركز رسمت دائرة تمر في ال pitch point بحثوا على ال pitch circle", "tokens": [2407, 8978, 6674, 2158, 8717, 5172, 2655, 43042, 16472, 29538, 39896, 2423, 6674, 4032, 29538, 2423, 6674, 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1128.86, "word": " ال", "probability": 0.9150390625}, {"start": 1128.86, "end": 1129.04, "word": " pitch", "probability": 0.9580078125}, {"start": 1129.04, "end": 1129.38, "word": " point", "probability": 0.98486328125}, {"start": 1129.38, "end": 1129.84, "word": " بحثوا", "probability": 0.7896728515625}, {"start": 1129.84, "end": 1130.0, "word": " على", "probability": 0.7509765625}, {"start": 1130.0, "end": 1130.32, "word": " ال", "probability": 0.86328125}, {"start": 1130.32, "end": 1130.52, "word": " pitch", "probability": 0.94873046875}, {"start": 1130.52, "end": 1131.02, "word": " circle", "probability": 0.95361328125}], "temperature": 1.0}, {"id": 41, "seek": 114008, "start": 1135.35, "end": 1140.09, "text": "الـ pitch ال circle", "tokens": [6027, 39184, 7293, 2423, 6329], "avg_logprob": -0.5690104266007742, "compression_ratio": 0.7741935483870968, "no_speech_prob": 0.0, "words": [{"start": 1135.35, "end": 1135.75, "word": "الـ", "probability": 0.76708984375}, {"start": 1135.75, "end": 1136.11, "word": " pitch", "probability": 0.64404296875}, {"start": 1136.11, "end": 1137.63, "word": " ال", "probability": 0.2447509765625}, {"start": 1137.63, "end": 1140.09, "word": " circle", "probability": 0.380126953125}], "temperature": 1.0}, {"id": 42, "seek": 118756, "start": 1163.24, "end": 1187.56, "text": "هذا ال pitch circle نعم اه طبعا يعني هذا دائرة تخيلية انت اللي بتكون شايفه حقيقة هو هذا ال profile ال physical", "tokens": [3224, 15730, 2423, 7293, 6329, 8717, 25957, 1975, 3224, 23032, 3555, 3615, 995, 37495, 22653, 23758, 11778, 16373, 25720, 6055, 9778, 26895, 10632, 16472, 2655, 13672, 1829, 39894, 30544, 13412, 995, 33911, 3224, 11331, 38436, 28671, 31439, 23758, 2423, 7964, 2423, 4001], "avg_logprob": -0.23891715670740882, "compression_ratio": 1.2814814814814814, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1163.24, "end": 1163.58, "word": "هذا", "probability": 0.7470703125}, {"start": 1163.58, "end": 1163.74, "word": " ال", "probability": 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"بعدين بستية درجة بهبط، بنزل لأقل ارتفاع، بعدين بيضلوا عند أقل ارتفاع للآخر، بعدين ايش؟ بكرر و هكذا هذا displacement diagram هذا صعود، سكون، هبوط، سكون", "tokens": [3555, 22488, 9957, 4724, 14851, 10632, 11778, 47341, 3660, 4724, 3224, 3555, 9566, 12399, 44945, 11622, 1211, 5296, 10721, 4587, 1211, 1975, 43500, 5172, 45761, 12399, 39182, 9957, 4724, 1829, 11242, 1211, 14407, 43242, 5551, 4587, 1211, 1975, 43500, 5172, 45761, 24976, 148, 95, 34740, 12399, 39182, 9957, 1975, 1829, 8592, 22807, 4724, 37983, 2288, 4032, 8032, 4117, 15730, 23758, 21899, 10686, 23758, 20328, 3615, 23328, 12399, 8608, 30544, 12399, 8032, 3555, 2407, 9566, 12399, 8608, 30544], "avg_logprob": -0.22596154572107854, "compression_ratio": 1.5515151515151515, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1636.64, "end": 1637.64, "word": "بعدين", "probability": 0.9527994791666666}, {"start": 1637.64, "end": 1638.26, "word": " بستية", "probability": 0.5618489583333334}, {"start": 1638.26, "end": 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اه", "tokens": [83, 656, 317, 39182, 9957, 33962, 9566, 23758, 8032, 47302, 27747, 39182, 9957, 23758, 20449, 32748, 4587, 25720, 29538, 9673, 8592, 28820, 3660, 33962, 9566, 34105, 39894, 3555, 16254, 1975, 8315, 1975, 3224], "avg_logprob": -0.3150275840478785, "compression_ratio": 1.4455445544554455, "no_speech_prob": 0.0, "words": [{"start": 3723.91, "end": 3725.31, "word": "tangent", "probability": 0.740478515625}, {"start": 3725.31, "end": 3726.71, "word": " بعدين", "probability": 0.87353515625}, {"start": 3726.71, "end": 3728.13, "word": " الخط", "probability": 0.77490234375}, {"start": 3728.13, "end": 3728.73, "word": " هذا", "probability": 0.63037109375}, {"start": 3728.73, "end": 3736.27, "word": " هاي", "probability": 0.4423828125}, {"start": 3736.27, "end": 3738.03, "word": " tangent", "probability": 0.53466796875}, {"start": 3738.03, "end": 3740.97, "word": " بعدين", "probability": 0.973388671875}, {"start": 3740.97, "end": 3741.67, "word": " هذا", "probability": 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b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/8tqjMkoKmkc_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..972f19cfa11c36f5d82ca016d955f86fe9280d3b --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/8tqjMkoKmkc_raw.srt @@ -0,0 +1,2576 @@ +1 +00:00:05,630 --> 00:00:08,410 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:08,410 --> 00:00:13,570 +وبركاته، هنكمل في مادة نظرية الألات، هنبدأ chapter + +3 +00:00:13,570 --> 00:00:19,790 +جديد اللي هو ال camps أو الكامات هنبدأ + +4 +00:00:19,790 --> 00:00:23,450 +في بعض التعريفات و شوية شوية هنخلصش في التفاصيل + +5 +00:00:24,820 --> 00:00:28,700 +طبعا ال cam هي عبارة عن جزء في ماكينة بدور ال + +6 +00:00:28,700 --> 00:00:33,940 +rotating mechanical element اللي من خلال دوران لها + +7 +00:00:33,940 --> 00:00:38,300 +شكل معين الكامة بكون ده الملامس لها تابع او + +8 +00:00:38,300 --> 00:00:43,900 +follower الحركة الدائرية للكامة بحولها لحركة كده + +9 +00:00:43,900 --> 00:00:46,700 +دبية خطية reciprocating او oscillating + +10 +00:00:46,700 --> 00:00:50,920 +reciprocating هي reciprocating oscillating في + +11 +00:00:50,920 --> 00:01:00,490 +rotationفبحول is a rotating element بحول ال + +12 +00:01:00,490 --> 00:01:05,170 +rotation للكام إلى شكل معين ل reciprocating او + +13 +00:01:05,170 --> 00:01:11,170 +oscillating مش موشن لل follower ال cam and + +14 +00:01:11,170 --> 00:01:15,410 +follower have a line of contact التلامس بين ال cam + +15 +00:01:15,410 --> 00:01:20,190 +و ال follower بيكون عبارة عن خط بعض الأحيان بيكون + +16 +00:01:20,190 --> 00:01:25,340 +نقطةوبالتالي بشكله higher pair يعني حكينا lower + +17 +00:01:25,340 --> 00:01:28,520 +pair بيكون ايه ايش surface contact ال higher pair + +18 +00:01:28,520 --> 00:01:30,780 +بيكون line contact او point contact + +19 +00:01:35,980 --> 00:01:40,460 +من تطبيقات على ال cams عند ال camshaft في محرك + +20 +00:01:40,460 --> 00:01:44,760 +الاحتراك الداخلي زي ما هو مش مبين في الصورة الأولى + +21 +00:01:44,760 --> 00:01:49,640 +العلوية ال camshaft طبعا يستخدم في التحكم في فتح و + +22 +00:01:49,640 --> 00:01:55,160 +غلق اللي هو ال inlet و ال exhaust valveممكن في بعض + +23 +00:01:55,160 --> 00:02:00,060 +المكان .. في مكان لخياطة بيستخدموا كمات plastic + +24 +00:02:00,060 --> 00:02:04,520 +عادة بتكون ممكن في بعض .. في ال paper cutting + +25 +00:02:04,520 --> 00:02:08,420 +machine هيعندي كام و في الورق عملية قص الورق ممكن + +26 +00:02:08,420 --> 00:02:11,920 +نستخدمه كمات ولا تطبيقات طبعا كتير يعني هذه بعض + +27 +00:02:11,920 --> 00:02:16,080 +التطبيقات الآن + +28 +00:02:16,080 --> 00:02:22,140 +في عندي ال follower وعندي الكم الآن هنبدأ في تصنيف + +29 +00:02:22,140 --> 00:02:29,990 +ال followersالتصنف ال follower طبقا لسطح التلامس + +30 +00:02:29,990 --> 00:02:35,810 +بين ال camp و ال follower او طبقا لنوع حركة ال + +31 +00:02:35,810 --> 00:02:40,390 +follower او طبقا للمصار تاع ال follower ال + +32 +00:02:40,390 --> 00:02:43,970 +follower اللي هيمشي معناته يصنف ال follower طبقا + +33 +00:02:43,970 --> 00:02:50,010 +لنوع التلامسبين ال follower و ال cam او طبقا لنوع + +34 +00:02:50,010 --> 00:02:55,030 +حركة ال follower او طبقا لمصار حركة ال follower + +35 +00:02:55,030 --> 00:02:58,230 +ناخد + +36 +00:02:58,230 --> 00:03:03,090 +تصنيف الاول اللى هو تصنيف طبقا لسطح التلامس اول + +37 +00:03:03,090 --> 00:03:08,950 +نوع اللى هو knife edge follower واضح عندى هى ال + +38 +00:03:08,950 --> 00:03:17,510 +cam هى محور دوران تاعهاالان هاي شكل الكام نتيجة + +39 +00:03:17,510 --> 00:03:21,250 +انه ال profile بتاعها مش متمركز مش دقرة كاملة + +40 +00:03:21,250 --> 00:03:26,010 +معناته في له minimum height و فيه maximum height + +41 +00:03:26,010 --> 00:03:30,410 +الشكل الاتلامس اللي عندي هنا ال surface of contact + +42 +00:03:30,410 --> 00:03:35,930 +عبارة عن point او line contact يعني عندي edge حفة + +43 +00:03:35,930 --> 00:03:38,910 +حدة بسميها life edge follower + +44 +00:03:41,160 --> 00:03:44,900 +طبعا ال knife edge floor يعني نادر ما يتم استخدامه + +45 +00:03:44,900 --> 00:03:52,640 +في الممارسة الفعلية لأنه بيعمل تأكل كتير بين و بين + +46 +00:03:52,640 --> 00:03:58,900 +ال camp لما تحف حاجة ده فبتعمل هريان برضه + +47 +00:03:58,900 --> 00:04:03,340 +أيوا ان ت consider all side thrust between the + +48 +00:04:03,340 --> 00:04:06,240 +floor and guide يعني لما تكون ال camp تدور بالشكل + +49 +00:04:06,240 --> 00:04:06,560 +هذا + +50 +00:04:10,250 --> 00:04:14,310 +هتعمل .. هتعمل ايش؟ دفع جانب الـ side thrust على + +51 +00:04:14,310 --> 00:04:19,430 +الفلور النوع + +52 +00:04:19,430 --> 00:04:24,390 +التاني ال roller fuller بدل .. يعني عندكوا عندكوا + +53 +00:04:24,390 --> 00:04:29,690 +في طرف الفلور فيه عندكوا ايش؟ عجل و العجل الملامس + +54 +00:04:29,690 --> 00:04:37,630 +للكام يعني التلامس هكون line contact تلامس خطي في + +55 +00:04:37,630 --> 00:04:42,180 +الحالة هذهالان الحركة بين ال cam و ال follower + +56 +00:04:42,180 --> 00:04:52,120 +حركة اده حرجية فبتكون اسهل و معدلات الهريان بين ال + +57 +00:04:52,120 --> 00:04:57,480 +follower او ال roller و ال cam اقل منها في حالة ال + +58 +00:04:57,480 --> 00:05:06,340 +knife edge لكن في still اللي عندى في still side + +59 +00:05:06,340 --> 00:05:08,220 +thrust يعني هذي ممكن احنا مركبتين + +60 +00:05:15,330 --> 00:05:25,250 +فى ال flat face او mushroom فلور سطح للفلور flat + +61 +00:05:31,070 --> 00:05:37,450 +طبعا في الحالة هذه ال side thrust صار أقل لكن + +62 +00:05:37,450 --> 00:05:40,750 +still في side thrust ملي friction فاندي friction + +63 +00:05:40,750 --> 00:05:44,170 +في هذا الاتجاه فملي برضه ال side thrust بس أقل من + +64 +00:05:44,170 --> 00:05:51,410 +الحالة الأولى و التانى لإن لإن عندي rotation + +65 +00:05:51,410 --> 00:05:59,660 +هتعمللي إيشعندي هين friction force F sum U في N + +66 +00:05:59,660 --> 00:06:09,020 +عندي هين normal force فال thrust الوحيد جاي من ال + +67 +00:06:09,020 --> 00:06:14,740 +friction مافيش thrust دفع يعني هذا اللي هو + +68 +00:06:14,740 --> 00:06:17,800 +friction thrust و هذا مش thrust مباشر + +69 +00:06:24,290 --> 00:06:31,210 +طبعا ال .. ال .. ال wear أو التأكل ممكن تخفيفه انه + +70 +00:06:31,210 --> 00:06:38,170 +لاحظوا مركز دوران ال cam ومحور ال .. او محور ال .. + +71 +00:06:38,170 --> 00:06:41,730 +ال follower بيمور في مركز دوران ال cam لكن لو عملت + +72 +00:06:41,730 --> 00:06:47,230 +offset خلت محور ال follower بعيد ممورش في مركز ال + +73 +00:06:47,230 --> 00:06:54,050 +.. ال cam انا كممكن اقلل ال .. produce ال wear + +74 +00:06:57,890 --> 00:07:04,850 +الان افسيتنج لما + +75 +00:07:04,850 --> 00:07:08,970 +تصبح افسيتنج بيصير يعني الان هاي ال axis بيصير + +76 +00:07:08,970 --> 00:07:13,490 +تعمل moment يعني بيصير عندك ال ال هو يطلع يكون يلف + +77 +00:07:13,490 --> 00:07:22,430 +يكون يطلع عشان يلف في + +78 +00:07:22,430 --> 00:07:26,650 +عين ال spherical faced follower نهاية ال follower + +79 +00:07:28,150 --> 00:07:31,590 +كراوية في الحالة اللي هتلاقيها بيكون ال .. ال .. + +80 +00:07:31,590 --> 00:07:38,630 +ال contact عبارة عن point contact طبعا هنا المشكلة + +81 +00:07:38,630 --> 00:07:41,870 +في عندى ال stresses اللي هو contact stresses بتكون + +82 +00:07:41,870 --> 00:07:49,190 +عالية تسمى hertz contact stresses بس + +83 +00:07:49,190 --> 00:07:54,680 +في كل أحوالبتكون أقل من حالة اللي هو ال surface أو + +84 +00:07:54,680 --> 00:07:57,220 +ال sharp edge sharp edge اللي هو الأكتر سوء على + +85 +00:07:57,220 --> 00:08:06,880 +الأسوأ التصنيف التاني طبقا للنوع الحركة بتاعة ال + +86 +00:08:06,880 --> 00:08:13,500 +follower الان + +87 +00:08:13,500 --> 00:08:17,680 +ممكن تكون reciprocating followersreciprocating + +88 +00:08:17,680 --> 00:08:22,660 +يعني بتحرك على خط مستقيم زي الحالات السابقة تشوف + +89 +00:08:22,660 --> 00:08:27,040 +انها كلها دي reciprocating followers سواء + +90 +00:08:27,040 --> 00:08:30,320 +horizontal او vertical هم بتحرك على محور ثابت خط + +91 +00:08:30,320 --> 00:08:34,060 +مستقيم ممكن + +92 +00:08:34,060 --> 00:08:40,840 +يكون oscillating زي الحالة دي يعني هدياش + +93 +00:08:40,840 --> 00:08:42,540 +oscillating + +94 +00:08:48,830 --> 00:08:54,390 +الأن تصنيف التالت according to path of motion of + +95 +00:08:54,390 --> 00:09:02,530 +floor و هو ما صار حركة ال floor ممكن + +96 +00:09:02,530 --> 00:09:05,610 +تكون عندك radial floor ال motion floor is along + +97 +00:09:05,610 --> 00:09:09,030 +the axis passing through the center of the cam زي + +98 +00:09:09,030 --> 00:09:10,850 +الحالات السابقة a to e + +99 +00:09:16,970 --> 00:09:22,770 +حركة ال follower دايما بتمر في مركز ال camp نفسها + +100 +00:09:22,770 --> 00:09:26,030 +لحظة + +101 +00:09:26,030 --> 00:09:29,110 +ما + +102 +00:09:29,110 --> 00:09:36,350 +نفسها radial follower النوع + +103 +00:09:36,350 --> 00:09:38,610 +التاني offset follower + +104 +00:09:40,630 --> 00:09:47,250 +هي محور الكام هذا محور ال followers في مسافة بينهم + +105 +00:09:47,250 --> 00:09:56,830 +هذا يسمى offset follower لان + +106 +00:09:56,830 --> 00:10:03,030 +هذا تصنيف الاش ال followers كان طبقا لل surface of + +107 +00:10:03,030 --> 00:10:08,970 +contact أو طبقا لنوع الحركةأو طبقا لمصار الحركة + +108 +00:10:08,970 --> 00:10:13,650 +لأن الكامات هو يمكن نصنفها في اندي ال radial او + +109 +00:10:13,650 --> 00:10:23,490 +this cam او cylindrical cam radial cam ال follower + +110 +00:10:23,490 --> 00:10:25,650 +reciprocates or oscillates in a direction + +111 +00:10:25,650 --> 00:10:28,310 +perpendicular to cam axis يعني الكام بتدور بهذه + +112 +00:10:28,310 --> 00:10:34,110 +الاتجاه وهذه + +113 +00:10:34,110 --> 00:10:34,950 +ال follower مثلا + +114 +00:10:38,630 --> 00:10:43,570 +حالة بتتحرك من مستوى يعني هاي ال axis و هاي ال + +115 +00:10:43,570 --> 00:10:46,550 +axis بتاع ال cam المحاولة في الحالة ده إيش بتكون + +116 +00:10:46,550 --> 00:10:53,690 +متعامدة متعامدة كل + +117 +00:10:53,690 --> 00:11:02,930 +ال cams شوفناهم سابقا تعتبراش radial cams في عند + +118 +00:11:02,930 --> 00:11:08,540 +ال cylindrical camscylindrical cams الآن هاي ال + +119 +00:11:08,540 --> 00:11:17,280 +cam وهذا ال floor هاي ال cam وهذا ال floor الآن ال + +120 +00:11:17,280 --> 00:11:20,640 +floor بتتحرك بتتجه الان فى مصار helix على ال cam + +121 +00:11:20,640 --> 00:11:25,640 +ال cam هاي المحور ده وراها وهي ال axis of motion + +122 +00:11:25,640 --> 00:11:30,900 +لل floor لحظة ال axis لل floor موازية لل axis بتاع + +123 +00:11:30,900 --> 00:11:35,580 +ال axis of rotation لل cam نعم + +124 +00:11:37,290 --> 00:11:42,490 +لا مش عمودي لأ لان it's oscillating يعني هي بتتحرك + +125 +00:11:42,490 --> 00:11:46,330 +بهذا الاتجاه و ال axis بتاع الكام بهذا الاتجاه + +126 +00:11:46,330 --> 00:11:49,410 +واضح؟ + +127 +00:11:49,410 --> 00:11:54,170 +انا بتطلع النقطة هذه تتحرك هيك و هاي ال axis بتاع + +128 +00:11:54,170 --> 00:12:00,410 +الكام بس الفرق هذا .. هذا reciprocating هذا + +129 +00:12:00,410 --> 00:12:01,290 +oscillating + +130 +00:12:07,880 --> 00:12:10,960 +اني اجي لل terms او ال terminology في ال radial + +131 +00:12:10,960 --> 00:12:26,020 +cams هنبدأ في ال terms الأسهل شوية شوية الان + +132 +00:12:26,020 --> 00:12:34,880 +هاي ال cam هستخدم الألوان نفسها طبعا عندي radial + +133 +00:12:34,880 --> 00:12:38,520 +camمع رولر في الورق اللي مبين عندي الدي ده ال cam + +134 +00:12:38,520 --> 00:12:46,440 +مع رولر في الورق الدائرة هذه هي ال cam profile ال + +135 +00:12:46,440 --> 00:12:50,220 +cam profile اللي هي هذه + +136 +00:13:13,870 --> 00:13:19,530 +هذا ال camp profile اللي + +137 +00:13:19,530 --> 00:13:28,770 +هي هذه camp profile أصغر دائرة touching ال camp + +138 +00:13:28,770 --> 00:13:34,050 +profile اسمها ال base circle اللي هي هذه .. هذه + +139 +00:13:34,050 --> 00:13:34,510 +أصغر + +140 +00:13:52,200 --> 00:14:00,360 +هذه ال base circle طبعا الدائرة هذه اللي حركب + +141 +00:14:00,360 --> 00:14:04,420 +عليها الأمود اللي بلف ال cam اللي هو ال cam shaft + +142 +00:14:04,420 --> 00:14:14,780 +هذه + +143 +00:14:14,780 --> 00:14:15,240 +ال cam + +144 +00:14:26,700 --> 00:14:46,480 +الـ camshaft فانا + +145 +00:14:46,480 --> 00:14:51,790 +النقطة اللي بتتبعها مركز زولارلأن لو عملت offset ل + +146 +00:14:51,790 --> 00:14:54,870 +ال camera 5 بمقدار نصف ال radius بتاع ال roller + +147 +00:14:54,870 --> 00:15:02,190 +بحثوا على curve 10 بيسميه ال pitch او + +148 +00:15:02,190 --> 00:15:07,270 +اللي بيسميه ال pitch curve ال pitch curve اللي هو + +149 +00:15:07,270 --> 00:15:13,950 +هذا ببعد مسافة R radius of ال + +150 +00:15:13,950 --> 00:15:14,250 +follower + +151 +00:15:37,860 --> 00:15:50,520 +اللي هو .. هو هذا ال pitch curve يعني + +152 +00:15:50,520 --> 00:15:53,220 +أنا عشان أدرس حالة إذا عندي جسمين بتحرك لبعض، + +153 +00:15:53,220 --> 00:16:00,040 +بتحرك بالنسبة لبعض يعني أنا ممكن ألف ال cam و أشوف + +154 +00:16:00,040 --> 00:16:03,400 +كيف ال floor بطلع و بنزل أو + +155 +00:16:05,250 --> 00:16:08,490 +أو عند زوايا مختلفة احط الفلوار، يعني في الحالة + +156 +00:16:08,490 --> 00:16:14,670 +هذه مثلا عند هذه الفلوار في + +157 +00:16:14,670 --> 00:16:19,310 +النقطة هذه، هذه الفلوار ما + +158 +00:16:19,310 --> 00:16:24,250 +هو tangent، معناه هذا الخط مش هيكون عمودي عن ال + +159 +00:16:24,250 --> 00:16:27,590 +tangent بقى لو كان في نقطة تانية مثلا + +160 +00:16:31,560 --> 00:16:38,340 +خناخد نقطة تانية مثلا هذه ما + +161 +00:16:38,340 --> 00:16:41,740 +هو برضه ال radial line هيكون عمودي على ال tangent + +162 +00:16:41,740 --> 00:16:45,540 +بينهم صح دايما + +163 +00:16:45,540 --> 00:16:50,700 +ال roller و ال cam profile بيكونوا tangent مع بعض + +164 +00:16:50,700 --> 00:16:52,660 +معناه ال radial line بيكون عمودي على ال tangent + +165 +00:16:52,660 --> 00:16:58,940 +بين التانين لأن + +166 +00:16:58,940 --> 00:17:08,360 +في عندهما بتسمى ال .. ال .. اللي هي هذه الدائرة ال + +167 +00:17:08,360 --> 00:17:16,260 +pitch circle خليني انا شوف التحتيجة هذه لأن + +168 +00:17:16,260 --> 00:17:20,180 +لو أخد الحالة + +169 +00:17:20,180 --> 00:17:23,800 +اللي هنا هاي + +170 +00:17:23,800 --> 00:17:30,440 +ال tangent line هاي ال tangent lineلاحظوا ال + +171 +00:17:30,440 --> 00:17:34,440 +radius of curvature عشان تنتبهوا radius of + +172 +00:17:34,440 --> 00:17:40,740 +curvature يعني هذا مش مركزها هذه واضح عشان ماتروحش + +173 +00:17:40,740 --> 00:17:44,780 +تعمل و لا انا اعمل خط و اعمل عمود على الخط فانا + +174 +00:17:44,780 --> 00:17:50,400 +هاي ال tangent هاي ال tangent و هاي ال radial line + +175 +00:17:50,400 --> 00:17:57,900 +هاي + +176 +00:17:57,900 --> 00:18:01,380 +ال radial lineو اعمل عمودي على ال tangent هاي + +177 +00:18:01,380 --> 00:18:06,440 +عمودي على ال tangent هذي + +178 +00:18:06,440 --> 00:18:11,880 +بيسموها ال pressure angle ال + +179 +00:18:11,880 --> 00:18:16,460 +pressure angle طبعا ال pressure angle تختار مثلا + +180 +00:18:16,460 --> 00:18:19,660 +في الحالة هذه ال pressure angle عند ال lowest + +181 +00:18:19,660 --> 00:18:23,960 +point ايش يكون ساوي صفر في minimum value ل + +182 +00:18:23,960 --> 00:18:28,680 +pressure angleو في maximum value نفترض ان هذه هي + +183 +00:18:28,680 --> 00:18:31,660 +ال maximum و هذه ال maximum pressure angle لان + +184 +00:18:31,660 --> 00:18:36,960 +تقاطع ال radial line مع الخط هذا ال pitch curve + +185 +00:18:36,960 --> 00:18:42,300 +بيعطينا ال pitch point بيعطينا ال pitch point اذا + +186 +00:18:42,300 --> 00:18:48,560 +من المركز رسمت دائرة تمر + +187 +00:18:48,560 --> 00:18:51,020 +في ال pitch point بحثوا على ال pitch circle + +188 +00:18:55,350 --> 00:19:00,090 +الـ pitch ال circle + +189 +00:19:23,240 --> 00:19:31,760 +هذا ال pitch circle نعم + +190 +00:19:31,760 --> 00:19:35,920 +اه + +191 +00:19:35,920 --> 00:19:41,920 +طبعا يعني هذا دائرة تخيلية انت اللي بتكون شايفه + +192 +00:19:41,920 --> 00:19:49,550 +حقيقة هو هذا ال profile ال physicalبنحكي عنها اللي + +193 +00:19:49,550 --> 00:19:57,250 +هو ال cam shaft و ال base circle و ال cam profile + +194 +00:19:57,250 --> 00:20:03,870 +و ال pitch curve و ال maximum pressure angle + +195 +00:20:04,550 --> 00:20:07,670 +تقاطعها من ال radio line بيعطيني ال pitch point ال + +196 +00:20:07,670 --> 00:20:12,690 +pitch circle دي هي مركزها المحور الكام مع ال pitch + +197 +00:20:12,690 --> 00:20:17,010 +point بيعطيني ال pitch circle طبعا بين ال minimum + +198 +00:20:17,010 --> 00:20:21,970 +height و ال maximum height بيصير ال short بتاع ال + +199 +00:20:21,970 --> 00:20:23,990 +follower الفرق بين ال maximum و ال minimum بيعطيني + +200 +00:20:23,990 --> 00:20:29,210 +ايش ال total ال travel لل follower + +201 +00:20:34,550 --> 00:20:39,530 +طبعا هذه الدائرة نفس + +202 +00:20:39,530 --> 00:20:41,670 +ال base vector بس عملت offset بمقدار ال radius + +203 +00:20:41,670 --> 00:20:42,170 +تارولار + +204 +00:21:06,890 --> 00:21:12,050 +هك و كل وقت هنا كل ال geometric parameters + +205 +00:21:12,050 --> 00:21:17,110 +للكاميرا + +206 +00:21:17,110 --> 00:21:33,130 +طيب + +207 +00:21:37,530 --> 00:21:42,790 +احنا في تصميم ال cam بهمنا ال output ال output + +208 +00:21:42,790 --> 00:21:48,210 +تعني منيش بيجي ال output؟ حركة ايش؟ ال follower + +209 +00:21:48,210 --> 00:21:55,810 +صح؟ بناء على حركة ال follower بقى + +210 +00:21:55,810 --> 00:22:00,390 +صمم شكل ال cam طبعا حركة ال follower ممكن تكون في + +211 +00:22:00,390 --> 00:22:05,700 +اندي أربع نوعممكن تكون مش اربعة ممكن تكون مية كمان + +212 +00:22:05,700 --> 00:22:09,220 +بس انا اللى موجود ان انا هعرض اربعة uniform + +213 +00:22:09,220 --> 00:22:14,160 +velocity simple harmonic motion uniform + +214 +00:22:14,160 --> 00:22:18,160 +acceleration and retardation فاندي psychoidal + +215 +00:22:18,160 --> 00:22:23,700 +motion هنبدأ + +216 +00:22:23,700 --> 00:22:27,320 +في الاول + +217 +00:22:27,320 --> 00:22:29,740 +نوع اللى هو uniform + +218 +00:22:34,380 --> 00:22:38,600 +motion يعني ايش يعني form motion؟ انا عندي camp + +219 +00:22:38,600 --> 00:22:44,580 +camp of follower ال camp اللي فيه مرحلات مرحل صعود + +220 +00:22:44,580 --> 00:22:54,390 +و سكون و هبوطو سكون و بعدين برجع اكرر يعني بطلع بس + +221 +00:22:54,390 --> 00:22:58,350 +كل فترة مثلا انا مثلا في الكامشة بتاع ال .. ال + +222 +00:22:58,350 --> 00:23:05,490 +engine لما افتح ادخل الوقود بفتحلوش و بسكر اللي + +223 +00:23:05,490 --> 00:23:09,850 +بسرعة فلازل ضله فاتح لفترة عشان ادخل الوقود صح؟ + +224 +00:23:09,850 --> 00:23:16,070 +فانا بعمل risle بفتحه لفترة معينة يعني في سكون + +225 +00:23:16,070 --> 00:23:20,750 +مابيضال نفس الموقعبعدين بيصير هبوت و بسكر عليه و + +226 +00:23:20,750 --> 00:23:26,910 +بيضله مسكر سكون بعدين اش بكرر الدورة معناته في عند + +227 +00:23:26,910 --> 00:23:34,670 +الصعود سكون صعود صعود سكون هبوت سكون ففترة الصعود + +228 +00:23:34,670 --> 00:23:40,490 +عند ال rise بتطلع ب uniform velocityالسكون فش + +229 +00:23:40,490 --> 00:23:44,310 +لسرعة ما هي سكون وبعدين بنزل بيقول uniform plus + +230 +00:23:44,310 --> 00:23:53,910 +يعني عندي صعود سكون رجوع سكون وبعدين تتكرر الدورة + +231 +00:23:53,910 --> 00:24:00,790 +تتكرر هذه uniform motion طبعا هذه حالة theoretical + +232 +00:24:00,790 --> 00:24:04,630 +طبعا + +233 +00:24:04,630 --> 00:24:09,230 +في المنطقةهذه ما زالت سرعة منتظمة ال acceleration + +234 +00:24:09,230 --> 00:24:14,090 +مش هتكون الساوية ال zero و هنا zero zero و هنا + +235 +00:24:14,090 --> 00:24:21,210 +zero لكن عشان فجأة اخد سرعة بدى اغير السرعة بشكل + +236 +00:24:21,210 --> 00:24:23,950 +سريع جدا جدا يعني متكون ال acceleration هنقاش + +237 +00:24:23,950 --> 00:24:28,900 +infinity و هنا بدى أنزل فجأةمعناته تكون اكساليشن + +238 +00:24:28,900 --> 00:24:34,400 +infinity لتحت وهنا برضه بزوّب اتجاه المعاكس فجأه + +239 +00:24:34,400 --> 00:24:38,800 +هتكون infinity لتحت بعدين بقى أطلع في السرعة للسفر + +240 +00:24:38,800 --> 00:24:43,780 +بشكل فجأه معناته infinity التعديل عليه مافيش اسمه + +241 +00:24:43,780 --> 00:24:47,300 +infinity بيصير طبعا ممكن اعملها زيك بس اللي حاسسه + +242 +00:24:47,300 --> 00:24:52,700 +هيكون يطلع يصيربخبط الفلغار بيكون في المناطق هذه + +243 +00:24:52,700 --> 00:24:57,500 +بيصير يخبط على الكام صدمات بيصير عنده ففي المناطق + +244 +00:24:57,500 --> 00:25:01,720 +هذه شوية بيبدأش + +245 +00:25:01,720 --> 00:25:06,000 +فجأة بيبدأ بتسرع يعني بيبدأ السرعة تزيد شوية شوية + +246 +00:25:06,000 --> 00:25:11,120 +لحظة بيصير uniform و بعدين تنزل سكون بيزيد تجاه + +247 +00:25:11,120 --> 00:25:17,820 +المعاكس نفس السرعة سكون بعدين ايشتنزل السفر + +248 +00:25:17,820 --> 00:25:21,800 +..معناته في المناطق هذه ال acceleration is zero + +249 +00:25:21,800 --> 00:25:24,820 +لكن + +250 +00:25:24,820 --> 00:25:28,780 +هنا ال acceleration بتستخدم slope ده الخطة ده صح + +251 +00:25:28,780 --> 00:25:30,960 +اللي هو هذه acceleration .. acceleration .. + +252 +00:25:30,960 --> 00:25:34,220 +acceleration .. acceleration هذه uniform follower + +253 +00:25:34,220 --> 00:25:45,200 +moves و دي uniform velocity بتحرك بسرعة منتظرة لان + +254 +00:25:45,200 --> 00:25:46,560 +خلينا نشوف كيف ممكن نرسم + +255 +00:25:49,440 --> 00:25:56,680 +كامة بتحرك الفلور بإنفارم بلوستي نشوف المثال هذا a + +256 +00:25:56,680 --> 00:26:00,060 +cam is to give the following motion to a knife + +257 +00:26:00,060 --> 00:26:04,620 +edge follower كامة بتعطي الحركة التالية ل knife + +258 +00:26:04,620 --> 00:26:11,780 +edge follower out stroke during طبعا الكام الدورة + +259 +00:26:11,780 --> 00:26:19,170 +بتاعتها اكم درجة 360 دورة كاملةout stroke الصعود + +260 +00:26:19,170 --> 00:26:23,910 +هتكون تمثل ستين في المئة ستين درجة اول ستين درجة + +261 +00:26:23,910 --> 00:26:29,950 +هتكون ايش صعود تلاتين درجة تانية هضل السكون في وضع + +262 +00:26:29,950 --> 00:26:35,050 +الصعود بعدين النزول الهبوط الستين الدرجة يعني عند + +263 +00:26:35,050 --> 00:26:40,390 +ستين و تلاتين تسعين و ستين مية و خمسين بعدين تلات + +264 +00:26:40,390 --> 00:26:46,330 +مية و ستين نقص مية و خمسين هبتكون فترة السكون يعني + +265 +00:26:50,230 --> 00:26:58,470 +أول ستين درجة هكون طالع هتطبعا محور مثل زاوية + +266 +00:26:58,470 --> 00:27:04,630 +دوران الكام هتمثل ايش ال displacement لل floor + +267 +00:27:04,630 --> 00:27:10,770 +يعني هيطلع خلال ستين درجة بيطلع لأقصى ارتفاع + +268 +00:27:10,770 --> 00:27:19,200 +بيضلوا ساكن لمدة تلاتين درجةبعدين بستية درجة بهبط، + +269 +00:27:19,200 --> 00:27:23,160 +بنزل لأقل ارتفاع، بعدين بيضلوا عند أقل ارتفاع + +270 +00:27:23,160 --> 00:27:29,180 +للآخر، بعدين ايش؟ بكرر و هكذا هذا displacement + +271 +00:27:29,180 --> 00:27:33,680 +diagram هذا صعود، سكون، هبوط، سكون + +272 +00:27:39,100 --> 00:27:41,780 +the stroke of follower is اربعين ال stroke ال + +273 +00:27:41,780 --> 00:27:44,600 +short يعني من ال minimum location لل follower + +274 +00:27:44,600 --> 00:27:51,000 +للمaximum location اربعين مليون and minimum radius + +275 +00:27:51,000 --> 00:27:58,280 +of the cow هو ال base circle خمسين ال base circle + +276 +00:27:58,280 --> 00:28:04,440 +نحكي ال stroke بساوي + +277 +00:28:04,440 --> 00:28:18,040 +اربعينملي ميتر وال base circle اللي + +278 +00:28:18,040 --> 00:28:19,900 +هو اش نص القطر R خمسين + +279 +00:28:28,370 --> 00:28:30,910 +the follower moves with uniform velocity during + +280 +00:28:30,910 --> 00:28:35,090 +both outstroke and return stroke هو طالع بتحرك ب + +281 +00:28:35,090 --> 00:28:39,230 +uniform velocity هو نازل بنزل ب uniform velocity + +282 +00:28:39,230 --> 00:28:43,430 +draw the profile of the cam ارسم profile للكام + +283 +00:28:43,430 --> 00:28:47,730 +when the axis of the follower passes through the + +284 +00:28:47,730 --> 00:28:53,470 +axis of the cam shaft انا هلخص العملية و بعدين + +285 +00:28:53,470 --> 00:28:54,910 +نرسمها على ال solid work + +286 +00:28:58,310 --> 00:29:01,110 +طبعا انا في الأول ال minimum circle اللي هي ال + +287 +00:29:01,110 --> 00:29:06,050 +base circle برسم ال base circle خمسين هذا محور + +288 +00:29:06,050 --> 00:29:10,370 +دوران الكامرة دورتها الكامرة تلت مية و ستين درجة + +289 +00:29:10,370 --> 00:29:20,530 +عند أول ستين درجة صعود ثلاثين سكون بعدين صعود هبوط + +290 +00:29:20,530 --> 00:29:27,660 +بعدين المتبقى هذا سكون عند وضع الهبوطلأن طالما + +291 +00:29:27,660 --> 00:29:35,160 +uniform velocity uniform velocity انا + +292 +00:29:35,160 --> 00:29:41,380 +هقسم الصعود لمراحل مثلا هقسم سفر واحد اتنين لست + +293 +00:29:41,380 --> 00:29:46,620 +مناقصت مراحل عشر + +294 +00:29:46,620 --> 00:29:51,600 +درجات مش ممكن اقسمه حد تاني اتناش او اتناش او زي + +295 +00:29:51,600 --> 00:29:57,000 +ما بده بس انا في الآخر هعمل care fitالان لأن هى + +296 +00:29:57,000 --> 00:30:02,520 +uniform فالاربعين يعني هتكون عندي هى تقسيم هى + +297 +00:30:02,520 --> 00:30:07,900 +واحدة هدى هتكون ضعف هدى صح هتلت ضعف ضعف الأولى + +298 +00:30:07,900 --> 00:30:13,780 +أربع ضعف خمس ضعف ستة ضعف يعني الأربعين على ستة انا + +299 +00:30:13,780 --> 00:30:18,220 +بتعملها تنين و أربعين عشان تقسم على ستة ماشي بس + +300 +00:30:18,220 --> 00:30:21,840 +للتسهيل خلي ال short عندي تنين و أربعين + +301 +00:30:27,290 --> 00:30:32,590 +خل الشوط اتنين و اربعين للتثير في الأرقام معناته + +302 +00:30:32,590 --> 00:30:40,430 +في كل عشر درجات بيطلع ستة ملي هي ستة و ستة اتناش و + +303 +00:30:40,430 --> 00:30:47,370 +ستة تمانتاش اربع و عشرين سبعة + +304 +00:30:47,370 --> 00:30:51,350 +سبعة اربعتاش + +305 +00:30:51,350 --> 00:30:54,230 +واحد و عشرين تمانين و عشرين خمس تلاتين اتنين و + +306 +00:30:54,230 --> 00:30:54,550 +اربعين + +307 +00:31:00,400 --> 00:31:05,860 +معناته الكام هروح اناقش هاي ال axis تعيش الفلور هو + +308 +00:31:05,860 --> 00:31:10,860 +sharp edge هعمل دوائر concentric مع ال base circle + +309 +00:31:10,860 --> 00:31:15,700 +الفرق بين كل دي او التانية سبعة مليا سبعة سبعة + +310 +00:31:15,700 --> 00:31:20,280 +سبعة سبعة بعدين اول ستين درجة اذا قسمت هذه واحد + +311 +00:31:20,280 --> 00:31:23,140 +اتنين تلاتة اربعة خمسة ستة معناته اذا اعمل واحد + +312 +00:31:23,140 --> 00:31:27,440 +اتنين تلاتة اربعة خمسة ستة ستين درجة وامد خطوط + +313 +00:31:27,440 --> 00:31:33,280 +تقاطع اول خطيعني أنا بدأت من هنا، هاي أول نقطة، + +314 +00:31:33,280 --> 00:31:37,880 +هاي النقطة التانية، هاي النقطة التالتة، هاي النقطة + +315 +00:31:37,880 --> 00:31:42,720 +الرابعة، هاي النقطة الخامسة، هاي النقطة السادسة، + +316 +00:31:42,720 --> 00:31:44,880 +هاي النقطة السابعة، هاي النقطة السادسة، هاي النقطة + +317 +00:31:44,880 --> 00:31:44,880 +السابعة، هاي النقطة السادسة، هاي النقطة السابعة، + +318 +00:31:44,880 --> 00:31:46,500 +هاي النقطة السادسة، هاي النقطة السابعة، هاي النقطة + +319 +00:31:46,500 --> 00:31:50,080 +السادسة، هاي النقطة السابعة، هاي النقطة السادسة، + +320 +00:31:50,080 --> 00:31:51,600 +هاي النقطة السابعة، هاي النقطة السادسة، هاي النقطة + +321 +00:31:51,600 --> 00:31:53,620 +السادسة، هاي النقطة السابعة، هاي النقطة السادسة، + +322 +00:31:53,620 --> 00:31:59,980 +هاي النقطة السادسة، هاي النقطة السهذا fill it well + +323 +00:31:59,980 --> 00:32:08,820 +لإن هيبدأ ينزل برضه هقسم ست + +324 +00:32:08,820 --> 00:32:13,400 +ناطق واحد اتنتين تلاتة اربعة خمسة ستة مانتوا كان + +325 +00:32:13,400 --> 00:32:19,280 +اتنين واربعين خمسة و تلاتين تمانية و عشرين واحد و + +326 +00:32:19,280 --> 00:32:22,320 +عشرين اربع تاش سبعة صفر + +327 +00:32:27,990 --> 00:32:36,290 +فهتكون هذه بداية الهبوط zero هنا نزل سبعة سارة كام + +328 +00:32:36,290 --> 00:32:44,070 +خمس و تلاتين تبانية و عشرين واحد و عشرين اربعتاش + +329 +00:32:44,070 --> 00:32:50,330 +سبعة سفر بعدين الدول هيظلوا نفس الدرامة هاي ال + +330 +00:32:50,330 --> 00:32:52,130 +camp profile هذا هو ال camp + +331 +00:32:57,900 --> 00:33:03,740 +الـ cam profile الـ cam هذه الشكله بيعطيني ال + +332 +00:33:03,740 --> 00:33:08,120 +motion لل follower هنشوف كيف نرسمها + +333 +00:33:14,670 --> 00:33:17,830 +أنا وفقك في سنة واحدة في السنة واحدة واحدة واحدة + +334 +00:33:17,830 --> 00:33:21,250 +واحدة واحدة واحدة واحدة واحدة + +335 +00:33:55,230 --> 00:34:01,450 +خلنا نبدأ sketch على ال top view هبدأ + +336 +00:34:01,450 --> 00:34:11,450 +من ال base circle صح؟ هرسم دائرة ال + +337 +00:34:11,450 --> 00:34:15,890 +radius ساعة خمسين يعني القطر اقى كم؟ مية + +338 +00:34:20,180 --> 00:34:24,680 +و بعدين هبدأ اقسم انا + +339 +00:34:24,680 --> 00:34:38,940 +عندى هنا هكون عندى line خليني + +340 +00:34:38,940 --> 00:34:40,260 +احكي for construction + +341 +00:34:58,220 --> 00:35:03,700 +طيب هبدأ من هنا هبدأ يطلع طلوع على فرض ال cam + +342 +00:35:03,700 --> 00:35:08,380 +بتدور counter clockwise او لأ هتكون دور clockwise + +343 +00:35:08,380 --> 00:35:14,040 +في الحالة ده عشان يطلع لازم ندور clockwise وانا + +344 +00:35:14,040 --> 00:35:18,640 +تحلفا الخط هذا هعمله اللي هو circular pattern + +345 +00:35:30,860 --> 00:35:41,520 +هاخد الدائرة هذا المركز طيب + +346 +00:35:41,520 --> 00:35:51,700 +هاخد الخطه ده في الأول بعدين المركز انا + +347 +00:35:51,700 --> 00:35:55,800 +بدي اكم سبعة + +348 +00:35:55,800 --> 00:36:04,270 +هي يعني عشان تكون عندى سبعةالـ total angle ستين + +349 +00:36:04,270 --> 00:36:12,390 +ستين ستين + +350 +00:36:12,390 --> 00:36:12,390 +ستين ستين ستين ستين ستين ستين ستين ستين ستين ستين + +351 +00:36:12,390 --> 00:36:12,390 +ستين ستين ستين ستين ستين ستين ستين ستين ستين ستين + +352 +00:36:12,390 --> 00:36:12,510 +ستين ستين ستين ستين ستين ستين ستين ستين ستين ستين + +353 +00:36:12,510 --> 00:36:15,530 +ستين ستين ستين ستين ستين ستين ستين ستين ستين ستين + +354 +00:36:15,530 --> 00:36:17,250 +ستين ستين ستين ستين ستين ستين ستين ستين ستين ستين + +355 +00:36:17,250 --> 00:36:17,250 +ستين ستين ستين ستين ستين ستين ستين ستين ستين ستين + +356 +00:36:17,250 --> 00:36:30,270 +ستين ستين ستين ستين ستين ستين ستين ستين ستين ستين + +357 +00:36:30,270 --> 00:36:30,270 +س + +358 +00:36:35,760 --> 00:36:59,640 +I don't know + +359 +00:37:16,750 --> 00:37:25,650 +ليش مابعملش هذا؟ غريب يعني + +360 +00:37:25,650 --> 00:37:31,610 +طيب + +361 +00:37:31,610 --> 00:37:44,810 +أنا هخليه خط عادي محتمل هذا السبب طيب + +362 +00:37:54,600 --> 00:37:56,480 +هعمل circle pattern + +363 +00:38:19,520 --> 00:38:24,340 +يظن يا دكتور هو بخيار أولا بياخدش بياخدش مثلا + +364 +00:38:24,340 --> 00:38:28,940 +بياخد نقطة بنفع تانية يعني بتنفع تاخد النقطة أو شو + +365 +00:38:28,940 --> 00:38:33,120 +اسمه يعني بيصير يعنى سبعة + +366 +00:38:33,120 --> 00:38:43,840 +عندي هنا ستين وعندي نعكس okay فيبدو هو مافهمش ال + +367 +00:38:43,840 --> 00:38:47,520 +center line هي السبب طيب + +368 +00:38:50,810 --> 00:38:54,690 +بعد ذلك هكون عندي تلاتين درجة برضه هعمل secular + +369 +00:38:54,690 --> 00:39:06,590 +pattern هاخد + +370 +00:39:06,590 --> 00:39:14,410 +الخط هذا هحكي h اتنين والزاوية + +371 +00:39:14,410 --> 00:39:22,390 +تلاتين وعكس الاتجاهمعنى ستين و تلاتين تسعى معناته + +372 +00:39:22,390 --> 00:39:30,990 +الشغل صح لحد تلان okay بعدين ستين هاخد هذه ست خطوط + +373 +00:40:05,220 --> 00:40:09,200 +طيب نحكي اللي هو circular pattern + +374 +00:40:14,440 --> 00:40:23,060 +أنا هختار الخط هذا هكون عندي سبعة و الزاوية ستين + +375 +00:40:23,060 --> 00:40:32,460 +العكس للاتجاه هيك مظبوط طيب + +376 +00:40:32,460 --> 00:40:38,040 +لسه الدوائر هعمل offset سبعة ملي صح + +377 +00:40:43,260 --> 00:40:55,000 +offset سبعة هختار ايش الخط هذا هاي + +378 +00:40:55,000 --> 00:40:59,800 +okay يعني + +379 +00:40:59,800 --> 00:41:03,200 +offset + +380 +00:41:03,200 --> 00:41:10,320 +الخط + +381 +00:41:10,320 --> 00:41:10,560 +هذا + +382 +00:41:13,600 --> 00:41:17,440 +selection by direction base geometry offset + +383 +00:41:17,440 --> 00:41:24,780 +geometry طيب ال + +384 +00:41:24,780 --> 00:41:37,880 +offset ايه ال offset صار اربتاش انه صح بعدين + +385 +00:41:37,880 --> 00:41:42,260 +offset تمانية + +386 +00:41:42,260 --> 00:41:53,470 +و عشرينبعدين offset خمسة و تلاتين بعدين + +387 +00:41:53,470 --> 00:41:59,250 +offset اتنين + +388 +00:41:59,250 --> 00:42:03,930 +و اربعين مش + +389 +00:42:03,930 --> 00:42:08,210 +مشكلة بنمدها نحكي extend مش كلها هنمدها احنا + +390 +00:42:08,210 --> 00:42:16,830 +extend هنمد الخط هذاو الخط هذا و هذا همده كمان + +391 +00:42:16,830 --> 00:42:25,650 +شوية بس و بعدين الخط هذا همده همده كمان و هذا همده + +392 +00:42:25,650 --> 00:42:33,950 +شوية و الباقي فشل ده على مدهم صح؟ مش لازم نجسرها؟ + +393 +00:42:33,950 --> 00:42:37,690 +لأ مش ده هتجسر ممكن تعمل trim إذا بدك يعني إذا كان + +394 +00:42:37,690 --> 00:42:38,710 +تريح عليك + +395 +00:42:43,130 --> 00:42:48,030 +تعمل ال trim نبدأ من أول واحد عنده هنا هذ سفر + +396 +00:42:48,030 --> 00:42:54,070 +بعدين هتشيل هذ مظبوط + +397 +00:42:54,070 --> 00:43:08,930 +بعدين هذ بعدين هذ بعدين هذ صح طيب أنا أحب أن أنظف + +398 +00:43:08,930 --> 00:43:16,190 +هذ الوابل خلنا نشيل هذو هذه و + +399 +00:43:16,190 --> 00:43:24,810 +هذا الخط هى delete بعدين + +400 +00:43:24,810 --> 00:43:30,390 +ال trim انا هنزل الزول هى + +401 +00:43:30,390 --> 00:43:37,710 +اول واحد هى التانى بدى انا اشيل هى هذه و هذه صح + +402 +00:43:42,340 --> 00:43:50,880 +يعني هيك صح بعدين هشيل هذه ال trim هشيل + +403 +00:43:50,880 --> 00:43:57,160 +هذه صح + +404 +00:43:57,160 --> 00:43:59,120 +بعدين + +405 +00:44:21,350 --> 00:44:27,750 +طيب هنعمل trim بالمرة لل .. trim للبداية + +406 +00:44:27,750 --> 00:44:36,130 +هيك + +407 +00:44:36,130 --> 00:44:40,550 +صح مظبوط؟ بعدين خلنا نمسح حاجة ده + +408 +00:44:45,470 --> 00:45:06,610 +بعدين هعمل إيه إيش؟ spline عندي بعدين + +409 +00:45:06,610 --> 00:45:07,830 +أعمل spline على الجهة التانية + +410 +00:45:14,090 --> 00:45:34,250 +أنا بنزل حاليا بعدين + +411 +00:45:34,250 --> 00:45:41,230 +هبدأ عملية ash ال trim يعني خلينا نحكي كل هذا + +412 +00:45:46,890 --> 00:45:58,470 +ولوش لازمة .. و بعدين .. نمشي هيك .. + +413 +00:46:24,980 --> 00:46:33,320 +خلاص خليني اناسح اه هم خربلي حاجات المفروض عملتها + +414 +00:46:33,320 --> 00:46:36,480 +construction انا مش مشكلة طيب + +415 +00:47:13,550 --> 00:47:19,090 +خلّيني أرسم دائرة اللي هي الشافت أعتبر هو إيه + +416 +00:47:19,090 --> 00:47:29,970 +الشهادة الشافت خلّيني أحط قطره مثلا اربعين + +417 +00:47:29,970 --> 00:47:34,850 +مثلا خلّيني + +418 +00:47:34,850 --> 00:47:40,330 +هذا الخط أمسحه هذا الخط أمسحه + +419 +00:47:44,090 --> 00:47:57,410 +هو ممكن اعمله Extruded Boss هاي عشرين مثلا اه + +420 +00:47:57,410 --> 00:48:05,770 +هادى القطرة هي دائرة هادى، دائرة ما هي ثابتة، + +421 +00:48:05,770 --> 00:48:08,250 +دائرة القطرة هيش في الفترة اللي هينقل، دائرة + +422 +00:48:08,250 --> 00:48:15,450 +القطرة بتغيربتغيرش و في الأوطى نقطة القطر ثابت + +423 +00:48:15,450 --> 00:48:20,690 +برضه لاحظ طبعا هذه فيها مشكلة لأن uniform velocity + +424 +00:48:20,690 --> 00:48:27,770 +بيكون في sudden change يعني هذه في المناطق الحواف + +425 +00:48:27,770 --> 00:48:33,350 +الحادة هذه بيصير تغير في ال acceleration مفاجأة + +426 +00:48:33,350 --> 00:48:36,230 +انا ممكن اعملها بدون مرجع لل graph بتاع ال + +427 +00:48:36,230 --> 00:48:41,290 +velocity اعملها fillet مثلا اروح اعمل filletفي + +428 +00:48:41,290 --> 00:48:50,030 +الحواف الحد هذه عندي حفة ماعرفش ايش انا أسويها هذه + +429 +00:48:50,030 --> 00:48:59,550 +حفة عندي fillet + +430 +00:48:59,550 --> 00:49:06,770 +هذه + +431 +00:49:06,770 --> 00:49:08,170 +تعديل على ال design بتاعها + +432 +00:49:15,130 --> 00:49:23,550 +خلنا نعمل preview وماشي + +433 +00:49:23,550 --> 00:49:26,570 +فصارت + +434 +00:49:26,570 --> 00:49:30,790 +هيك شكل ال cam اللي هو ال curve اللي كان جانبها دي + +435 +00:49:30,790 --> 00:49:36,410 +صار تعديل معناته بيصير sudden change بيصير تغير + +436 +00:49:36,410 --> 00:49:43,130 +سريع كتير بس مش فجاية هذا اللي هو uniform velocity + +437 +00:49:45,440 --> 00:49:50,060 +هنعملها save as + +438 +00:49:50,060 --> 00:49:55,420 +example + +439 +00:50:18,940 --> 00:50:23,880 +هك عملنا cam بناء على معرفتنا لنوع حركة ال + +440 +00:50:23,880 --> 00:50:28,160 +follower طيب + +441 +00:50:28,160 --> 00:50:34,180 +هذا المطلوب الأول مطلوب التاني بيه + +442 +00:50:34,180 --> 00:50:41,500 +بدنا نصمم cam بس ال follower محوره مرش في محور + +443 +00:50:41,500 --> 00:50:44,940 +دوران ال cam في offset عشرين ملي + +444 +00:50:51,830 --> 00:51:02,130 +لأن في نقطة البداية أول إشي خلّين نشوف ال .. + +445 +00:51:02,130 --> 00:51:07,910 +في حالة ال offset احنا هاي محور هذا محور .. محور + +446 +00:51:07,910 --> 00:51:16,450 +إيش ال follower وهذا مركز ال cam نسافة عشرين من .. + +447 +00:51:16,450 --> 00:51:22,930 +عشرين مليت بين محور ال cam ومحورالـ follower + +448 +00:51:22,930 --> 00:51:26,150 +لاحظوا في البداية لما بدأ في بداية الصعود عند ال + +449 +00:51:26,150 --> 00:51:29,730 +zero كان المحور بتاع ال follower tangent لل offset + +450 +00:51:29,730 --> 00:51:38,970 +circle صح؟ معناته دايما .. دايما لازم يكون محور ال + +451 +00:51:38,970 --> 00:51:43,830 +follower tangent لل offset circle لازم يكون دايما + +452 +00:51:44,560 --> 00:51:49,020 +Tangent لل offset circle هاي فكرة الرسم فانا اللي + +453 +00:51:49,020 --> 00:51:55,880 +هسويه طبعا ال cam هاي محور دوران ال cam طبعا بمد + +454 +00:51:55,880 --> 00:52:05,300 +خط من مركز ال cam لأول نقطة واضح؟ + +455 +00:52:06,620 --> 00:52:14,340 +الان بعدين هعمل ستين درجة هي الصعود تلاتين سكون + +456 +00:52:14,340 --> 00:52:20,220 +ستين صعود والباقي هبوط طبعا عشان اجيب الان احنا + +457 +00:52:20,220 --> 00:52:24,380 +حكينا الان هذه ال city هقسمها ست أقسام يعني هعمل + +458 +00:52:24,380 --> 00:52:30,020 +ست أقسام ومن + +459 +00:52:30,020 --> 00:52:37,550 +تقاطع ال base circleتطلع طبعا ال base circle بأرسم + +460 +00:52:37,550 --> 00:52:41,970 +tangent يعني أطلع مثلا أول عشرة درجة أعمل خط من + +461 +00:52:41,970 --> 00:52:48,130 +هنا إلى هنا أرسم tangent لل offset circle عند هي + +462 +00:52:48,130 --> 00:52:52,730 +عشرة هي عشرين هي زاوية عشرين درجة أعمل tangent لل + +463 +00:52:52,730 --> 00:53:02,010 +offset circle و هكذا خلّيني أشوف كيف نعملها نحكي + +464 +00:53:02,010 --> 00:53:02,370 +new + +465 +00:53:11,530 --> 00:53:15,970 +عنها ال top view نعمل sketch عليه نرسم ال base + +466 +00:53:15,970 --> 00:53:26,670 +circle بتاعتنا ال + +467 +00:53:26,670 --> 00:53:37,870 +base circle اكم كتر تاعة مية و ال offset circle ال + +468 +00:53:37,870 --> 00:53:38,630 +offset circle + +469 +00:53:43,700 --> 00:53:45,980 +ال radius بتاعها ال offset هو عشرين معناته ده + +470 +00:53:45,980 --> 00:53:54,100 +هتكون اكم اربعين هو + +471 +00:53:54,100 --> 00:53:56,400 +بيحكي ال offset هاي .. هاي .. هاي .. هاي محور + +472 +00:53:56,400 --> 00:53:59,360 +الكام و هاي محوره ما زالت offset عشرين معناته اللي + +473 +00:53:59,360 --> 00:54:09,260 +ده هتكون اربعين طيب الان + +474 +00:54:09,260 --> 00:54:14,920 +خلينا نكمل الدوائر هعمل مجموعة من الدوائرأسرع من + +475 +00:54:14,920 --> 00:54:23,580 +ال offset احنا احنا + +476 +00:54:23,580 --> 00:54:29,140 +صار عندنا كم؟ اربعتاش واحد + +477 +00:54:29,140 --> 00:54:33,320 +و عشرين تمانية + +478 +00:54:33,320 --> 00:54:37,500 +و عشرين خمسة + +479 +00:54:37,500 --> 00:54:41,800 +و تلاتين اتنين + +480 +00:54:41,800 --> 00:54:42,300 +و اربعين + +481 +00:54:45,780 --> 00:54:48,720 +طيب smart dimension احنا اول واحدة كام عندنا + +482 +00:54:48,720 --> 00:54:54,480 +اربعين التانية مية اول واحدة مية معناته التانية + +483 +00:54:54,480 --> 00:54:59,140 +مية + +484 +00:54:59,140 --> 00:55:04,640 +واربعتاش صح مية + +485 +00:55:04,640 --> 00:55:11,980 +واربعتاش طيب اللي بعدها اللي هي هذه صح + +486 +00:55:15,280 --> 00:55:22,820 +مية و تمانية و عشرين اللي + +487 +00:55:22,820 --> 00:55:31,000 +بعدها مية + +488 +00:55:31,000 --> 00:55:35,620 +و اتنين و اربعين و + +489 +00:55:35,620 --> 00:55:41,480 +بعدين هذه مية + +490 +00:55:41,480 --> 00:55:43,900 +و ستة و خمسين + +491 +00:55:47,500 --> 00:55:55,580 +بعدين مية و سبعين بعدين + +492 +00:55:55,580 --> 00:55:59,180 +مية + +493 +00:55:59,180 --> 00:56:08,760 +و أربعة و تمانين خلصنا من ياش من الدواير دي انا + +494 +00:56:08,760 --> 00:56:16,860 +هنرسم محور ياشمحور البداية لل follower هنرسم خط + +495 +00:56:16,860 --> 00:56:28,320 +هيجيه من ال offset circle هطلع ياش هطلع + +496 +00:56:28,320 --> 00:56:33,440 +ياش عمودي معناته + +497 +00:56:33,440 --> 00:56:35,720 +أول بداية + +498 +00:56:37,300 --> 00:56:40,920 +أول خليني اعمل trim عشان انا ماحسيت ان اتخرب عشان + +499 +00:56:40,920 --> 00:56:57,280 +الدنيا هريت عنده trim هذه + +500 +00:56:57,280 --> 00:57:03,940 +أول نقطة بداية لقياش لل follower هرسم خط من مركز + +501 +00:57:03,940 --> 00:57:04,380 +ال cam + +502 +00:57:08,420 --> 00:57:15,220 +هنقطة البداية بعدين هذا الخط هلفه ستين درجة مع + +503 +00:57:15,220 --> 00:57:21,500 +التقسيمة بتاعتنا يعني هعمل سبعة هنعمل اللي هو ال + +504 +00:57:21,500 --> 00:57:25,440 +circular pattern اللي + +505 +00:57:25,440 --> 00:57:33,600 +هو اختاره لحاله سبعة والزاوية ستين + +506 +00:57:36,620 --> 00:57:42,520 +زاوية ستين و نعكس الاتجاه هذه أول ستين درجة، + +507 +00:57:42,520 --> 00:57:46,680 +مظبوط؟ بعدين + +508 +00:57:46,680 --> 00:57:54,900 +عندي تلاتين درجة، صح؟ عندي تلاتين + +509 +00:57:54,900 --> 00:57:59,320 +درجة انا هاختار .. بس هو اختار الخط .. مالديش الخط + +510 +00:57:59,320 --> 00:58:08,540 +هذا انا؟ هاختار الخط هذا، صح؟هتكون اتنين و الزاوية + +511 +00:58:08,540 --> 00:58:16,940 +ايش تلاتين و نعكس للاتجاه هاي عملنا السكون التاني + +512 +00:58:16,940 --> 00:58:26,000 +بعدين هعمل كمان بده اختار عشان ما يخربشش هاي هعمله + +513 +00:58:26,000 --> 00:58:31,860 +circular هعمله تنتين سبعة + +514 +00:58:35,040 --> 00:58:54,860 +والزاوية ستين عكس الاتجاه هي كمين في المية طيب + +515 +00:58:54,860 --> 00:59:02,100 +من النقطة هذه هعمل tangent للدارة هذه هعمل line من + +516 +00:59:02,100 --> 00:59:09,690 +النقطة هذهو tangent هو + +517 +00:59:09,690 --> 00:59:17,130 +عملها tangent صح عملها tangent خلاص بس ايش اللي + +518 +00:59:17,130 --> 00:59:24,430 +بيصير عندي همد هذه للخط هذا الخط هذا هعمله extend + +519 +00:59:24,430 --> 00:59:30,930 +طيب + +520 +00:59:30,930 --> 00:59:33,450 +و بعدين هرسم خط + +521 +00:59:36,010 --> 00:59:45,290 +حرسم خط من هنا و ال tangent control + +522 +00:59:45,290 --> 00:59:53,510 +z ما زبطوهاش ممكن اعمله يعني احطله احطله لأ يعني + +523 +00:59:53,510 --> 01:00:00,460 +من الخصائص بتاعته طيب خلينا احطهم كلهمبدي أمسح + +524 +01:00:00,460 --> 01:00:05,460 +كلها دا Ctrl Z Ctrl Z Ctrl Z بعدين أتأكد كلهم + +525 +01:00:05,460 --> 01:00:18,200 +tangent طيب هذه الخط من هنا هي واحد بعدين + +526 +01:00:18,200 --> 01:00:19,020 +خط + +527 +01:00:47,730 --> 01:00:49,090 +هذا عالق بسيط + +528 +01:01:11,570 --> 01:01:17,290 +ماشى خلّيني أضبط هدول عند هذه الخط هذا مع الدائرة + +529 +01:01:17,290 --> 01:01:24,690 +هذه خليهم ايه اش tangent طيب + +530 +01:01:24,690 --> 01:01:31,630 +و الخط هذا مع الدائرة هي tangent + +531 +01:01:36,590 --> 01:01:42,710 +طيب بعدين الخط اللي + +532 +01:01:42,710 --> 01:01:46,350 +احنا عملنا تنين واحد تنين التالت عملناها لسه صح + +533 +01:01:46,350 --> 01:01:57,550 +اللي هو الخط هذا مع الدقرة هذه tangent بعدين + +534 +01:01:57,550 --> 01:02:00,450 +الخط هذا مع الدقرة هذه + +535 +01:02:03,910 --> 01:02:16,270 +tangent بعدين الخط هذا هاي + +536 +01:02:16,270 --> 01:02:26,090 +tangent بعدين هذا مع الدقرة هذه المشكلة + +537 +01:02:26,090 --> 01:02:30,670 +الخط هنا بتبدي انا اه + +538 +01:02:32,140 --> 01:02:42,120 +التانجنت هيك خلصنا صح؟ ماشي هاي نقطة البداية همد + +539 +01:02:42,120 --> 01:02:52,700 +هعمل extend ه extend همد الخط هذا وهذا + +540 +01:02:52,700 --> 01:02:59,100 +للتاني + +541 +01:02:59,100 --> 01:03:06,840 +صح؟و هذا للتالت و + +542 +01:03:06,840 --> 01:03:14,160 +هذا للرابع طيب + +543 +01:03:14,160 --> 01:03:15,580 +هذا للخامس + +544 +01:03:30,590 --> 01:03:37,770 +ليش مش رادي امسك؟ + +545 +01:03:37,770 --> 01:03:51,590 +خلاص اه؟ ايه اللي هو هذا؟ هيك + +546 +01:03:51,590 --> 01:04:00,650 +خلصنا خليني نكمل نرسم ايه اش ال ال splineمن هذه + +547 +01:04:00,650 --> 01:04:20,110 +النقطة لهذه هاي + +548 +01:04:20,110 --> 01:04:29,390 +إيش عملنا أول spline طيب الآن ال + +549 +01:04:29,390 --> 01:04:29,710 +إيش + +550 +01:04:39,990 --> 01:04:44,510 +ممكن تعمل نص التلاتين و تعمل mirror للخطوط بس هذه + +551 +01:04:44,510 --> 01:04:52,930 +و تختصر الشغل يعني ممكن اعمل انا هنا اعمل + +552 +01:04:52,930 --> 01:04:53,870 +rotate + +553 +01:04:58,900 --> 01:05:02,140 +المشكلة الكتابة الصغيرة انا بتعبانا لكتابة الصغيرة + +554 +01:05:02,140 --> 01:05:08,020 +هوين ال rotate اللي هي rotate + +555 +01:05:08,020 --> 01:05:17,360 +هعمل rotation لهذه مثلا لهذه ال center of rotation + +556 +01:05:17,360 --> 01:05:24,480 +اللي هو النقطة هذه والزاوية خمس تاش + +557 +01:05:35,670 --> 01:05:42,330 +لأ مش خمس أستاش Ctrl Z المفروض خمس أستاش أه صح لأ + +558 +01:05:42,330 --> 01:05:47,930 +صح هيك صح مظبوط rotate أنا فكرت طبقت عليها rotate + +559 +01:05:47,930 --> 01:05:52,950 +الخط هذا حوالين ال center هذا + +560 +01:05:58,630 --> 01:06:08,630 +الزاوية خمس عشر فيش + +561 +01:06:08,630 --> 01:06:12,950 +غلط مش عارف شو هو اللحظة شوية فيش غلط خلنا أقيص + +562 +01:06:12,950 --> 01:06:17,250 +الزاوية evaluate أتأكد أنه سافر بين هذه الخط + +563 +01:06:26,060 --> 01:06:30,540 +لأ لأ فى غلط هى اللى عندى .. خلنا نحكى ال sketch + +564 +01:06:30,540 --> 01:06:34,800 +smart dimension ده شوف من الخط هذا و الخط هذا + +565 +01:06:34,800 --> 01:06:38,960 +تلاتين + +566 +01:06:38,960 --> 01:06:46,260 +طيب أنا حاليا دايما عندك تحايل على البرنامج هى + +567 +01:06:46,260 --> 01:06:54,600 +عندى ال circular هى هذا اللى + +568 +01:06:54,600 --> 01:06:55,320 +عندى اتنين + +569 +01:06:59,320 --> 01:07:07,080 +والزاوية خمستاشر شوف نعكس هيك صح ماندك تعمل mirror + +570 +01:07:07,080 --> 01:07:14,540 +اللي هو ماندك تعمل mirror entities خلنا + +571 +01:07:14,540 --> 01:07:22,520 +نعمل skip لان انا بختار mirror entities yes اللي + +572 +01:07:22,520 --> 01:07:25,580 +انا بده انا بحب اختار دايما المراي هي المراي + +573 +01:07:25,580 --> 01:07:29,260 +بتاعتىبظبط بعدين اختار الشغلة بتبدي انا اعمل هاي + +574 +01:07:29,260 --> 01:07:40,840 +هادا و هادا و هادا و هادا و هادا و هادا بتدعي ايش + +575 +01:07:40,840 --> 01:07:48,300 +اسوي فيها ليش بظبطش + +576 +01:07:48,300 --> 01:07:50,400 +عارف ليش عشان ال offset + +577 +01:07:53,450 --> 01:07:59,390 +بدك تعملاش مش هتظبط عشان ال offset عندك ما هي يعني + +578 +01:07:59,390 --> 01:08:04,530 +مش مرايا هي offset و فيه tangency يعني الشكلة كانت + +579 +01:08:04,530 --> 01:08:13,050 +مبينة كأنها بتظبط هنحلغ الخط هذا هرسم + +580 +01:08:13,050 --> 01:08:18,350 +tangent خطوط هرسم + +581 +01:08:18,350 --> 01:08:19,670 +خط من هنا + +582 +01:08:28,120 --> 01:08:31,420 +مش مشكلة بدي أكون أرسم و أبقى ريحية + +583 +01:09:25,530 --> 01:09:34,470 +طيب هذا أول واحد صح ؟مع الدائرة هذه هي + +584 +01:09:34,470 --> 01:09:42,170 +tangent بعدين + +585 +01:09:42,170 --> 01:09:54,330 +الخط هذا مع الدائرة هذه هي tangent بعدين + +586 +01:09:54,330 --> 01:09:57,750 +نعم + +587 +01:09:58,190 --> 01:10:02,250 +شكل التاني هنا tangent اه صحيح مابنزليه خليك حتشوف + +588 +01:10:02,250 --> 01:10:11,850 +كيف عندك هاي هذا مع هذه هاي tangent بعدين + +589 +01:10:11,850 --> 01:10:21,310 +هذا مع هذه tangent بعدين + +590 +01:10:21,310 --> 01:10:26,470 +هذا مع الدائرة هاي tangent + +591 +01:10:29,140 --> 01:10:42,340 +بعدين هذا مع الدائرة tangent بعدين هذا مع الدائرة + +592 +01:10:42,340 --> 01:10:51,260 +tangent طيب + +593 +01:10:51,260 --> 01:11:01,230 +Ctrl Z انا بده ان هو الخط هذامع الدائرة هذه انا + +594 +01:11:01,230 --> 01:11:09,010 +شاكل مختار اكتر مشتغل اذا كنت هاي ال tangent فاريش + +595 +01:11:09,010 --> 01:11:15,690 +ال sun بي crash فى اشي فى crash Ctrl Z خليني امسح + +596 +01:11:15,690 --> 01:11:23,290 +الخطة ده احسن اشي امسحه delete yes + +597 +01:11:26,460 --> 01:11:34,700 +ctrl Z هعمل + +598 +01:11:34,700 --> 01:11:42,340 +deletion بعد هرسم line من النقطة هذه للدائرة هذه + +599 +01:11:42,340 --> 01:11:45,980 +خليني + +600 +01:11:45,980 --> 01:11:52,160 +أتأكد هو شكل ال tangent يعني الخط هذا مع الدائرة + +601 +01:11:52,160 --> 01:12:03,100 +هذهtangent هيك مية في المية طيب دايما + +602 +01:12:03,100 --> 01:12:07,580 +في الصيانة الرسم لما تصير عندك غلط عشان مابتخربش + +603 +01:12:07,580 --> 01:12:13,680 +الدنيا ماتحاولش تعمل تصليح اخر خطوة لغيها و عيدها + +604 +01:12:13,680 --> 01:12:20,480 +تختصر عليك جهد كبير طيب احنا هاد هامد هاد هروح + +605 +01:12:20,480 --> 01:12:21,340 +نعمل extend + +606 +01:12:24,350 --> 01:12:30,570 +هذا للآخر همده صح؟ صح + +607 +01:12:30,570 --> 01:12:34,790 +طيب + +608 +01:12:34,790 --> 01:12:41,430 +طيب + +609 +01:12:41,430 --> 01:12:42,510 +بعدين + +610 +01:12:52,600 --> 01:13:03,060 +كمان واحدة صح بعدين خلاص + +611 +01:13:03,060 --> 01:13:10,240 +هيك مية في المية لأن هنعمل spline + +612 +01:13:34,460 --> 01:13:38,140 +محدوف اه مرسو كان مرة + +613 +01:14:14,820 --> 01:14:16,600 +طيب أنا بدي لها حد يعني صح؟ + +614 +01:14:35,360 --> 01:14:47,380 +هي من الطرف اتأكد هي دي رايحة اه؟ لأ موجودة لأ + +615 +01:14:47,380 --> 01:14:58,930 +موجودةخلص بعدين هذه لأ مش رايح شي عندك نمسح هدول + +616 +01:14:58,930 --> 01:15:11,810 +اه + +617 +01:15:11,810 --> 01:15:12,290 +طيب + +618 +01:15:53,060 --> 01:15:56,220 +طيب ايوة طيب اختارهم واحد واحد + +619 +01:16:02,010 --> 01:16:10,590 +مادناش يجي على الآخر اه صحيح + +620 +01:16:24,620 --> 01:16:39,780 +هو أسهلش الشغل التنظيف ايه + +621 +01:16:39,780 --> 01:16:39,840 +cash معناه؟ + +622 +01:16:54,740 --> 01:17:02,420 +خلصت ضايق الخط هذا يعني + +623 +01:17:02,420 --> 01:17:13,540 +خليني اعتبرها ده ايش ال shaft بتاعنا okay واضد + +624 +01:17:13,540 --> 01:17:20,380 +طلعت cam مختلفة خليني اعطيها اللون اوالي جيكو + +625 +01:17:20,380 --> 01:17:24,040 +التاني عليها okay file + +626 +01:17:26,660 --> 01:17:31,520 +مش مشكلة يعني .. يعني ممكن ألغى ال fillet هناك + +627 +01:17:31,520 --> 01:17:40,780 +عشان نشوف الفرق file save as اللي هي هتكون إيش بي + +628 +01:17:40,780 --> 01:17:49,320 +save خلنا نعمل assembly بده + +629 +01:17:49,320 --> 01:17:52,580 +أحطهم هي أول واحدة + +630 +01:17:55,520 --> 01:18:04,640 +ودحط التانية هنعمل + +631 +01:18:04,640 --> 01:18:12,580 +اللي هو mate خليني + +632 +01:18:12,580 --> 01:18:18,160 +اش هساوي اقدر أروح على الأصل هنا اللي هو A و بده + +633 +01:18:18,160 --> 01:18:24,620 +ألغى ال fillet كلها عشان هدف معينلغينا ال fillet + +634 +01:18:24,620 --> 01:18:35,240 +نروح ال .. هو هيحسنها اليتاه yes خلينا + +635 +01:18:35,240 --> 01:18:40,560 +نلف هذا شوية بس خلينا أولش نحط في هذا السطح mate + +636 +01:18:40,560 --> 01:18:49,860 +طيب + +637 +01:18:49,860 --> 01:19:03,260 +خلينا أحكي mate هذا الخطمع الخط هذا بيختلفوا + +638 +01:19:03,260 --> 01:19:09,000 +ولا نفس الأشياء؟ طبعا بيختلفوا هذا اللي هي offset + +639 +01:19:09,000 --> 01:19:17,560 +وهذا محور ال follower بيمر في محور الكام + +640 +01:19:23,610 --> 01:19:29,310 +لكن لاحظوا إيش اللي بتفقوا فيه السكون ما هو أكيد + +641 +01:19:29,310 --> 01:19:35,270 +مشترك السكون مشترك هنا لإنه بده مختلف طبعا هذا + +642 +01:19:35,270 --> 01:19:44,970 +السكون نفس هذا السكون لكن متجيب مع بعض طيب + +643 +01:19:44,970 --> 01:19:50,850 +أعطيكوا + +644 +01:19:50,850 --> 01:19:51,190 +العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/GIrNxOPiuT8.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/GIrNxOPiuT8.srt new file mode 100644 index 0000000000000000000000000000000000000000..78e3cec7cdf8320a8a667124fb677942afc1d373 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/GIrNxOPiuT8.srt @@ -0,0 +1,1992 @@ +1 +00:00:05,200 --> 00:00:07,980 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:07,980 --> 00:00:12,520 +وبركاته اليوم هنكمل في مادة نظرية الآلات المحاضرات + +3 +00:00:12,520 --> 00:00:17,420 +السابقة بدأنا نحكي عن ال gear trains نعمل مراجعة + +4 +00:00:17,420 --> 00:00:21,540 +للمحاضرة السابقة حكينا عن أنواع ال gear trains عند + +5 +00:00:21,540 --> 00:00:24,600 +ال simple gear train ال compound ال reverted و ال + +6 +00:00:24,600 --> 00:00:30,420 +epicycle train في حالة ال simple gear train كل شفت + +7 +00:00:30,420 --> 00:00:33,700 +بيكون عليه gear في حالة ال compound gear train + +8 +00:00:33,700 --> 00:00:38,880 +بيكون كل ال .. يعني .. يعني ال intermediate shaft + +9 +00:00:38,880 --> 00:00:42,540 +بيكون عليها أكثر من gear, irreverted gear train, + +10 +00:00:42,660 --> 00:00:46,200 +ال input gear و ال output gear اللي هو نفس المحور, + +11 +00:00:47,080 --> 00:00:52,020 +ال epicyclic gear train في بعض ال .. ال gears أو + +12 +00:00:52,020 --> 00:00:55,220 +الشافت اللي راكبة ال gears بتكون متحركة بالإضافة + +13 +00:00:55,220 --> 00:01:00,890 +لل gears عملنا .. خلينا نجمع الأمثلة على ال symbol + +14 +00:01:00,890 --> 00:01:08,250 +و ال compound و ال reverted a gear train اليوم + +15 +00:01:08,250 --> 00:01:19,250 +ال epicyclic gear train مبين عندي أنا هنا مبين + +16 +00:01:19,250 --> 00:01:33,900 +عندي جير a و فيه ذراع محمول عليه جير B الآن جير B مش + +17 +00:01:33,900 --> 00:01:39,800 +مع جير A لأن الذراع اللي هو من O واحدة واتنين + +18 +00:01:39,800 --> 00:01:45,700 +بيدور و هو بيدور برضه بيكونش الترس .. الترس B بيدور + +19 +00:01:45,700 --> 00:01:51,520 +هذا يسمى Epicyclic Gear Train معناته ال axis بتاع + +20 +00:01:51,520 --> 00:01:55,620 +الجير B ما هو قومي ثابت بتغير المحور تلعب الجير B + +21 +00:01:55,620 --> 00:01:59,960 +متغير لأن + +22 +00:01:59,960 --> 00:02:03,880 +في طريقتين لل analysis في طريقة استخدام جداول + +23 +00:02:03,880 --> 00:02:07,260 +tabular method وفي طريقة استخدام معادلات تسمى + +24 +00:02:07,260 --> 00:02:14,560 +algebraic method عشان + +25 +00:02:14,560 --> 00:02:17,620 +نبدأ ال analysis لو حكينا عدد الأسنان على الجير A + +26 +00:02:17,620 --> 00:02:20,500 +TA عدد الأسنان على الجير B TB + +27 +00:02:22,720 --> 00:02:26,940 +ونعتبر اتجاه دوران الموجب اللي هو بعكس عقارب + +28 +00:02:26,940 --> 00:02:33,400 +الساعة واتجاه دوران السالب باتجاه عقارب الساعة + +29 +00:02:33,400 --> 00:02:38,020 +الخطوة + +30 +00:02:38,020 --> 00:02:45,160 +ال tabular method ال + +31 +00:02:45,160 --> 00:02:49,140 +tabular method أول شيء يسوي شيء لأن في عندي عندي + +32 +00:02:49,140 --> 00:02:49,760 +ال arm + +33 +00:02:56,170 --> 00:03:00,330 +عندي جير A و + +34 +00:03:00,330 --> 00:03:07,850 +جير B بعمل + +35 +00:03:07,850 --> 00:03:16,870 +fix لل arm أول خطوة fix ال + +36 +00:03:16,870 --> 00:03:23,610 +arm و + +37 +00:03:23,610 --> 00:03:23,930 +rotate + +38 +00:03:28,420 --> 00:03:37,680 +rotate a plus x rpm عكس القرص يعني أنه هذا يصير + +39 +00:03:37,680 --> 00:03:44,200 +fixed بس هذا ترسين عاديات صح؟ إذا هذا دار x كان + +40 +00:03:44,200 --> 00:03:49,780 +سرعته x سرعة x هتكون b سرعته ايش يساوي؟ إذا هذا + +41 +00:03:49,780 --> 00:03:55,200 +fixed بيبقى ناط سرعته ايش هتكون؟ zero الـ A هيكون + +42 +00:03:55,200 --> 00:04:03,060 +plus X الـ B هيكون .. هيدور عكسه صح؟ هيكون minus X + +43 +00:04:03,060 --> 00:04:16,780 +في عدسنان A على عدسنان B بعدين add plus Y يعطيهم + +44 +00:04:16,780 --> 00:04:26,510 +إضافة plus Y to all هنا دي plus y هنا plus y هنا + +45 +00:04:26,510 --> 00:04:36,610 +plus y بعدين أجمع هيكون دي y x زائد y هنا y minus + +46 +00:04:36,610 --> 00:04:47,310 +x في TA على TB هذا هتكون ايش N ال arm هتكون مش + +47 +00:04:47,310 --> 00:05:00,110 +الساوية Y و N A سرعة الترس A هتكون X زي Y و N B + +48 +00:05:00,110 --> 00:05:03,270 +هتكون + +49 +00:05:03,270 --> 00:05:09,730 +Y minus X TA على + +50 +00:05:09,730 --> 00:05:14,170 +TB اللي + +51 +00:05:14,170 --> 00:05:14,810 +هو الجدول هذا + +52 +00:05:20,890 --> 00:05:28,450 +طريقة الجبرية هي relative speed NB NB + +53 +00:05:28,450 --> 00:05:40,430 +-NC NA-NC نشوف + +54 +00:05:40,430 --> 00:05:40,910 +مثال + +55 +00:05:56,210 --> 00:05:59,890 +in an epicyclic gear train, an arm carries two + +56 +00:05:59,890 --> 00:06:05,770 +gears, A and B, having thirty-six and forty-five + +57 +00:06:05,770 --> 00:06:15,670 +teeth عندي high gear high + +58 +00:06:15,670 --> 00:06:21,010 +gear و + +59 +00:06:21,010 --> 00:06:25,710 +high arm بينهم خلينا نسمي هذا A + +60 +00:06:28,800 --> 00:06:36,020 +B و ال arm C أن ال A epicyclic gear train and arm carries + +61 +00:06:36,020 --> 00:06:44,840 +two gears A and B يعطينا TA بالساوي + +62 +00:06:44,840 --> 00:06:56,020 +ستة وثلاثين و TB خمسة وأربعين سن if the arm rotates + +63 +00:06:56,020 --> 00:07:05,980 +at 150 rpm counter clockwise about + +64 +00:07:05,980 --> 00:07:11,760 +center + +65 +00:07:11,760 --> 00:07:19,580 +of gear A which + +66 +00:07:19,580 --> 00:07:22,360 +is fixed + +67 +00:07:28,970 --> 00:07:33,230 +if the arm rotates at 150 rpm about center of gear + +68 +00:07:33,230 --> 00:07:37,830 +A which لا ال gear A is fixed determine speed of + +69 +00:07:37,830 --> 00:07:46,730 +gear B بده N يعني N A بالساوي صفر و N C و N B + +70 +00:07:46,730 --> 00:07:50,910 +مطلوبة + +71 +00:07:50,910 --> 00:07:54,070 +هعمل جدول + +72 +00:08:04,750 --> 00:08:09,430 +هي a b + +73 +00:08:09,430 --> 00:08:12,690 +c + +74 +00:08:12,690 --> 00:08:27,590 +أول شيء هعمل fix fix ال R fix c rotate a at plus x + +75 +00:08:27,590 --> 00:08:31,130 +يعني + +76 +00:08:31,130 --> 00:08:37,930 +هذا هتكون plus x و C Fixed بيعني ايه صورته Zero + +77 +00:08:37,930 --> 00:08:49,370 +بيعني بيه هتكون minus X TA على TB Add + +78 +00:08:49,370 --> 00:08:56,470 +plus Y عندها + +79 +00:08:56,470 --> 00:08:58,970 +ال plus Y لا + +80 +00:09:04,500 --> 00:09:09,920 +لسه ما خلصتش أنا لسه اصبر شوية بخلصه plus y plus y + +81 +00:09:09,920 --> 00:09:22,860 +أجمع هكذا أندي x plus y و y minus x ta على tb و y + +82 +00:09:22,860 --> 00:09:26,240 +هذه + +83 +00:09:26,240 --> 00:09:38,810 +المجموع بيمثل ايه؟ سرعة A NA فكست صح؟ X زائد Y وهي + +84 +00:09:38,810 --> 00:09:43,230 +معادلة واحدة وهذه + +85 +00:09:43,230 --> 00:09:52,610 +NC اللي هي كم؟ مئة وخمسين ايش الساوي؟ Y معناته + +86 +00:09:52,610 --> 00:09:57,770 +عرفت ايش؟ Y معناته X ايش حتساوي؟ + +87 +00:10:08,440 --> 00:10:22,020 +N بي هتكون تساوي ال + +88 +00:10:22,020 --> 00:10:22,720 +Y عند 150 + +89 +00:10:25,660 --> 00:10:37,080 +ناقص x بقى على ناقص 150 صح في TA 36 + +90 +00:10:37,080 --> 00:10:40,560 +على + +91 +00:10:40,560 --> 00:10:48,780 +45 يعني على الخمسة عشر تلاتة على الخمسة عشر عشرة على + +92 +00:10:48,780 --> 00:10:52,880 +التلاتة واحد على التلاتة ايش اثنا عشر 120 زاد 150 + +93 +00:11:01,410 --> 00:11:07,850 +أربع يعني بيبقى + +94 +00:11:07,850 --> 00:11:11,610 +أي سؤال؟ شوف السؤال ثاني + +95 +00:11:33,210 --> 00:11:37,930 +in a reverted epicyclic gear train هذا epicyclic و + +96 +00:11:37,930 --> 00:11:42,130 +reverted يعني ال axis بتاع ال input و ال output + +97 +00:11:42,130 --> 00:11:50,450 +نفس ال axis مش نفس ال shaft arm + +98 +00:11:50,450 --> 00:11:55,950 +a هذا ال arm a carries + +99 +00:11:55,950 --> 00:12:00,070 +two gears B + +100 +00:12:00,070 --> 00:12:02,610 +and C هذا حامل B and C + +101 +00:12:08,860 --> 00:12:16,620 +and a compound gear دي ايه دي و ايه compound معناته + +102 +00:12:16,620 --> 00:12:24,780 +اللي هو نفس السرعة يعني N دي بيساوي N ايه N دي + +103 +00:12:24,780 --> 00:12:32,240 +بيساوي N ايه the + +104 +00:12:32,240 --> 00:12:42,700 +number of teeth on gears B, C and D are ماطينة T كم + +105 +00:12:42,700 --> 00:12:58,340 +ماطينيها خمسة وسبعين و T C ثلاثين و T D تسعين find + +106 +00:12:58,340 --> 00:13:03,720 +the speed and direction of gear C بده N C + +107 +00:13:11,810 --> 00:13:19,750 +when gear b is fixed, b fixed يعني Nb بالساوي + +108 +00:13:19,750 --> 00:13:28,270 +صفر and arm a makes one hundred rpm clockwise يعني + +109 +00:13:28,270 --> 00:13:36,130 +Na بالساوي سالب اتفقنا + +110 +00:13:36,130 --> 00:13:42,080 +clockwise سالب counter clockwise موجب هعمل الجدول + +111 +00:13:42,080 --> 00:13:54,340 +هعندي + +112 +00:13:54,340 --> 00:14:02,600 +طبعا ال R و ال truth A B C D E هعندي هاي A + +113 +00:14:13,160 --> 00:14:24,260 +A B C + +114 +00:14:24,260 --> 00:14:28,880 +D + +115 +00:14:28,880 --> 00:14:30,600 +A + +116 +00:14:42,360 --> 00:14:47,460 +أول شيء هعمل fix لل arm fix + +117 +00:14:47,460 --> 00:14:52,420 +arm + +118 +00:14:52,420 --> 00:15:01,680 +fix يعني هتكون السرعة ايه؟ zero خلينا + +119 +00:15:01,680 --> 00:15:07,120 +أدور ايه بي plus x rotate بي + +120 +00:15:15,350 --> 00:15:27,050 +at plus x B + +121 +00:15:27,050 --> 00:15:35,170 +drive A صح؟ B drive A معناه E مش هتكون ساوي + +122 +00:15:35,170 --> 00:15:42,030 +minus X TB على TA + +123 +00:15:45,120 --> 00:15:51,420 +و E نفس السرعة إذا D نفس السرعة إذا D نفس السرعة إذا D + +124 +00:15:51,420 --> 00:15:54,480 +نفس السرعة إذا D + +125 +00:15:54,480 --> 00:15:58,120 +نفس السرعة إذا D نفس السرعة إذا D نفس السرعة إذا D + +126 +00:15:58,120 --> 00:16:02,660 +نفس السرعة إذا D نفس السرعة إذا D نفس السرعة إذا D نفس + +127 +00:16:02,660 --> 00:16:02,700 +اذا D نفس السرعة إذا D نفس السرعة إذا D نفس السرعة إذا D + +128 +00:16:02,700 --> 00:16:02,760 +سرعة إذا D نفس السرعة إذا D نفس السرعة إذا D نفس السرعة + +129 +00:16:02,760 --> 00:16:02,820 +اذا D نفس السرعة إذا D نفس السرعة إذا D نفس السرعة إذا D + +130 +00:16:02,820 --> 00:16:09,000 +نفس السرعة إذا D نفس السرعة إذا D نفس السرعة إذا D نفس + +131 +00:16:09,000 --> 00:16:10,360 +سرعة ا + +132 +00:16:14,240 --> 00:16:41,000 +على TA هذا صورة D في TD على TC بعدين Add بعدين + +133 +00:16:41,000 --> 00:16:52,240 +أجمع هذا هتكون Y هنا X زائد Y هنا هتكون Y زائد XTB + +134 +00:16:52,240 --> 00:17:11,160 +على TE TD على TC Y minus XTB على TE ال Y minus XTB + +135 +00:17:12,430 --> 00:17:20,830 +على TA هو بيعطيني معلومات بيحكي لي + +136 +00:17:20,830 --> 00:17:28,870 +التالي NB بيستوى صفر NB بيستوى + +137 +00:17:28,870 --> 00:17:36,150 +صفر اللي هي هذه صح X زي Y هاي + +138 +00:17:36,150 --> 00:17:36,570 +واحد + +139 +00:17:40,250 --> 00:17:50,370 +و N A N A بالساوي سالب مية بالساويش + +140 +00:17:50,370 --> 00:17:58,030 +Y معناته X بالساويش + +141 +00:17:58,030 --> 00:18:06,430 +مئة بدنا + +142 +00:18:06,430 --> 00:18:08,370 +N C N C مش الساوي + +143 +00:18:11,630 --> 00:18:17,450 +بتكون اللي هي بدنا إياها بالساوي Y زائد + +144 +00:18:17,450 --> 00:18:29,170 +X TB TD على TE في TC يعني هيكون الساوي ال Y عندي + +145 +00:18:29,170 --> 00:18:35,210 +سالب مئة وال + +146 +00:18:35,210 --> 00:18:39,490 +X مئة في + +147 +00:18:39,490 --> 00:18:54,520 +TB ايش بالساوي TB خمسة وسبعين في T D تسعين على T + +148 +00:18:54,520 --> 00:19:07,260 +مش معروفة في ثلاثين يعني + +149 +00:19:07,260 --> 00:19:11,900 +هيصف عندي هنا أن NC بتساوي ناقص مئة + +150 +00:19:16,340 --> 00:19:21,000 +زاد هاي التلاتة في خمسة وسبعين اثنين وخمسة وعشرين + +151 +00:19:21,000 --> 00:19:32,740 +هتكون اثنين وعشرين ألف وخمسماية على TA مظبوط + +152 +00:19:32,740 --> 00:19:35,840 +هذا + +153 +00:19:35,840 --> 00:19:42,380 +انسى مش هتفيدني ال ال ال ال und + +154 +00:19:46,140 --> 00:19:53,040 +بقى أنا مش عارف ال N D مش عارف ال N D طيب الآن + +155 +00:19:53,040 --> 00:19:59,000 +يعني بدي معادلات هنا إضافية كيف هساوي معادلة + +156 +00:19:59,000 --> 00:20:06,860 +إضافية N D بيساوي N A أطلع على الشكل هذه + +157 +00:20:06,860 --> 00:20:16,600 +المسافة هذه المسافة بتساوي هذه زيدي هذه صح center + +158 +00:20:16,600 --> 00:20:26,620 +distance أن بي مع اي و دي مع سي صح ما أنا بتحكول + +159 +00:20:26,620 --> 00:20:35,200 +أن دي إن بي زائد إن اي + +160 +00:20:35,200 --> 00:20:42,440 +زائد إن اي بالساوي إن دي زائد إن سي أو ده مش إن هنا + +161 +00:20:42,440 --> 00:20:54,800 +تي بي B مع E صح تي بي زي تي إي بيساوي تي سي زي تي + +162 +00:20:54,800 --> 00:21:01,860 +دي تي بي اللي هي خمسة وسبعين تي + +163 +00:21:01,860 --> 00:21:09,580 +إي مش عارفينها يعني + +164 +00:21:09,580 --> 00:21:14,160 +تي إي كم تطلع خمس + +165 +00:21:14,160 --> 00:21:14,760 +وأربعين صح + +166 +00:21:20,730 --> 00:21:31,270 +معناه تحسين الان سي هتكون + +167 +00:21:31,270 --> 00:21:38,930 +سواء ناقص مئة زي اثنين وعشرين ألف وخمسماية على + +168 +00:21:38,930 --> 00:21:41,650 +خمسة وأربعين + +169 +00:21:50,300 --> 00:21:56,280 +RBM هو شدة NC خلاص + +170 +00:21:56,280 --> 00:22:02,460 +بعدين تجيب سرعة ND ما هي هتكون التحصيل حاصل ND + +171 +00:22:02,460 --> 00:22:14,440 +بالساوي Y minus X TB على TA TE ال Y عندي اللي هي + +172 +00:22:14,440 --> 00:22:18,300 +سالب مئة minus + +173 +00:22:26,430 --> 00:22:34,050 +x x مئة في + +174 +00:22:34,050 --> 00:22:41,390 +كم؟ في خمسة وسبعين على + +175 +00:22:41,390 --> 00:22:48,290 +خمسة وأربعين على الخمسة عشر على الخمسة عشر فيه تلاتة + +176 +00:22:49,790 --> 00:22:56,690 +الخمسه عشر فياش خمسة يعني هتكون مئة سالب + +177 +00:22:56,690 --> 00:23:04,410 +خمس مئة على تلاتة كم مئة وسبعة وستين point + +178 +00:23:04,410 --> 00:23:13,630 +ستة سبعة صح مئة و ستة وستين point ستة سبعة سالب + +179 +00:23:13,630 --> 00:23:18,470 +طبعا يعني هتكون سالب مئتين وستة وستين + +180 +00:23:22,480 --> 00:23:28,660 +يعني بالنظر clockwise في + +181 +00:23:28,660 --> 00:23:32,880 +أي سؤال طيب + +182 +00:23:32,880 --> 00:23:34,980 +نشوف example تالت + +183 +00:23:51,570 --> 00:23:55,810 +and a bicycle gear consist of three gears a, b and + +184 +00:23:55,810 --> 00:24:01,390 +c هي عندي a internal gear و b external و c + +185 +00:24:01,390 --> 00:24:14,130 +external و فيه الذراع هي حامل الجير b جير a has + +186 +00:24:14,130 --> 00:24:17,190 +seventy two internal teeth جير a سن داخلي + +187 +00:24:21,640 --> 00:24:26,940 +اثنين وسبعين جير + +188 +00:24:26,940 --> 00:24:33,240 +C اثنين + +189 +00:24:33,240 --> 00:24:44,240 +وثلاثين سن خارجي جير B meshes with A and C + +190 +00:24:48,260 --> 00:24:52,940 +طيب and is carried on arm EF which rotates about + +191 +00:24:52,940 --> 00:25:05,540 +the center of A at 18 rpm اللي هي N EF + +192 +00:25:05,540 --> 00:2 + +201 +00:26:50,520 --> 00:26:58,990 +it drives بهتكون minus minus + +202 +00:26:58,990 --> 00:27:07,110 +x في TC على TB وB + +203 +00:27:07,110 --> 00:27:12,150 +it drives A لكن أنه external and internal هيدوره + +204 +00:27:12,150 --> 00:27:16,130 +نفس الاتجاه هتكون هادر برضه مش هيطير الاتجاه هتكون + +205 +00:27:16,130 --> 00:27:23,510 +minus x TC على TB في + +206 +00:27:38,870 --> 00:27:42,890 +طيب هدا واحد اتنين + +207 +00:27:57,950 --> 00:28:12,590 +هيكون Y Y minus X T C على T A هين Y minus X T C + +208 +00:28:12,590 --> 00:28:23,930 +على T B هين X زائد Y و بيعطيني معلومات NEF + +209 +00:28:27,210 --> 00:28:36,430 +بساوة طمنتاش اللي هي بساوة إيش؟ Y نعطينا A is + +210 +00:28:36,430 --> 00:28:49,750 +fixed NA بساوة صفر اللي هي عبارة عن Y minus X TC + +211 +00:28:49,750 --> 00:28:54,090 +على TA + +212 +00:28:56,730 --> 00:29:06,110 +ال Y يعني هكون عندى صفر سوى ال Y طمنتاش minus X TC + +213 +00:29:06,110 --> 00:29:19,210 +32 على 2 و 70 يعني ع ال 8 أربع ع ال 8 تسعة صح يعني + +214 +00:29:19,210 --> 00:29:29,750 +هتكون طمنتاش صفر بالساوية طمنتاش ناقص أربعة على + +215 +00:29:29,750 --> 00:29:37,590 +تسعة X يعني + +216 +00:29:37,590 --> 00:29:47,450 +X هتكون تساوية طمنتاش في تسعة على أربعة يعني تسعة + +217 +00:29:47,450 --> 00:29:49,690 +في تسعة واحد تمانين على اتنين اربعين ونص + +218 +00:29:55,400 --> 00:30:00,180 +هذه ال X الان + +219 +00:30:00,180 --> 00:30:12,620 +عندي NB NB + +220 +00:30:12,620 --> 00:30:17,020 +هتكون + +221 +00:30:17,020 --> 00:30:23,480 +تساوي Y minus X DC + +222 +00:30:28,470 --> 00:30:34,290 +على ال TV او + +223 +00:30:34,290 --> 00:30:41,990 +خلنا نشوف .. نشوف أولا الاشي المعروف NC بيستوى + +224 +00:30:41,990 --> 00:30:52,490 +X زائد Y X عندي أكم؟ أربعين و نص زائد Y طمنتاش + +225 +00:30:52,490 --> 00:30:53,930 +يعني هتساوي + +226 +00:31:02,440 --> 00:31:06,760 +هذه N C N + +227 +00:31:06,760 --> 00:31:13,380 +B بتساوي + +228 +00:31:13,380 --> 00:31:29,400 +Y minus X في T C على T B يعني عند ال Y أكم 18 + +229 +00:31:31,060 --> 00:31:39,920 +ناقص اربعين و نص ال TC في اتنين و تلاتين TB + +230 +00:31:39,920 --> 00:31:50,200 +مش عارفة صح على TB يعني + +231 +00:31:50,200 --> 00:31:55,200 +هيكون ساوى تمانتاش ناقص + +232 +00:31:55,200 --> 00:31:58,820 +على + +233 +00:31:58,820 --> 00:32:09,260 +TB الان بي طيب + +234 +00:32:09,260 --> 00:32:24,440 +في انا مجهول عدد سنة انت ع بي صح؟ + +235 +00:32:24,440 --> 00:32:26,880 +نعم + +236 +00:32:29,280 --> 00:32:39,800 +أه دي بدك تروح اتنين يعني ألف ألف و متين طيب + +237 +00:32:39,800 --> 00:32:47,060 +اللي هى NB هيتعدي ال TB مش معروفة لكن ممكن أطلعها + +238 +00:32:47,060 --> 00:32:52,000 +ولا مش ممكن أطلع + +239 +00:32:52,000 --> 00:32:55,920 +ال center distance مص قطر هذا RA إيش يستوي + +240 +00:32:58,780 --> 00:33:10,340 +مص قطر الترس A بيستوي RC زاد القطر هذا RC زاد + +241 +00:33:10,340 --> 00:33:17,680 +اتنين RB يعني + +242 +00:33:17,680 --> 00:33:21,360 +هيكون TA بيستوي TC + +243 +00:33:26,300 --> 00:33:36,720 +زائد اتنين TB TA + +244 +00:33:36,720 --> 00:33:40,400 +أكم عندي 72 + +245 +00:33:40,400 --> 00:33:49,360 +و TC 32 زائد اتنين TB يعني TB أكم عشرين + +246 +00:33:55,190 --> 00:34:00,230 +يعني NB هتكون + +247 +00:34:00,230 --> 00:34:04,510 +تساوي 18-1296 + +248 +00:34:04,510 --> 00:34:10,330 +على 20 هتساوي + +249 +00:34:10,330 --> 00:34:17,270 +تطلع بالسالب هذا سالب 46.80 + +250 +00:34:24,670 --> 00:34:31,310 +revolution per minute في أي سؤال؟ طيب شوف السؤال + +251 +00:34:31,310 --> 00:34:35,150 +هذا how many revolutions does the arm to which + +252 +00:34:35,150 --> 00:34:42,920 +pinions B and C are attached make؟ عندي ال arm هعمل + +253 +00:34:42,920 --> 00:34:49,340 +ال penion B و ال penion C و في ترس و نص A و في ترس + +254 +00:34:49,340 --> 00:35:00,140 +داخل .. سن داخل D فبده .. بده سرعة التروث الصغير B + +255 +00:35:00,140 --> 00:35:08,340 +و C يعني بده NB و + +256 +00:35:08,340 --> 00:35:09,000 +NC + +257 +00:35:12,510 --> 00:35:18,030 +when a makes one revolution clockwise a + +258 +00:35:18,030 --> 00:35:29,330 +and a minus واحد and + +259 +00:35:29,330 --> 00:35:35,850 +d هذا d makes half a revolution counter clockwise + +260 +00:35:35,850 --> 00:35:37,970 +and d + +261 +00:35:54,270 --> 00:36:05,050 +نص طيب أنا + +262 +00:36:05,050 --> 00:36:12,750 +عند a a b c d 4 5 و ال R + +263 +00:36:27,990 --> 00:36:44,570 +الارم a b c d عامل fix للارم وليش ايه rotate + +264 +00:36:48,240 --> 00:36:54,000 +rotate a في الحلقة دي rotate a plus + +265 +00:36:54,000 --> 00:36:58,260 +x fix + +266 +00:36:58,260 --> 00:37:07,160 +ال arm zero plus x بيه + +267 +00:37:07,160 --> 00:37:09,320 +هتكون minus بيه و c نفس الاشي minus + +268 +00:37:15,770 --> 00:37:19,530 +هم عطينا number of teeth on gears A and D هم عطينا + +269 +00:37:19,530 --> 00:37:23,710 +TA أكم + +270 +00:37:23,710 --> 00:37:36,270 +أربعين و TD ساوي تسعين ال + +271 +00:37:36,270 --> 00:37:42,630 +B هيكون minus X + +272 +00:37:42,630 --> 00:37:52,290 +TA على ت بي هذا برضه نفس الشيء minus X TA على ت بي + +273 +00:37:52,290 --> 00:38:02,190 +نفس عدد الأسنان لأنهم نفس الموديول كلهم ال D مع + +274 +00:38:02,190 --> 00:38:07,710 +B أو C البداكية ال B هكون نفسه تجاههم هتكون minus + +275 +00:38:07,710 --> 00:38:11,090 +X TA + +276 +00:38:12,570 --> 00:38:30,530 +على ت بي في ت بي على ت دي plus + +277 +00:38:30,530 --> 00:38:37,590 +y y + +278 +00:38:37,590 --> 00:38:53,680 +x زائد yY minus X TA على TB Y minus X TA على TB Y + +279 +00:38:53,680 --> 00:38:58,680 +minus X TA على TD + +280 +00:39:18,170 --> 00:39:22,710 +الان صورة ال arm اللي هي بيستوى Y و Y مش عارفها + +281 +00:39:22,710 --> 00:39:33,150 +عندي هو بيحكيلي انه NA بيستوى سالب واحد بيستوى X + +282 +00:39:33,150 --> 00:39:42,830 +زائد Y هاي المعادلة ومعطيلي ND بيستوى + +283 +00:39:42,830 --> 00:39:43,250 +نص + +284 +00:39:47,190 --> 00:40:00,310 +اللي هي Y minus X TA على TD صح؟ يعني نص هتكون سوى + +285 +00:40:00,310 --> 00:40:10,810 +Y minus X TA أكمل عند إيه؟ أربعين على تسعين + +286 +00:40:16,030 --> 00:40:24,250 +يعني من واحد from one او ممكن ايش نسوي نجمع واحد + +287 +00:40:24,250 --> 00:40:38,850 +مع اتنين يعني واحد زائد اتنين ثانية + +288 +00:40:38,850 --> 00:40:44,110 +خليني أطرح واحد + +289 +00:40:46,760 --> 00:40:58,980 +نقص اتنين هزبط هزير عنده سالب واحد سالب نص سالب + +290 +00:40:58,980 --> 00:41:05,960 +واحد و نص بعدين عنده هتروح ال Y مع ال Y هزير plus + +291 +00:41:05,960 --> 00:41:15,640 +اتنين بالسواء X في واحد زائد أربعة على تسعة صح؟ + +292 +00:41:18,820 --> 00:41:26,820 +تلتاش على تسعة يعني X ستكون سالب واحد و نص في + +293 +00:41:26,820 --> 00:41:38,060 +تسعة و تلتاش مظبوط هذي X طيب + +294 +00:41:38,060 --> 00:41:47,120 +هذي X معناته ال Y ستكون سالب واحد سالب X هتكون + +295 +00:41:47,120 --> 00:41:55,200 +تساوي سالب واحد زائد واحد + +296 +00:41:55,200 --> 00:42:00,180 +و نص في تسعة تلتاش + +297 +00:42:00,180 --> 00:42:04,260 +و نص ع + +298 +00:42:04,260 --> 00:42:12,560 +تلتاش صح؟ سالب زائد تلتاش و نص ع تلتاش يعني الواحد + +299 +00:42:12,560 --> 00:42:25,780 +هتكون تساوي نص واحد ع ستة وعشر يعني صح طيب + +300 +00:42:25,780 --> 00:42:33,540 +حسبنا x و y هو ايش بده how man revolution does the + +301 +00:42:33,540 --> 00:42:40,500 +arm اللي هي ال .. ال arm اللي هي هتكون سرعتها اللي + +302 +00:42:40,500 --> 00:42:47,960 +هي أن .. أن ال arm هتكون تساوي y لي واحد على ست + +303 +00:42:47,960 --> 00:42:51,920 +عشرين خربي + +304 +00:42:51,920 --> 00:43:03,320 +يا عم هذا + +305 +00:43:03,320 --> 00:43:08,680 +المطلوب المطلوب الثاني يدخل صورة ال R وين A هذا + +306 +00:43:08,680 --> 00:43:10,240 +المطلوب الأول المطلوب الثاني + +307 +00:43:13,910 --> 00:43:19,210 +when A makes one revolution clockwise يعني N A + +308 +00:43:19,210 --> 00:43:36,030 +سالب واحد RPM و D is stationary و N D ساو صفر N A + +309 +00:43:36,030 --> 00:43:43,440 +اللي هي هتكون سالب واحد ساو X زائد Yو أن دي + +310 +00:43:43,440 --> 00:43:53,720 +بالساوية صفر Y minus + +311 +00:43:53,720 --> 00:44:09,000 +X TA في أربعة على تسعة طيب + +312 +00:44:09,000 --> 00:44:18,450 +هاي حسابين تلاتة و هذه أربعة نحن + +313 +00:44:18,450 --> 00:44:30,510 +بأحكي تلاتة ناقص أربعة هيعطينا سالب واحد بالساوية + +314 +00:44:30,510 --> 00:44:36,210 +plus + +315 +00:44:36,210 --> 00:44:44,510 +تلتاش على تسعة X يعني X ستكون تساوي سالب تسعة ع + +316 +00:44:44,510 --> 00:44:48,470 +تلتاش يعني + +317 +00:44:48,470 --> 00:44:55,630 +Y اللي هي N ال arm هتكون + +318 +00:44:55,630 --> 00:45:01,830 +تساوي minus + +319 +00:45:01,830 --> 00:45:12,070 +واحد زائد تسعة ع تلتاش يعني هتكون minus + +320 +00:45:17,180 --> 00:45:26,780 +RBM شوف مثال فيه تفاصيل أكثر in an epicyclic gear + +321 +00:45:26,780 --> 00:45:30,180 +train the internal wheels A and B في عنده two + +322 +00:45:30,180 --> 00:45:37,920 +internal gears هذا ترس داخلي A و هذا ترس داخلي B + +323 +00:45:37,920 --> 00:45:43,160 +and compound wheels C and D يعني C and D مثبتين + +324 +00:45:43,160 --> 00:45:43,960 +مدورين مع بعض + +325 +00:45:47,270 --> 00:45:53,690 +rotate independently about axis O يعني A و B بدور + +326 +00:45:53,690 --> 00:46:05,830 +حوالين O و C و D بدور حوالين O طيب + +327 +00:46:05,830 --> 00:46:19,140 +wheels E and F هاي E E مش مع C مع A و F مش مع D و + +328 +00:46:19,140 --> 00:46:25,600 +مع B ماشي All + +329 +00:46:25,600 --> 00:46:28,160 +wheels have the same module and the number of + +330 +00:46:28,160 --> 00:46:38,180 +teeth are المعطين عدد الأسنان تاسي تاسي + +331 +00:46:38,180 --> 00:46:42,980 +ثمانية + +332 +00:46:42,980 --> 00:46:53,370 +و عشرين دي ستة و عشرين ت بساوة ت اف + +333 +00:46:53,370 --> 00:47:01,490 +بساوة تمانتاش find + +334 +00:47:01,490 --> 00:47:07,990 +number of teeth on a and b حسب العد السنان بتاع a + +335 +00:47:07,990 --> 00:47:08,470 +و b + +336 +00:47:16,040 --> 00:47:25,020 +انت تطلع هذا نصف القطر هذا نصف القطر ايه عشان a نص + +337 +00:47:25,020 --> 00:47:31,360 +قطر a اللي هو ر a ايش يساوي؟ + +338 +00:47:31,360 --> 00:47:42,060 +ر اي ر اي هذا IRC بالظبط RC + +339 +00:47:46,130 --> 00:47:53,490 +زاد اتنين RA طبعا + +340 +00:47:53,490 --> 00:47:56,110 +تقولوا لقب في المدينة و مانتوا هترجعوا للقب الأسنان + +341 +00:47:56,110 --> 00:48:00,710 +هيكون ال TA او + +342 +00:48:00,710 --> 00:48:05,430 +ال TC احنا + +343 +00:48:05,430 --> 00:48:13,350 +معطينا TC و TA يعني هيكون عندك TC أكم تمانية و + +344 +00:48:13,350 --> 00:48:13,750 +عشرين + +345 +00:48:17,370 --> 00:48:24,830 +زيادة اتنين في تمانتاش أربعة + +346 +00:48:24,830 --> 00:48:29,230 +ستين سنة + +347 +00:48:29,230 --> 00:48:36,650 +بالنسبة لي بي هاي + +348 +00:48:36,650 --> 00:48:44,430 +بي هاي أنا ر بي ر بي ايه مش ساوي + +349 +00:48:50,950 --> 00:49:04,090 +ر دي زي اتنين ر اف ر دي زي اتنين ر اف يعني هكون دي + +350 +00:49:04,090 --> 00:49:16,310 +ت بي ت دي زي اتنين ت اف ال ت دي تمانية ت دي ست و + +351 +00:49:16,310 --> 00:49:29,620 +عشرين زي اتنين في تمانتاش 62 مظبوط خلصنا + +352 +00:49:29,620 --> 00:49:33,560 +من هذه if + +353 +00:49:33,560 --> 00:49:39,660 +arm g makes one hundred rpm clockwise يعني ما عطينا + +354 +00:49:39,660 --> 00:49:49,240 +هو أن g ماقص مائة و تمانين مائة rpm + +355 +00:49:52,590 --> 00:50:13,170 +and A is fixed و أن A سو Zero بده أن B أنا + +356 +00:50:13,170 --> 00:50:22,110 +عندي من A A B C D E F G بدنا سبعة و بالنقطة بدنا + +357 +00:50:22,110 --> 00:50:29,290 +ثمان عمدان أولش + +358 +00:50:29,290 --> 00:50:39,250 +عند ال arm هنحكي جي في الآخر هاي + +359 +00:50:39,250 --> 00:50:43,130 +جي، آخرش جي صح؟ جي + +360 +00:50:57,040 --> 00:51:04,760 +احنا بدنا نحكي أنها سبعة يعني غير هذا .. يعني غير + +361 +00:51:04,760 --> 00:51:07,880 +هذا سبعة لأن هذا ستة + +362 +00:51:35,140 --> 00:51:49,380 +and a,b,c,d,e,f,g fix + +363 +00:51:49,380 --> 00:51:56,800 +ال arm g rotate لت واحد نعمل rotation + +364 +00:52:02,180 --> 00:52:09,080 +يا دي يا سي ما هو دي و سي مع بعض روتيت دي او سي + +365 +00:52:09,080 --> 00:52:23,280 +روتيت سي سي at plus X and fix G هد سفر سي دي plus + +366 +00:52:23,280 --> 00:52:27,980 +X plus X صح؟ + +367 +00:52:30,340 --> 00:52:36,060 +الان C C + +368 +00:52:36,060 --> 00:52:50,880 +Drive E صح انا بتفتح تكون minus X T C على T E لسه + +369 +00:52:50,880 --> 00:52:54,780 +خنخلص الان E Drive A + +370 +00:52:59,210 --> 00:53:05,110 +هتكون انترال هتكون نفس الاتجاه هتكون اول واحدة ايه + +371 +00:53:05,110 --> 00:53:12,310 +اللي هي هصير minus هتكون هاده انا بحكي انا ايه مع + +372 +00:53:12,310 --> 00:53:18,070 +ايه؟ معناه تقريبا تي ايه هتروح هيكون minus x Tc تي + +373 +00:53:18,070 --> 00:53:27,030 +ايه في تي ايه على تي ايه هكون minus x Tc على تي + +374 +00:53:27,030 --> 00:53:27,330 +ايه + +375 +00:53:35,080 --> 00:53:53,560 +D Drive F يعني هتكون minus X T D على T F صح و F + +376 +00:53:53,560 --> 00:53:56,580 +Drive B هكون minus + +377 +00:53:59,710 --> 00:54:12,290 +X TD على TV صح لأن هذا هضربها في TF على TB هتروح + +378 +00:54:12,290 --> 00:54:12,510 +TF + +379 +00:54:28,920 --> 00:54:34,220 +نشبه Y-XTC + +380 +00:54:34,220 --> 00:54:53,420 +على TA Y-XTD على T ب X زائد Y X زائد Y Y-XTC على + +381 +00:54:53,420 --> 00:54:58,040 +TA Y-XTD + +382 +00:54:59,230 --> 00:55:08,530 +على TF و Y هو + +383 +00:55:08,530 --> 00:55:14,770 +معطيني NG NG ساوي + +384 +00:55:14,770 --> 00:55:19,810 +سالب مية بتساوي + +385 +00:55:19,810 --> 00:55:24,870 +Y يعني عرفنا Y معطيني NA + +386 +00:55:28,900 --> 00:55:34,020 +بتساوى صفر بتساوى + +387 +00:55:34,020 --> 00:55:44,860 +Y minus X TC على TA يعني هيكون ال Y اللي هو سالب + +388 +00:55:44,860 --> 00:55:55,560 +مية سالب X TC اللي هو تمانية و عشرين على + +389 +00:55:58,950 --> 00:56:05,750 +عشان حسبناها TA اللي هي اربع ستين يعني + +390 +00:56:05,750 --> 00:56:11,970 +على اربع سبعة على اربع ستاش احسبولي يعني هتكون + +391 +00:56:11,97 + +401 +00:57:52,050 --> 00:57:59,690 +لأ هتكون ستاشر أكمل + +402 +00:57:59,690 --> 00:58:08,710 +تطلع؟ سالب أربع هذا + +403 +00:58:08,710 --> 00:58:21,110 +مطلوب + +404 +00:58:21,110 --> 00:58:21,410 +إيه؟ + +405 +00:58:27,630 --> 00:58:34,950 +التاني طلب التالت if arm g makes one hundred rpm + +406 +00:58:34,950 --> 00:58:40,970 +clockwise and g بالساوية + +407 +00:58:40,970 --> 00:58:49,470 +سالب مية بالساوية y and +408 +00:58:49,470 --> 00:58:49,630 +a + +409 +00:58:57,170 --> 00:59:08,130 +بساوة عشرة اللي هي بساوة ايش Y minus X TC على TA + +410 +00:59:08,130 --> 00:59:11,590 +يعني + +411 +00:59:11,590 --> 00:59:23,830 +عشرة هتكون سالب مية سالب X في TC ثمانية وعشرين + +412 +00:59:27,150 --> 00:59:37,330 +على أربعة وستين ومنها بحسب ال X هتطلع + +413 +00:59:37,330 --> 00:59:43,270 +سالب تسعين + +414 +00:59:43,270 --> 00:59:53,110 +في أربع وستين على ثمانية وعشرين كام؟ + +415 +00:59:53,110 --> 00:59:59,700 +اه سالب لأ مية وعشرة في أربع وستين على ثمانية وعشرين + +416 +00:59:59,700 --> 01:00:14,420 +أنا + +417 +01:00:14,420 --> 01:00:19,320 +بعدين بحسب NB بتساوي + +418 +01:00:19,320 --> 01:00:31,980 +Y minus X TD على TB هيكون الـ y عندي سالب مية ماينس + +419 +01:00:31,980 --> 01:00:38,980 +ماينس بصير زائد اثنين و خمسين point أربعة اثنين + +420 +01:00:38,980 --> 01:00:43,460 +في ال TD ستة وعشرين على اثنين وستين + +421 +01:00:59,240 --> 01:01:07,360 +فيها سؤال هنحل عشرة يعني + +422 +01:01:07,360 --> 01:01:21,940 +الأسئلة منوعة وفيها أفكار جديدة نعم لا + +423 +01:01:21,940 --> 01:01:28,910 +مش أسهل مجرب حل القوانين أنت بتكون أسهل لو كان + +424 +01:01:28,910 --> 01:01:33,310 +ترسين وعدّراع واحد بتكون أسهل .. اه لكن لما يكون + +425 +01:01:33,310 --> 01:01:39,230 +عندك .. عندك .. عندك يعني جير train زي هذه في + +426 +01:01:39,230 --> 01:01:42,550 +طريقة الجدول أسهل بكثير وأسرع سريع جدا كما أنت + +427 +01:01:42,550 --> 01:01:48,830 +شايف طيب + +428 +01:01:56,940 --> 01:02:02,260 +هنطلع الشكل أول شي عندي أنا عندي + +429 +01:02:02,260 --> 01:02:07,520 +هذا ال internal gear عندي gear c محمول على ال + +430 +01:02:07,520 --> 01:02:16,240 +shaft a gear c مش مع دي دي و a على نفس العمود دي + +431 +01:02:16,240 --> 01:02:25,970 +مع a a يعني c مش مع دي و a مش مع gear في + +432 +01:02:25,970 --> 01:02:35,970 +إدراع هذا الإدراع ال arm شايل اللي هو D و E شايل D + +433 +01:02:35,970 --> 01:02:43,950 +و E نطلع من المنظر هنا أنا عندي هاي C في الإدراع + +434 +01:02:43,950 --> 01:02:55,170 +هذا شايل D و E الآن ال C الـ C هي مش مع ال D هذا ال + +435 +01:02:55,170 --> 01:03:04,690 +D و E مش مع الترس الكبير ال G فهمته + +436 +01:03:04,690 --> 01:03:09,370 +جديد لأن ال two shafts A و B are coaxial يعني اللي + +437 +01:03:09,370 --> 01:03:17,390 +هو نفس المحور بس هم ايش كل واحد بدور مستقل هاي + +438 +01:03:17,390 --> 01:03:22,240 +shaft A و B لهم نفس المحور بس هذا الشفت وهذا الشفت + +439 +01:03:22,240 --> 01:03:28,000 +بدوره مستقلين a + +440 +01:03:28,000 --> 01:03:34,020 +gear C عدده عند ال TC بساوة + +441 +01:03:34,020 --> 01:03:40,980 +خمسين سن is rigidly mounted on shaft A a compound + +442 +01:03:40,980 --> 01:03:47,280 +gear DE gears with C and antenna gear G طلعنا على + +443 +01:03:47,280 --> 01:03:54,920 +الشكل دي هات وانتي تيث تي دي بساوة + +444 +01:03:54,920 --> 01:04:00,840 +عشرين سن and + +445 +01:04:00,840 --> 01:04:13,640 +gears with c a هات خمسة و ثلاثين سن جير جي + +446 +01:04:13,640 --> 01:04:15,120 +is fixed and + +447 +01:04:18,260 --> 01:04:22,580 +سوى صفر is + +448 +01:04:22,580 --> 01:04:27,040 +concentric with the shaft axis the compound gear + +449 +01:04:27,040 --> 01:04:30,340 +DE is mounted on a pin which projects from يعني هو + +450 +01:04:30,340 --> 01:04:36,380 +بتحكي أن ال DE محمول على الدراع find + +451 +01:04:36,380 --> 01:04:42,940 +the number of teeth on internal gear بده تي جي + +452 +01:04:47,810 --> 01:04:53,570 +assume that all gears have the same module بده + +453 +01:04:53,570 --> 01:04:56,530 +العدد السنان على الجير جي بعدين if shaft A rotates + +454 +01:04:56,530 --> 01:05:01,370 +at 110 rpm + +455 +01:05:01,370 --> 01:05:06,770 +find the speed of shaft B هنشوف من الطول الأول أنه + +456 +01:05:06,770 --> 01:05:11,050 +وجد عدد سنان الجير جي + +457 +01:05:26,440 --> 01:05:31,860 +طلع أول شي أنا عندي + +458 +01:05:31,860 --> 01:05:35,020 +ال + +459 +01:05:35,020 --> 01:05:46,380 +R .. ال RG ال RG ايش بساوة عندك نصف القطر هذا + +460 +01:05:46,380 --> 01:05:51,620 +بساوة + +461 +01:05:51,620 --> 01:06:04,410 +الطول هذا زائد RA يعني RJ بدي + +462 +01:06:04,410 --> 01:06:12,350 +أسميه طول الدراع L L L زائد + +463 +01:06:12,350 --> 01:06:16,950 +RA أي واحد + +464 +01:06:21,640 --> 01:06:31,520 +اللي هو خاتة D مع C هيكون RC زي RD بساوى L صح؟ RC + +465 +01:06:31,520 --> 01:06:46,480 +L زي RC زي RD صح؟ مظبوط؟ معناته كمان مرة هاي L + +466 +01:06:48,620 --> 01:06:59,800 +بساوة RC زائد RD و RG بساوة L زائد RA يعني أنا حاسين + +467 +01:06:59,800 --> 01:07:04,360 +عند ال RG بساوة + +468 +01:07:04,360 --> 01:07:13,400 +.. هعوض عن L بساوة RC زائد RD يعني عند ال TG بساوة + +469 +01:07:13,400 --> 01:07:13,880 +TC + +470 +01:07:22,500 --> 01:07:32,640 +خمسين زائد عشرين زائد خمسة وثلاثين هذا + +471 +01:07:32,640 --> 01:07:42,940 +تيجي المطلوب + +472 +01:07:42,940 --> 01:07:49,600 +الثاني if shaft A rotates at one hundred rpm at + +473 +01:07:49,600 --> 01:07:59,030 +one hundred ten عند ال T N بساوة مية وعشرة RPM + +474 +01:07:59,030 --> 01:08:05,010 +هعتبرها نموذجة بده + +475 +01:08:05,010 --> 01:08:15,250 +N ب A طيب + +476 +01:08:23,710 --> 01:08:27,330 +أنا حسبت للدراع حسبت للدراع هحط ال R من هنا الآخر + +477 +01:08:27,330 --> 01:08:31,190 +واحد هنا + +478 +01:08:31,190 --> 01:08:38,910 +عندنا A B C D لأ + +479 +01:08:38,910 --> 01:08:50,970 +في عند .. في عند .. عند .. عند C C و D و E و G + +480 +01:08:50,970 --> 01:09:05,260 +يعني غير الإدراع C وD وE وG بس عشان نصلح هنا if + +481 +01:09:05,260 --> 01:09:09,900 +shaft A rotates at one hundred rpm shaft A حامل + +482 +01:09:09,900 --> 01:09:18,720 +الترس shaft A حامل C صح؟ shaft A معناته هذي and + +483 +01:09:18,720 --> 01:09:19,020 +C + +484 +01:09:29,030 --> 01:09:40,370 +بدو سرعة ال shaft B ال shaft B ايش حامل؟ ال arm + +485 +01:09:40,370 --> 01:09:45,470 +بدو + +486 +01:09:45,470 --> 01:09:48,930 +N ال arm + +487 +01:10:02,550 --> 01:10:28,110 +اللي حكينا عنها غير ال R C D E G أربعة أو شيء + +488 +01:10:28,110 --> 01:10:36,290 +فيكس R rotate C + +489 +01:10:36,290 --> 01:10:48,630 +at plus X عملنا fix ها سفر plus X C مش معاش مع دي + +490 +01:10:48,630 --> 01:11:02,150 +minus X TC على TD وهذا minus X TC على TD و E مش مع + +491 +01:11:02,150 --> 01:11:14,970 +G هيكون هو internal minus X TC على TD في TE في T + +492 +01:11:14,970 --> 01:11:18,550 +E minus + +493 +01:11:18,550 --> 01:11:27,450 +X TC على TD في TE على TG عشان ما ننساش ترك + +494 +01:11:27,450 --> 01:11:34,210 +عدّ السنان D مش نفس عدّ السنان E واضح؟ compound gear هنا + +495 +01:11:34,210 --> 01:11:38,430 +plus y + +496 +01:11:38,430 --> 01:11:41,530 +ع + +497 +01:11:41,530 --> 01:11:49,370 +نفس الشفت يعني أنا هيكون عندي x زائد y y minus x tc + +498 +01:11:49,370 --> 01:11:55,390 +على td y minus x tc على td + +499 +01:11:57,920 --> 01:12:08,540 +minus X TC TE على TD TG هو ما عطيني إياه هو Y + +500 +01:12:08,540 --> 01:12:18,960 +ما عطيني إياه ال NC NC ما عطيني إياه NC سوى مية و + +501 +01:12:18,960 --> 01:12:23,140 +عشرة بتساوى X زائد Y + +502 +01:12:30,290 --> 01:12:36,530 +ومعطين ال NG سوى + +503 +01:12:36,530 --> 01:12:50,570 +السفر Y minus X TC TE يعني + +504 +01:12:50,570 --> 01:12:58,430 +هيكون عند ال Y كم مش عارف مش معروفة minus X TC + +505 +01:12:58,430 --> 01:13:11,780 +خمسين في خمسة وثلاثين على TD عشرين و + +506 +01:13:11,780 --> 01:13:26,400 +TG اللي هي كم مية وخمسة واحد ثلاثة صح؟ هاي سفر + +507 +01:13:26,400 --> 01:13:37,990 +مع سفر يعني هتكون هتتساوي Y - 5/6 X + +508 +01:13:37,990 --> 01:13:48,510 +هاي واحد هاي اثنين هاي + +509 +01:13:48,510 --> 01:13:56,450 +واحد ناقص اثنين هتقوح ال Y مع ال Y + +510 +01:14:00,810 --> 01:14:07,930 +هذه سفر صح؟ يعني هيكون مية وعشرة بتساوي و Y مع Y + +511 +01:14:07,930 --> 01:14:15,030 +هتكون .. يعني هتصير جامعة صح؟ يعني أحد عشر على ستة X + +512 +01:14:15,030 --> 01:14:23,950 +معناته X هتكون تساوي ستين معناته + +513 +01:14:23,950 --> 01:14:28,330 +ال Y خمسين + +514 +01:14:31,000 --> 01:14:38,120 +معناته اللي هي هاجم السؤال ايش ال N تاعة ال R ال N + +515 +01:14:38,120 --> 01:14:47,580 +تاعة ال R اللي بتطلع خمسين RPM في + +516 +01:14:47,580 --> 01:14:51,260 +أي سؤال؟ أعطيكم العفو diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/GIrNxOPiuT8_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/GIrNxOPiuT8_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..796bc778b70a299fc289efa4ef96c194c79a45e6 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/GIrNxOPiuT8_raw.srt @@ -0,0 +1,2068 @@ +1 +00:00:05,200 --> 00:00:07,980 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:07,980 --> 00:00:12,520 +وبركاته اليوم هنكمل في مادة نظرية الألات المحاضرات + +3 +00:00:12,520 --> 00:00:17,420 +السابقة بدأنا نحكي عن ال gear trains نعمل مراجعة + +4 +00:00:17,420 --> 00:00:21,540 +للمحاضرة السابقة حكينا عن أنواع ال gear trains عند + +5 +00:00:21,540 --> 00:00:24,600 +ال simple gear train ال compound ال reverted و ال + +6 +00:00:24,600 --> 00:00:30,420 +epicycle train في حالة ال simple gear train كل شفت + +7 +00:00:30,420 --> 00:00:33,700 +بيكون عليه gearفي حالة ال compound gear train + +8 +00:00:33,700 --> 00:00:38,880 +بيكون كل ال .. يعني .. يعني ال intermediate shaft + +9 +00:00:38,880 --> 00:00:42,540 +بيكون عليها أكتر من gear, irreverted gear train, + +10 +00:00:42,660 --> 00:00:46,200 +ال input gear و ال output gear اللي هو نفس المحور, + +11 +00:00:47,080 --> 00:00:52,020 +ال epicyclic gear train في بعض ال .. ال gears او + +12 +00:00:52,020 --> 00:00:55,220 +الشافت اللي راكها ال gears بتكون متحركة بالاضافة + +13 +00:00:55,220 --> 00:01:00,890 +لل gearsعملنا .. خلينا نجمع الأمثلة على ال symbol + +14 +00:01:00,890 --> 00:01:08,250 +و ال compound و ال reverted a جيري train اليوم + +15 +00:01:08,250 --> 00:01:19,250 +ال a بيساكلك جيري train مبين عندي أنا هنا مبين + +16 +00:01:19,250 --> 00:01:33,900 +عندي جير a و فيه درعمحمول عليه جير B الان جير B مش + +17 +00:01:33,900 --> 00:01:39,800 +مع جير A لان الإدراع اللى هو من O واحدة واتنين + +18 +00:01:39,800 --> 00:01:45,700 +بدور و هو بدور برضه بيكوناش الترس .. الترس B بدور + +19 +00:01:45,700 --> 00:01:51,520 +هذا يسمى AB Cyclic Geary Train معناته ال axis بتاع + +20 +00:01:51,520 --> 00:01:55,620 +الجير B ما هو قومي ثابت بتغيرالمحور تلعب الجير B + +21 +00:01:55,620 --> 00:01:59,960 +متغير لأن + +22 +00:01:59,960 --> 00:02:03,880 +في طريقتين لل analysis في طريقة استخدام جداول + +23 +00:02:03,880 --> 00:02:07,260 +tabular method وفي طريقة استخدام معادلات تسمى + +24 +00:02:07,260 --> 00:02:14,560 +algebraic method عشان + +25 +00:02:14,560 --> 00:02:17,620 +نبدأ ال analysis لو حكينا عدد السنان على الجير A + +26 +00:02:17,620 --> 00:02:20,500 +TA عدد السنان على الجير B TB + +27 +00:02:22,720 --> 00:02:26,940 +و نعتبر اتجاه دوران الموجة اللى هو بعكس عقارب + +28 +00:02:26,940 --> 00:02:33,400 +الساعة و اتجاه دوران السالب باتجاه عقارب الساعة + +29 +00:02:33,400 --> 00:02:38,020 +الخطوة + +30 +00:02:38,020 --> 00:02:45,160 +ال tabular method ال + +31 +00:02:45,160 --> 00:02:49,140 +tabular method اول اشهر يسوي اشهر لان في عندي عندي + +32 +00:02:49,140 --> 00:02:49,760 +ال arm + +33 +00:02:56,170 --> 00:03:00,330 +عندي جير A و + +34 +00:03:00,330 --> 00:03:07,850 +جير B بعمل + +35 +00:03:07,850 --> 00:03:16,870 +fix لل arm أول خطوة fix ال + +36 +00:03:16,870 --> 00:03:23,610 +arm و + +37 +00:03:23,610 --> 00:03:23,930 +rotate + +38 +00:03:28,420 --> 00:03:37,680 +rotate a plus x rpm عكس القرص يعني انه هذا يصير + +39 +00:03:37,680 --> 00:03:44,200 +fixed بس هدا ترسين عاديات صح؟ اذا هدا ضار x كان + +40 +00:03:44,200 --> 00:03:49,780 +سرعته x سرعة x هتكون b سرعته ايش يساوي؟ اذا هدا + +41 +00:03:49,780 --> 00:03:55,200 +fixed بيبقى ناط سرعته ايش هتكون؟ zeroالـ A هيكون + +42 +00:03:55,200 --> 00:04:03,060 +plus X الـ B هيكون .. هيدور عكسه صح؟ هيكون minus X + +43 +00:04:03,060 --> 00:04:16,780 +في عدسنان A على عدسنان B بعدين add plus Y يعطيهم + +44 +00:04:16,780 --> 00:04:26,510 +إضافة plus Y to allهنا دي plus y هنا plus y هنا + +45 +00:04:26,510 --> 00:04:36,610 +plus y بعدين أجمع هيكون دي y x زائد y هنا y minus + +46 +00:04:36,610 --> 00:04:47,310 +x في TA على TB هدا هتكون ايش N ال arm هتكون مش + +47 +00:04:47,310 --> 00:05:00,110 +الساوية Yو N A سرعة الترس A هتكون X زي Y و N B + +48 +00:05:00,110 --> 00:05:03,270 +هتكون + +49 +00:05:03,270 --> 00:05:09,730 +Y minus X TA على + +50 +00:05:09,730 --> 00:05:14,170 +TB اللي + +51 +00:05:14,170 --> 00:05:14,810 +هو الجدول هذا + +52 +00:05:20,890 --> 00:05:28,450 +طريقة الجبرية هي relative speed NB NB + +53 +00:05:28,450 --> 00:05:40,430 +-NC NA-NC نشوف + +54 +00:05:40,430 --> 00:05:40,910 +مثال + +55 +00:05:56,210 --> 00:05:59,890 +in an epicyclic gear train, an arm carries two + +56 +00:05:59,890 --> 00:06:05,770 +gears, A and B, having thirty-six and forty-five + +57 +00:06:05,770 --> 00:06:15,670 +teeth عندي high gear high + +58 +00:06:15,670 --> 00:06:21,010 +gear و + +59 +00:06:21,010 --> 00:06:25,710 +high arm بينهم خلينا نسمي هذا A + +60 +00:06:28,800 --> 00:06:36,020 +B و ال arm C ان ال A بيسجي ترين and arm carries + +61 +00:06:36,020 --> 00:06:44,840 +two gears A and B يعطينا TA بالساوي + +62 +00:06:44,840 --> 00:06:56,020 +ست تلاتين و TB خمس و أربعين سنif the arm rotates + +63 +00:06:56,020 --> 00:07:05,980 +at 150 rpm counter clockwise about + +64 +00:07:05,980 --> 00:07:11,760 +center + +65 +00:07:11,760 --> 00:07:19,580 +of gear A which + +66 +00:07:19,580 --> 00:07:22,360 +is fixed + +67 +00:07:28,970 --> 00:07:33,230 +if the arm rotates at 150 rpm about center of gear + +68 +00:07:33,230 --> 00:07:37,830 +A which لا ال gear A is fixed determine speed of + +69 +00:07:37,830 --> 00:07:46,730 +gear B بده N يعني ن A بالساوية سفر ون C ون B + +70 +00:07:46,730 --> 00:07:50,910 +مطلوبة + +71 +00:07:50,910 --> 00:07:54,070 +هعمل جدول + +72 +00:08:04,750 --> 00:08:09,430 +هي a b + +73 +00:08:09,430 --> 00:08:12,690 +c + +74 +00:08:12,690 --> 00:08:27,590 +أولش هعمل fix fix ال R fix c rotate a at plus x + +75 +00:08:27,590 --> 00:08:31,130 +يعني + +76 +00:08:31,130 --> 00:08:37,930 +هدا هتكون plus xو C Fixed بيعني ايه صورته Zero + +77 +00:08:37,930 --> 00:08:49,370 +بيعني بيه هتكون minus X TA على TB Add + +78 +00:08:49,370 --> 00:08:56,470 +plus Y عندها + +79 +00:08:56,470 --> 00:08:58,970 +ال plus Y لا + +80 +00:09:04,500 --> 00:09:09,920 +لسه ماخلصتش انا لسه اصبر شويه بخلصه plus y plus y + +81 +00:09:09,920 --> 00:09:22,860 +اجمع هكوا اندي x plus y و y minus x ta على tb و y + +82 +00:09:22,860 --> 00:09:26,240 +هذه + +83 +00:09:26,240 --> 00:09:38,810 +المجموع بيمثل ايه؟سرعة A NA فكست صح؟ X زائد Y وهي + +84 +00:09:38,810 --> 00:09:43,230 +معادلة واحدة وهذه + +85 +00:09:43,230 --> 00:09:52,610 +NC اللي هي اكم؟ مية و خمسين ايش الساوية؟ Y معناته + +86 +00:09:52,610 --> 00:09:57,770 +عرفت ايش؟ Y معناته X ايش حتساوية؟ + +87 +00:10:08,440 --> 00:10:22,020 +ن بي هتكون تساوي ال + +88 +00:10:22,020 --> 00:10:22,720 +Y عند 150 + +89 +00:10:25,660 --> 00:10:37,080 +ناقص x بقى على الناقص 150 صح في TA 36 + +90 +00:10:37,080 --> 00:10:40,560 +على + +91 +00:10:40,560 --> 00:10:48,780 +45 يعني على الخمستاش تلاتة على الخمستاش عشرة على + +92 +00:10:48,780 --> 00:10:52,880 +التلاتة واحد على التلاتة إيش اتناش 120 زاد 150 + +93 +00:11:01,410 --> 00:11:07,850 +اربع يعني بيبقى + +94 +00:11:07,850 --> 00:11:11,610 +أي سؤال؟ شوف السؤال تاني + +95 +00:11:33,210 --> 00:11:37,930 +in a reverted apcyclic gear train هذا apcyclic و + +96 +00:11:37,930 --> 00:11:42,130 +reverted يعني ال axis بتاع ال input و ال output + +97 +00:11:42,130 --> 00:11:50,450 +نفس ال axis مش نفس ال shaft arm + +98 +00:11:50,450 --> 00:11:55,950 +a هذا ال arm a carries + +99 +00:11:55,950 --> 00:12:00,070 +two gears B + +100 +00:12:00,070 --> 00:12:02,610 +and C هذا حامل B and C + +101 +00:12:08,860 --> 00:12:16,620 +and a compound جير دي ايه دي و ايه compound معناته + +102 +00:12:16,620 --> 00:12:24,780 +اللي هو نفس السرعة يعني ن دي بيساوي ن ايه ن دي + +103 +00:12:24,780 --> 00:12:32,240 +بيساوي ن ايه the + +104 +00:12:32,240 --> 00:12:42,700 +number ofteeth on gears B,C and D are ماطينة T أكم + +105 +00:12:42,700 --> 00:12:58,340 +ماطينيها خمسة سبعين و T C تلاتين و T D تسعين find + +106 +00:12:58,340 --> 00:13:03,720 +the speed and direction of gear C بده N C + +107 +00:13:11,810 --> 00:13:19,750 +when gear b is fixed, b fixed يعني nb بالساوية + +108 +00:13:19,750 --> 00:13:28,270 +صفر and arm a makes one hundred rpm clockwise يعني + +109 +00:13:28,270 --> 00:13:36,130 +na بالساوية سالب اتفقنا + +110 +00:13:36,130 --> 00:13:42,080 +clockwise سالب counter clockwise موجةهعمل الجدول + +111 +00:13:42,080 --> 00:13:54,340 +هعندي + +112 +00:13:54,340 --> 00:14:02,600 +طبعا ال R و ال truth A B C D E هعندي هاي A + +113 +00:14:13,160 --> 00:14:24,260 +A B C + +114 +00:14:24,260 --> 00:14:28,880 +D + +115 +00:14:28,880 --> 00:14:30,600 +A + +116 +00:14:42,360 --> 00:14:47,460 +أول شي هعمل fix لل arm fix + +117 +00:14:47,460 --> 00:14:52,420 +arm + +118 +00:14:52,420 --> 00:15:01,680 +fix يعني هتكون السرعة ايه؟ zero خلينا + +119 +00:15:01,680 --> 00:15:07,120 +ادور ايه بي plus x rotate بي + +120 +00:15:15,350 --> 00:15:27,050 +at plus x B + +121 +00:15:27,050 --> 00:15:35,170 +drive A صح؟ B drive A معناه تسارة E مش هتكون ساوية + +122 +00:15:35,170 --> 00:15:42,030 +minus X TB على TA + +123 +00:15:45,120 --> 00:15:51,420 +و E نفس سرعة اذا D نفس سرعة اذا D نفس سرعة اذا D + +124 +00:15:51,420 --> 00:15:54,480 +نفس سرعة اذا D + +125 +00:15:54,480 --> 00:15:58,120 +نفس سرعة اذا D نفس سرعة اذا D نفس سرعة اذا D نفس + +126 +00:15:58,120 --> 00:16:02,660 +سرعة اذا D نفس سرعة اذا D نفس سرعة اذا D نفس سرعة + +127 +00:16:02,660 --> 00:16:02,700 +اذا D نفس سرعة اذا D نفس سرعة اذا D نفس سرعة اذا D + +128 +00:16:02,700 --> 00:16:02,700 +نفس سرعة اذا D نفس سرعة اذا D نفس سرعة اذا D نفس + +129 +00:16:02,700 --> 00:16:02,760 +سرعة اذا D نفس سرعة اذا D نفس سرعة اذا D نفس سرعة + +130 +00:16:02,760 --> 00:16:02,820 +اذا D نفس سرعة اذا D نفس سرعة اذا D نفس سرعة اذا D + +131 +00:16:02,820 --> 00:16:09,000 +نفس سرعة اذا D نفس سرعة اذا D نفس سرعة اذا D نفس + +132 +00:16:09,000 --> 00:16:10,360 +سرعة ا + +133 +00:16:14,240 --> 00:16:41,000 +على TA هذا صورة D في TD على TC بعدين Add بعدين + +134 +00:16:41,000 --> 00:16:52,240 +أجمح هذا هتكون Yهنا X زائد Y هنا هتكون Y زائد XTB + +135 +00:16:52,240 --> 00:17:11,160 +على TE TD على TC Y minus XTB على TE ال Y minus XTB + +136 +00:17:12,430 --> 00:17:20,830 +على TA هو بيعطيني معلومات بيحكيلي + +137 +00:17:20,830 --> 00:17:28,870 +التالة NB بيستوى صفر NB بيستوى + +138 +00:17:28,870 --> 00:17:36,150 +صفر اللي هي هذه صح X زي Y هاي + +139 +00:17:36,150 --> 00:17:36,570 +واحد + +140 +00:17:40,250 --> 00:17:50,370 +و N A N A بالساوية سالب مية بالساوياش + +141 +00:17:50,370 --> 00:17:58,030 +Y معناته X بالساوياش + +142 +00:17:58,030 --> 00:18:06,430 +مية بدنا + +143 +00:18:06,430 --> 00:18:08,370 +N C N C مش الساوية + +144 +00:18:11,630 --> 00:18:17,450 +بتكون اللي هي بدنا ياها بالساوية Y زائد + +145 +00:18:17,450 --> 00:18:29,170 +X TB TD على TE في TC يعني هيكون الساوية ال Y عندى + +146 +00:18:29,170 --> 00:18:35,210 +سالب مية وال + +147 +00:18:35,210 --> 00:18:39,490 +X مية في + +148 +00:18:39,490 --> 00:18:54,520 +TB ايش بالساويةت بي خمسة سبعين في ت دي تسعين على ت + +149 +00:18:54,520 --> 00:19:07,260 +مش معروفة في تلتين يعني + +150 +00:19:07,260 --> 00:19:11,900 +هيصف عندي هنا ان سي بتساوي ناقص مية + +151 +00:19:16,340 --> 00:19:21,000 +زاد هاي التلاتة في خمس سبعين متين و خمس و عشرين + +152 +00:19:21,000 --> 00:19:32,740 +هتكون اتنين و عشرين ألف و خمسمية على TA مظبوط + +153 +00:19:32,740 --> 00:19:35,840 +هدى + +154 +00:19:35,840 --> 00:19:42,380 +أنسى مش هتفيدني ال ال ال ال und + +155 +00:19:46,140 --> 00:19:53,040 +بقى انا مش عارف ال N D مش عارف ال N D طيب الان + +156 +00:19:53,040 --> 00:19:59,000 +يعني بدي معادلات هنا اضافية كيف هساوي معادلة + +157 +00:19:59,000 --> 00:20:06,860 +اضافية N D بيساوي N A اتطلع على الشكل هذه + +158 +00:20:06,860 --> 00:20:16,600 +المسافة هذه المسافة بتساوي هذه زيدي هذه صحcenter + +159 +00:20:16,600 --> 00:20:26,620 +distance انك بي مع اي و دي مع سي صح ماانا بتحكول + +160 +00:20:26,620 --> 00:20:35,200 +ان دي ان بي زاد ان اي + +161 +00:20:35,200 --> 00:20:42,440 +زاد ان اي بالساوية ان دي زاد ان سي او ده مش ان هنا + +162 +00:20:42,440 --> 00:20:54,800 +تي بيB مع E صح تي بي زي تي إي بيساوي تي سي زي تي + +163 +00:20:54,800 --> 00:21:01,860 +دي تي بي اللي هي خمس و سبعين تي + +164 +00:21:01,860 --> 00:21:09,580 +إي مش عارفينها يعني + +165 +00:21:09,580 --> 00:21:14,160 +تي إي أكم تطلع خمس + +166 +00:21:14,160 --> 00:21:14,760 +و أربعين صح + +167 +00:21:20,730 --> 00:21:31,270 +معناه تحسين الان سي هتكون + +168 +00:21:31,270 --> 00:21:38,930 +سواء ناقص مية زي اتنين و عشرين الف و خمسمية على + +169 +00:21:38,930 --> 00:21:41,650 +خمسة و اربعين + +170 +00:21:50,300 --> 00:21:56,280 +RBM هو شده NC خلاص + +171 +00:21:56,280 --> 00:22:02,460 +بعدين تجيب سرعة ND ما هي هتكون التحصيل حاصل ND + +172 +00:22:02,460 --> 00:22:14,440 +بالساوي Y minus X TB على TA TE ال Y عندي اللي هي + +173 +00:22:14,440 --> 00:22:18,300 +سالب مية minus + +174 +00:22:26,430 --> 00:22:34,050 +x x مية في + +175 +00:22:34,050 --> 00:22:41,390 +أكم؟ في خمس و سبعين على + +176 +00:22:41,390 --> 00:22:48,290 +خمس و أربعين على الخمستاش على الخمستاش فيه تلاتة + +177 +00:22:49,790 --> 00:22:56,690 +الخمساش فياش خمسة يعني هتكون مية سالب + +178 +00:22:56,690 --> 00:23:04,410 +خمس مية ع تلاتة اكم مية و سبعة ستين point + +179 +00:23:04,410 --> 00:23:13,630 +ستة سبعة صح مية و ستة ستين point ستة سبعة سالب + +180 +00:23:13,630 --> 00:23:18,470 +طبعا يعني هتكون سالب ميتين و ستة ستين + +181 +00:23:22,480 --> 00:23:28,660 +يعني بالنظر clockwise في + +182 +00:23:28,660 --> 00:23:32,880 +اي سؤال طيب + +183 +00:23:32,880 --> 00:23:34,980 +نشوف example تالت + +184 +00:23:51,570 --> 00:23:55,810 +and a bicycle gear consist of three gears a,b and + +185 +00:23:55,810 --> 00:24:01,390 +c هي عندي a internal gear و b external و c + +186 +00:24:01,390 --> 00:24:14,130 +external و فيه الدراع هي حامل الجير b جير a has + +187 +00:24:14,130 --> 00:24:17,190 +seventy two internal teeth جير a سن داخلي + +188 +00:24:21,640 --> 00:24:26,940 +اتنين و سبعين جير + +189 +00:24:26,940 --> 00:24:33,240 +C اتنين + +190 +00:24:33,240 --> 00:24:44,240 +و تلاتين سن خارجي جير B مشes with A and C + +191 +00:24:48,260 --> 00:24:52,940 +طيب and is carried on arm EF which rotates about + +192 +00:24:52,940 --> 00:25:05,540 +the center of A at 18 rpm اللي هي N EF + +193 +00:25:05,540 --> 00:25:13,860 +أكم تساوي 18 اعتبرها موجة + +194 +00:25:17,130 --> 00:25:24,330 +if gear A is fixed معناته N A بالساعة سفر + +195 +00:25:24,330 --> 00:25:33,590 +determine the speed of gears B and C نفس + +196 +00:25:33,590 --> 00:25:34,510 +المنطق + +197 +00:25:53,160 --> 00:26:07,600 +أنا عندي واحد اتنين تلاتة أربعة ال + +198 +00:26:07,600 --> 00:26:30,000 +E F ال R عندي A B C و اشي fixed ال Rrotate C + +199 +00:26:30,000 --> 00:26:33,040 +rotate + +200 +00:26:33,040 --> 00:26:39,020 +C at plus + +201 +00:26:39,020 --> 00:26:50,520 +X يعني هذه الحاجة كون ال R مش سفر ال C plus X ال C + +202 +00:26:50,520 --> 00:26:58,990 +it drivesب هتكون minus minus + +203 +00:26:58,990 --> 00:27:07,110 +x في TC على TB وB + +204 +00:27:07,110 --> 00:27:12,150 +it drives A لكن انه external and internal هيدوره + +205 +00:27:12,150 --> 00:27:16,130 +نفس الاتجاه هتكون هادر برضه مش هيطير الاتجاه هتكون + +206 +00:27:16,130 --> 00:27:23,510 +minus x TC على TB في + +207 +00:27:38,870 --> 00:27:42,890 +طيب هدا واحد اتنين + +208 +00:27:57,950 --> 00:28:12,590 +هيكون Y Y minus X T C على T A هين Y minus X T C + +209 +00:28:12,590 --> 00:28:23,930 +على T B هين X زائد Y و بيعطيني معلومات NEF + +210 +00:28:27,210 --> 00:28:36,430 +بساوة طبنتاش اللي هي بساوة إيش؟ Y نعطينا A is + +211 +00:28:36,430 --> 00:28:49,750 +fixed NA بساوة سفر اللي هي عبارة عن Y minus X TC + +212 +00:28:49,750 --> 00:28:54,090 +على TA + +213 +00:28:56,730 --> 00:29:06,110 +ال Y يعني هكون عندى سفر سوى ال Y طمنتاش minus X TC + +214 +00:29:06,110 --> 00:29:19,210 +32 على 2 و 70 يعني ع ال 8 أربع ع ال 8 تسعة صح يعني + +215 +00:29:19,210 --> 00:29:29,750 +هتكون طمنتاشسفر بالساوية طمنتاش ناقص أربعة على + +216 +00:29:29,750 --> 00:29:37,590 +تسعة X يعني + +217 +00:29:37,590 --> 00:29:47,450 +X هتكون تساوية طمنتاش في تسعة على أربعة يعني تسعة + +218 +00:29:47,450 --> 00:29:49,690 +في تسعة واحد تمانين على اتنين اربعين ونص + +219 +00:29:55,400 --> 00:30:00,180 +هذه ال X الان + +220 +00:30:00,180 --> 00:30:12,620 +عندي NB NB + +221 +00:30:12,620 --> 00:30:17,020 +هتكون + +222 +00:30:17,020 --> 00:30:23,480 +تساوي Y minus X DC + +223 +00:30:28,470 --> 00:30:34,290 +على ال TV او + +224 +00:30:34,290 --> 00:30:41,990 +خلنا نقش .. نشوف أولا الاشي المعروف NC بيستوى + +225 +00:30:41,990 --> 00:30:52,490 +X زائد Y X عندي أكم؟ أربعين و نص زائد Y طمنتاش + +226 +00:30:52,490 --> 00:30:53,930 +يعني هتساوي + +227 +00:31:02,440 --> 00:31:06,760 +هذه N C N + +228 +00:31:06,760 --> 00:31:13,380 +B بتساوي + +229 +00:31:13,380 --> 00:31:29,400 +Y minus X في T C على T B يعني عند ال Y أكم 18 + +230 +00:31:31,060 --> 00:31:39,920 +ناقص اربعين و نص ال TC في اتنين و تلاتين TB + +231 +00:31:39,920 --> 00:31:50,200 +مش عارفة صح على TB يعني + +232 +00:31:50,200 --> 00:31:55,200 +هيكون ساوى تمانتاش ناقص + +233 +00:31:55,200 --> 00:31:58,820 +على + +234 +00:31:58,820 --> 00:32:09,260 +TBالان بي طيب + +235 +00:32:09,260 --> 00:32:24,440 +في انا مجهول عدد سنة انت ع بي صح؟ + +236 +00:32:24,440 --> 00:32:26,880 +نعم + +237 +00:32:29,280 --> 00:32:39,800 +أه دي بدك تروح اتنين يعني ألف ألف و متين طيب + +238 +00:32:39,800 --> 00:32:47,060 +اللي هى NB هيتعدي ال TB مش معروفة لكن ممكن أطلعها + +239 +00:32:47,060 --> 00:32:52,000 +ولا مش ممكن طلع + +240 +00:32:52,000 --> 00:32:55,920 +ال center distance مص قطر هذا RA اشو يستوي + +241 +00:32:58,780 --> 00:33:10,340 +مص قطر الترس A بيستوي RC زاد القطر هذا RC زاد + +242 +00:33:10,340 --> 00:33:17,680 +اتنين RB يعني + +243 +00:33:17,680 --> 00:33:21,360 +هيكون TA بيستوي TC + +244 +00:33:26,300 --> 00:33:36,720 +زائد اتنين TB TA + +245 +00:33:36,720 --> 00:33:40,400 +اكم عندي 72 + +246 +00:33:40,400 --> 00:33:49,360 +و TC 32 زائد اتنين TB يعني TB اكم عشرين + +247 +00:33:55,190 --> 00:34:00,230 +يعني NB هتكون + +248 +00:34:00,230 --> 00:34:04,510 +تستاوي 18-1296 + +249 +00:34:04,510 --> 00:34:10,330 +على 20 هتستاوي + +250 +00:34:10,330 --> 00:34:17,270 +تطلع بالسالب هذا سالب 46.80 + +251 +00:34:24,670 --> 00:34:31,310 +revolution per minute في أي سؤال؟ طيب شوف السؤال + +252 +00:34:31,310 --> 00:34:35,150 +هذا how many revolutions does the arm to which + +253 +00:34:35,150 --> 00:34:42,920 +pinions B and C are attached make؟ عندي ال armهعمل + +254 +00:34:42,920 --> 00:34:49,340 +ال penion B و ال penion C و في ترس و نص A و في ترس + +255 +00:34:49,340 --> 00:35:00,140 +داخل .. سن داخل D فبده .. بده صرعة التروث الصغير B + +256 +00:35:00,140 --> 00:35:08,340 +و C يعني بده NB و + +257 +00:35:08,340 --> 00:35:09,000 +NC + +258 +00:35:12,510 --> 00:35:18,030 +when a makes one revolution clockwise a + +259 +00:35:18,030 --> 00:35:29,330 +and a minus واحد and + +260 +00:35:29,330 --> 00:35:35,850 +d هذا d makes half a revolution counter clockwise + +261 +00:35:35,850 --> 00:35:37,970 +and d + +262 +00:35:54,270 --> 00:36:05,050 +نص طيب انا + +263 +00:36:05,050 --> 00:36:12,750 +عند a a b c d 4 5 و ال R + +264 +00:36:27,990 --> 00:36:44,570 +الارم a b c d عامل fix للارم وليش ايه rotate + +265 +00:36:48,240 --> 00:36:54,000 +rotate a في الحلقة دي rotate a plus + +266 +00:36:54,000 --> 00:36:58,260 +x fix + +267 +00:36:58,260 --> 00:37:07,160 +ال arm zero plus x بيه + +268 +00:37:07,160 --> 00:37:09,320 +هتكون minus بيه و c نفس الاشي minus + +269 +00:37:15,770 --> 00:37:19,530 +هم عطينا number of teeth on gears A and D هم عطينا + +270 +00:37:19,530 --> 00:37:23,710 +TA أكم + +271 +00:37:23,710 --> 00:37:36,270 +أربعين و TD ساوي تسعين ال + +272 +00:37:36,270 --> 00:37:42,630 +B هيكون minus X + +273 +00:37:42,630 --> 00:37:52,290 +TAعلى ت بي هذا برضه نفس الشيء minus X TA على ت بي + +274 +00:37:52,290 --> 00:38:02,190 +نفس عدد سنة لأنهم نفس الموديول كلهم ال D مع + +275 +00:38:02,190 --> 00:38:07,710 +B أو C البداكية ال B هكون نفسه تجاههم هتكون minus + +276 +00:38:07,710 --> 00:38:11,090 +X TA + +277 +00:38:12,570 --> 00:38:30,530 +على ت بي في ت بي على ت دي plus + +278 +00:38:30,530 --> 00:38:37,590 +y y + +279 +00:38:37,590 --> 00:38:53,680 +x زائد yY minus X TA على TB Y minus X TA على TB Y + +280 +00:38:53,680 --> 00:38:58,680 +minus X TA على TD + +281 +00:39:18,170 --> 00:39:22,710 +الان صورة ال arm اللي هي بيستوى Y و Y مش عارفها + +282 +00:39:22,710 --> 00:39:33,150 +عندي هو بيحكيلي انه NA بيستوى سالب واحد بيستوى X + +283 +00:39:33,150 --> 00:39:42,830 +زائد Y هاي المعادلة ومعطيلي ND بيستوى + +284 +00:39:42,830 --> 00:39:43,250 +نص + +285 +00:39:47,190 --> 00:40:00,310 +اللي هي Y minus X TA على TD صح؟ يعني نص هتكون سوى + +286 +00:40:00,310 --> 00:40:10,810 +Y minus X TA أكمل عند إيه؟ أربعين على تسعين + +287 +00:40:16,030 --> 00:40:24,250 +يعني من واحد from one او ممكن ايش نسوي اجمع واحد + +288 +00:40:24,250 --> 00:40:38,850 +مع اتنين يعني واحد زائد اتنين ثانية + +289 +00:40:38,850 --> 00:40:44,110 +خليني اطرح واحد + +290 +00:40:46,760 --> 00:40:58,980 +نقص اتنين هزبط هزير عنده سالب واحد سالب نص سالب + +291 +00:40:58,980 --> 00:41:05,960 +واحد و نص بعدين عنده هتروح ال Y مع ال Y هزير plus + +292 +00:41:05,960 --> 00:41:15,640 +اتنين بالسواء X في واحد زاد اربع على تسعة صح؟ + +293 +00:41:18,820 --> 00:41:26,820 +تلتاش على تسعة يعني X ستكون سالب واحد و نص في + +294 +00:41:26,820 --> 00:41:38,060 +تسعة و تلتاش مظبوط هذي X طيب + +295 +00:41:38,060 --> 00:41:47,120 +هذي X معناته ال Y ستكون سالب واحد سالب Xهتكون + +296 +00:41:47,120 --> 00:41:55,200 +تساوي سالب واحد زائد واحد + +297 +00:41:55,200 --> 00:42:00,180 +و نص في تسعة تلتاش + +298 +00:42:00,180 --> 00:42:04,260 +و نص ع + +299 +00:42:04,260 --> 00:42:12,560 +تلتاش صح؟ سالب زائد تلتاش و نص ع تلتاش يعني الواحد + +300 +00:42:12,560 --> 00:42:25,780 +هتكون تساوينص واحد ع ستة وعشر يعني صح طيب + +301 +00:42:25,780 --> 00:42:33,540 +حسبنا x و y هو ايش بده how man revolution does the + +302 +00:42:33,540 --> 00:42:40,500 +arm اللي هي ال .. ال arm اللي هي هتكون صرته اللي + +303 +00:42:40,500 --> 00:42:47,960 +هي أن .. أن ال armهتكون تساوي y لي واحد على ست + +304 +00:42:47,960 --> 00:42:51,920 +عشرين خربي + +305 +00:42:51,920 --> 00:43:03,320 +يا عم هذا + +306 +00:43:03,320 --> 00:43:08,680 +المطلوب المطلوب التاني يدخل صورة ال R وين A هذا + +307 +00:43:08,680 --> 00:43:10,240 +المطلوب الأول المطلوب التاني + +308 +00:43:13,910 --> 00:43:19,210 +when A makes one revolution clockwise يعني N A + +309 +00:43:19,210 --> 00:43:36,030 +سالب واحد RPM و D is stationary و N D ساو سفر N A + +310 +00:43:36,030 --> 00:43:43,440 +اللي هي هتكون سالب واحد ساو X زائد Yو أن دي + +311 +00:43:43,440 --> 00:43:53,720 +بالساوية صفر Y minus + +312 +00:43:53,720 --> 00:44:09,000 +X TA في أربع على تسعة طيب + +313 +00:44:09,000 --> 00:44:18,450 +هاي حسابين تلاتةو هذه أربعة نحن + +314 +00:44:18,450 --> 00:44:30,510 +بحكي تلاتة ناقص أربعة هيعطينا سالب واحد بالساوية + +315 +00:44:30,510 --> 00:44:36,210 +plus + +316 +00:44:36,210 --> 00:44:44,510 +تلاتاش على تسعة X يعني X ستكون ساوية سالب تسعةع + +317 +00:44:44,510 --> 00:44:48,470 +تلاتاش يعني + +318 +00:44:48,470 --> 00:44:55,630 +Y اللي هي N ال arm هتكون + +319 +00:44:55,630 --> 00:45:01,830 +تساوي minus + +320 +00:45:01,830 --> 00:45:12,070 +واحد زائد تسعة ع تلاتاش يعني هتكون minus + +321 +00:45:17,180 --> 00:45:26,780 +RBM شوف مثال فيه تفاصيل أكتر in an epicyclic gear + +322 +00:45:26,780 --> 00:45:30,180 +train the internal wheels A and B في عنده two + +323 +00:45:30,180 --> 00:45:37,920 +internal gears هذا ترس داخلي A و هذا ترس داخلي B + +324 +00:45:37,920 --> 00:45:43,160 +and compound wheels C and D يعني C and D مثبتين + +325 +00:45:43,160 --> 00:45:43,960 +مدوروا مع بعض + +326 +00:45:47,270 --> 00:45:53,690 +rotate independently about axis O يعني A و B بدور + +327 +00:45:53,690 --> 00:46:05,830 +حوالين O و C و D بدور حوالين O طيب + +328 +00:46:05,830 --> 00:46:19,140 +wheels E and F هاي E E مش مع C مع Aو F مش مع D و + +329 +00:46:19,140 --> 00:46:25,600 +مع B ماشي All + +330 +00:46:25,600 --> 00:46:28,160 +wheels have the same module and the number of + +331 +00:46:28,160 --> 00:46:38,180 +teeth are المعطين عدد الأسنان تاسي تاسي + +332 +00:46:38,180 --> 00:46:42,980 +تمانية + +333 +00:46:42,980 --> 00:46:53,370 +و عشرينت دي ستة و عشرين ت بساوة ت اف + +334 +00:46:53,370 --> 00:47:01,490 +بساوة تمانتاش find + +335 +00:47:01,490 --> 00:47:07,990 +number of teeth on a and b حسب العد السنان بتاع a + +336 +00:47:07,990 --> 00:47:08,470 +و b + +337 +00:47:16,040 --> 00:47:25,020 +انت تطلعه هذا نص القطر هذا نص القطر ايه عشان a نص + +338 +00:47:25,020 --> 00:47:31,360 +قطر a اللي هو ر a ايش يساوي؟ + +339 +00:47:31,360 --> 00:47:42,060 +ر اي ر اي هذا IRC بالظبط RC + +340 +00:47:46,130 --> 00:47:53,490 +زاد اتنين RA طبعا + +341 +00:47:53,490 --> 00:47:56,110 +تقولوا لقب في المدينة و مانتوا هترجع للقب الأسنان + +342 +00:47:56,110 --> 00:48:00,710 +هيكون ال TA او + +343 +00:48:00,710 --> 00:48:05,430 +ال TC احنا + +344 +00:48:05,430 --> 00:48:13,350 +معطينا TC و TA يعني هيكون عندك TC أكم تمانية و + +345 +00:48:13,350 --> 00:48:13,750 +عشرين + +346 +00:48:17,370 --> 00:48:24,830 +زيادة اتنين في تمانتاش اربعة + +347 +00:48:24,830 --> 00:48:29,230 +ستين سنة + +348 +00:48:29,230 --> 00:48:36,650 +بالنسبالي بي هاي + +349 +00:48:36,650 --> 00:48:44,430 +بي هاي انا ر بي ر بي ايه مش ساوي + +350 +00:48:50,950 --> 00:49:04,090 +ر دي زي اتنين ر اف ر دي زي اتنين ر اف يعني هكون دي + +351 +00:49:04,090 --> 00:49:16,310 +ت بي ت دي زي اتنين ت اف ال ت دي تمانية ت دي ست و + +352 +00:49:16,310 --> 00:49:29,620 +عشرين زي اتنين في تمانتاش62 مظبوط خلصنا + +353 +00:49:29,620 --> 00:49:33,560 +من هذه if + +354 +00:49:33,560 --> 00:49:39,660 +arm g makes one hundred rpm clockwise يعني ماعطينا + +355 +00:49:39,660 --> 00:49:49,240 +هو أن g ماقص مائة و تمانين مائة rpm + +356 +00:49:52,590 --> 00:50:13,170 +and A is fixed و أن A سو Zero بده أن B أنا + +357 +00:50:13,170 --> 00:50:22,110 +عندي من A A B C D E F Gبدنا سبعة و بالنقطة بدنا + +358 +00:50:22,110 --> 00:50:29,290 +تمان عمدان أولش + +359 +00:50:29,290 --> 00:50:39,250 +عند ال arm هنحكي جي في الآخر هاي + +360 +00:50:39,250 --> 00:50:43,130 +جي، آخرش جي صح؟ جي + +361 +00:50:57,040 --> 00:51:04,760 +أحنا بدنا نحكي أنها سبعة يعني غير هذا .. يعني غير + +362 +00:51:04,760 --> 00:51:07,880 +هذا سبعة لأن هذا ستة + +363 +00:51:35,140 --> 00:51:49,380 +and a,b,c,d,e,f,g fix + +364 +00:51:49,380 --> 00:51:56,800 +ال arm g rotate لت واحد نعمل rotation + +365 +00:52:02,180 --> 00:52:09,080 +يا دي يا سي ما هو دي و سي مع بعض روتيت دي او سي + +366 +00:52:09,080 --> 00:52:23,280 +روتيت سي سي at plus X and fix G هد سفر سي دي plus + +367 +00:52:23,280 --> 00:52:27,980 +X plus X صح؟ + +368 +00:52:30,340 --> 00:52:36,060 +الان C C + +369 +00:52:36,060 --> 00:52:50,880 +Drive E صح انا بتفتح تكون minus X T C على T E لسه + +370 +00:52:50,880 --> 00:52:54,780 +خنخلص الان E Drive A + +371 +00:52:59,210 --> 00:53:05,110 +هتكون انترال هتكون نفس الاتجاه هتكون اول واحدة ايه + +372 +00:53:05,110 --> 00:53:12,310 +اللي هي هصير minus هتكون هاده انا بحكي انا ايه مع + +373 +00:53:12,310 --> 00:53:18,070 +ايه؟ معناه تقريبا تي ايه هتروح هيكون minus x Tc تي + +374 +00:53:18,070 --> 00:53:27,030 +ايه في تي ايه على تي ايه هكون minus x Tc على تي + +375 +00:53:27,030 --> 00:53:27,330 +ايه + +376 +00:53:35,080 --> 00:53:53,560 +D Drive F يعني هتكون minus X T D على T F صح و F + +377 +00:53:53,560 --> 00:53:56,580 +Drive B هكون minus + +378 +00:53:59,710 --> 00:54:12,290 +X TD على TV صح لأن هذا هضربها في TF على TB هتروح + +379 +00:54:12,290 --> 00:54:12,510 +TF + +380 +00:54:28,920 --> 00:54:34,220 +نشبه Y-XTC + +381 +00:54:34,220 --> 00:54:53,420 +على TA Y-XTD على T ب X زائد Y X زائد Y Y-XTC على + +382 +00:54:53,420 --> 00:54:58,040 +TA Y-XTD + +383 +00:54:59,230 --> 00:55:08,530 +على TF و Y هو + +384 +00:55:08,530 --> 00:55:14,770 +معطيني NG NG ساوي + +385 +00:55:14,770 --> 00:55:19,810 +سالب مية بتساوي + +386 +00:55:19,810 --> 00:55:24,870 +Y يعني عرفنا Y معطيني NA + +387 +00:55:28,900 --> 00:55:34,020 +بتساوى سفر بتساوى + +388 +00:55:34,020 --> 00:55:44,860 +Y minus X TC على TA يعني هيكون ال Y اللي هو سالب + +389 +00:55:44,860 --> 00:55:55,560 +مية سالب X TC اللي هو تمانية و عشرين على + +390 +00:55:58,950 --> 00:56:05,750 +عشان حسبناها TA اللي هي اربع ستين يعني + +391 +00:56:05,750 --> 00:56:11,970 +على اربع سبعة على اربع ستاش احسبولي يعني هتكون + +392 +00:56:11,970 --> 00:56:24,930 +يعني منها بحسب X هتكون سالب سالب مية في + +393 +00:56:28,850 --> 00:56:43,650 +ستاش ع سبعة صح هاد + +394 +00:56:43,650 --> 00:56:52,790 +ال X هو بده NB ال NB هتساوي + +395 +00:56:52,790 --> 00:56:54,890 +Y + +396 +00:56:56,980 --> 00:57:05,080 +-x td على t بحيث + +397 +00:57:05,080 --> 00:57:12,580 +ساوي ال y سالب مية minus + +398 +00:57:12,580 --> 00:57:16,540 +x يصير minus minus plus صح؟ + +399 +00:57:20,630 --> 00:57:32,690 +three plus مية في ستاش على سبعة في تي دي ستة و + +400 +00:57:32,690 --> 00:57:46,870 +عشرين على اتنين و ستين انا + +401 +00:57:46,870 --> 00:57:48,910 +بحسب ايش ال انبي + +402 +00:57:52,050 --> 00:57:59,690 +لأ هتكون ستاش أكمل + +403 +00:57:59,690 --> 00:58:08,710 +تطلع؟ سالب أربع هذا + +404 +00:58:08,710 --> 00:58:21,110 +مطلوب + +405 +00:58:21,110 --> 00:58:21,410 +إيه؟ + +406 +00:58:27,630 --> 00:58:34,950 +التاني طلب التالت if arm g makes one hundred rpm + +407 +00:58:34,950 --> 00:58:40,970 +clockwise and g بالساوية + +408 +00:58:40,970 --> 00:58:49,470 +سالب مية بالساوية y and + +409 +00:58:49,470 --> 00:58:49,630 +a + +410 +00:58:57,170 --> 00:59:08,130 +بساوة عشرة اللي هي بساوة ايش Y minus X TC على TA + +411 +00:59:08,130 --> 00:59:11,590 +يعني + +412 +00:59:11,590 --> 00:59:23,830 +عشرة هتكون سالب مية سالب X في TC تمانية و عشرين + +413 +00:59:27,150 --> 00:59:37,330 +على اربع و ستين و منها بحسب ال X هتطلع + +414 +00:59:37,330 --> 00:59:43,270 +سالب تسعين + +415 +00:59:43,270 --> 00:59:53,110 +في اربع ستين على تمانية و عشرين كام؟ + +416 +00:59:53,110 --> 00:59:59,700 +اه سالب لأ مية و عشرةفي اربع سنة ع تانية و عشرين + +417 +00:59:59,700 --> 01:00:14,420 +انا + +418 +01:00:14,420 --> 01:00:19,320 +بعدين بحسب NB بتساوي + +419 +01:00:19,320 --> 01:00:31,980 +Y minus X TD على TBهيكون الـ y عندي سالب مية ماينس + +420 +01:00:31,980 --> 01:00:38,980 +ماينس بصير زائد متين واحد وخمسين point أربعة اتنين + +421 +01:00:38,980 --> 01:00:43,460 +في ال TD ستة عشرين على اتنين وستين + +422 +01:00:59,240 --> 01:01:07,360 +فيها سؤال خنحل عشرة يعني + +423 +01:01:07,360 --> 01:01:21,940 +الأسئلة منوعة وفيها أفكار جديدة نعم لا + +424 +01:01:21,940 --> 01:01:28,910 +مش أسهل مجرب حل القوانينانت بتكون أسهل لو كان + +425 +01:01:28,910 --> 01:01:33,310 +ترسين و عدراع واحد بتكون أسهل .. اه لكن لما يكون + +426 +01:01:33,310 --> 01:01:39,230 +عندك .. عندك .. عندك يعني جيل train زي هذه في + +427 +01:01:39,230 --> 01:01:42,550 +طريقة الجدول أسهل بكتير و أسرع سريع جدا كما انت + +428 +01:01:42,550 --> 01:01:48,830 +شايف طيب + +429 +01:01:56,940 --> 01:02:02,260 +هنتطلع الشكل اول شي عندي انا عندي + +430 +01:02:02,260 --> 01:02:07,520 +هذا ال internal gear عندي gear c محمول على ال + +431 +01:02:07,520 --> 01:02:16,240 +shaft a gear c مش مع دي دي و ايه على نفس العمود دي + +432 +01:02:16,240 --> 01:02:25,970 +مع ايه ايه يعني c مش مع دي و ايه مش مع جيو في + +433 +01:02:25,970 --> 01:02:35,970 +إدراع هذا الإدراع ال arm شايل اللي هو D و E شايل D + +434 +01:02:35,970 --> 01:02:43,950 +و E نطلع من المنظر هنا أنا عندي هاي C في الإدراع + +435 +01:02:43,950 --> 01:02:55,170 +هذا شايل D و E الآن ال Cالـ C هيومش مع ال D هذا ال + +436 +01:02:55,170 --> 01:03:04,690 +D و E مش مع الترس الكبير ال G فهمته + +437 +01:03:04,690 --> 01:03:09,370 +جديد لان ال two shafts A و B are coaxial يعني اللي + +438 +01:03:09,370 --> 01:03:17,390 +هو نفس المحور بس هم ايش كل واحد بدور مستقل هاي + +439 +01:03:17,390 --> 01:03:22,240 +shaft A و Bاله نفس المحور بس هدا الشفت و هدا الشفت + +440 +01:03:22,240 --> 01:03:28,000 +بدوره مستقلين a + +441 +01:03:28,000 --> 01:03:34,020 +gear C عدسناه عند ال TC بساوة + +442 +01:03:34,020 --> 01:03:40,980 +خمسين سنه is rigidly mounted on shaft A a compound + +443 +01:03:40,980 --> 01:03:47,280 +gear DE gears with C and antenna gear Gطلعنا على + +444 +01:03:47,280 --> 01:03:54,920 +الشكل دي هات وانتي تيث تي دي بالساوية + +445 +01:03:54,920 --> 01:04:00,840 +عشرين سن and + +446 +01:04:00,840 --> 01:04:13,640 +gears with c ايه هات خمس تلاتين سن جيرجي + +447 +01:04:13,640 --> 01:04:15,120 +is fixed and + +448 +01:04:18,260 --> 01:04:22,580 +سوى صفر is + +449 +01:04:22,580 --> 01:04:27,040 +concentric with the shaft axis the compound gear + +450 +01:04:27,040 --> 01:04:30,340 +DE is mounted on a pin which projects from يعني هو + +451 +01:04:30,340 --> 01:04:36,380 +بتحكي أن ال DE محمول على الدراع find + +452 +01:04:36,380 --> 01:04:42,940 +the number of teeth on internal gear بده تي جي + +453 +01:04:47,810 --> 01:04:53,570 +assume that all gears have the same module بده + +454 +01:04:53,570 --> 01:04:56,530 +العدد السنان ع الجير جي بعدين if shaft A rotates + +455 +01:04:56,530 --> 01:05:01,370 +at 110 rpm + +456 +01:05:01,370 --> 01:05:06,770 +find the speed of shaft B هنشوف من الطول الأول أنه + +457 +01:05:06,770 --> 01:05:11,050 +وجد عدد سنان الجير جي + +458 +01:05:26,440 --> 01:05:31,860 +طلع اولش انا عندى + +459 +01:05:31,860 --> 01:05:35,020 +ال + +460 +01:05:35,020 --> 01:05:46,380 +R .. ال RG ال RG ايش بالساوية عندك النص القطر هذا + +461 +01:05:46,380 --> 01:05:51,620 +بالساوية + +462 +01:05:51,620 --> 01:06:04,410 +الطول هذازائد RA يعني RJ بدي + +463 +01:06:04,410 --> 01:06:12,350 +أسميه طول الدراع L L L زائد + +464 +01:06:12,350 --> 01:06:16,950 +RA أي واحد + +465 +01:06:21,640 --> 01:06:31,520 +اللي هو خاتة D مع C هيكون RC زي RD بيستوى L صح؟ RC + +466 +01:06:31,520 --> 01:06:46,480 +L زي RC زي RD صح؟ مظبوط؟ معناته كمان مرة هاي L + +467 +01:06:48,620 --> 01:06:59,800 +بساوة RC زاد RD وRG بساوة L زاد RA يعني انا حاسين + +468 +01:06:59,800 --> 01:07:04,360 +عند ال RG بساوة + +469 +01:07:04,360 --> 01:07:13,400 +.. هعوض عن L بساوة RC زاد RD يعني عند ال TG بساوة + +470 +01:07:13,400 --> 01:07:13,880 +TC + +471 +01:07:22,500 --> 01:07:32,640 +خمسين زاد عشرين زاد خمس وتلاتين هذا + +472 +01:07:32,640 --> 01:07:42,940 +تيجي المطلوب + +473 +01:07:42,940 --> 01:07:49,600 +التاني if shaft A rotates at one hundred rpm at + +474 +01:07:49,600 --> 01:07:59,030 +one hundred tenعند ال T N بسوة و مية و عشرة RPM + +475 +01:07:59,030 --> 01:08:05,010 +هعتبرها نموجة بده + +476 +01:08:05,010 --> 01:08:15,250 +N ب A طيب + +477 +01:08:23,710 --> 01:08:27,330 +أنا هسبت لدراع هسبت لدراع هدحط ال R من هنا الأخر + +478 +01:08:27,330 --> 01:08:31,190 +واحد هنا + +479 +01:08:31,190 --> 01:08:38,910 +عندنا A B C D لأ + +480 +01:08:38,910 --> 01:08:50,970 +في عند .. في عند .. عند .. عند C C و D و E و G + +481 +01:08:50,970 --> 01:09:05,260 +يعنيغير الإدراع C وD وE وG بس عشان نصلح هنا if + +482 +01:09:05,260 --> 01:09:09,900 +shaft A rotates at one hundred rpm shaft A حامل + +483 +01:09:09,900 --> 01:09:18,720 +النياترس shaft A حامل C صح؟ shaft A معناته هذي and + +484 +01:09:18,720 --> 01:09:19,020 +C + +485 +01:09:29,030 --> 01:09:40,370 +بدو سرعة ال shaft B ال shaft B ايش حامل؟ ال arm + +486 +01:09:40,370 --> 01:09:45,470 +بدو + +487 +01:09:45,470 --> 01:09:48,930 +N ال arm + +488 +01:10:02,550 --> 01:10:28,110 +اللي حكينا عنها غير ال R C D E G أربعة اوشي + +489 +01:10:28,110 --> 01:10:36,290 +فكسR rotate C + +490 +01:10:36,290 --> 01:10:48,630 +at plus X عملنا fix ها سفر plus X C مش معاش مع دي + +491 +01:10:48,630 --> 01:11:02,150 +minus X TC على TD وهذا minus X TC على TDو E مش مع + +492 +01:11:02,150 --> 01:11:14,970 +G هكون هو internal minus X T C على T D في T E في T + +493 +01:11:14,970 --> 01:11:18,550 +E minus + +494 +01:11:18,550 --> 01:11:27,450 +X T C على T D في T E على T G عشان مستيشي ترك + +495 +01:11:27,450 --> 01:11:34,210 +عدسنان D مش نفس عدسنان Eواضح؟ compound gear هنا + +496 +01:11:34,210 --> 01:11:38,430 +plus y + +497 +01:11:38,430 --> 01:11:41,530 +ع + +498 +01:11:41,530 --> 01:11:49,370 +نفس الشفت يعني انا هكون عندي x زائد y y minus x tc + +499 +01:11:49,370 --> 01:11:55,390 +على td y minus x tc على td + +500 +01:11:57,920 --> 01:12:08,540 +minus X TC TE على TD TG هو ماعطيني إياش هو Y + +501 +01:12:08,540 --> 01:12:18,960 +ماعطيني إياش ال NC NC ماعطيني إيها NC سوى مية و + +502 +01:12:18,960 --> 01:12:23,140 +عشرة بتسوى X زائد Y + +503 +01:12:30,290 --> 01:12:36,530 +ومعطين ال NG سوى + +504 +01:12:36,530 --> 01:12:50,570 +السفر Y minus X T C T E يعني + +505 +01:12:50,570 --> 01:12:58,430 +هكون عند ال Y أكم مش عارف مش معروفة minus X T C + +506 +01:12:58,430 --> 01:13:11,780 +خمسينفي خمسة و تلاتين على TD عشرين و + +507 +01:13:11,780 --> 01:13:26,400 +تي جي اللي هي كم مية و خمسة واحد تلاتة صح؟ هاي سفر + +508 +01:13:26,400 --> 01:13:37,990 +مع سفر يعني هتكون هتتساويY-5 ع 6 X + +509 +01:13:37,990 --> 01:13:48,510 +هاي واحد هاي اتنين هاي + +510 +01:13:48,510 --> 01:13:56,450 +واحد ناقص اتنين هتقوح ال Y مع ال Y + +511 +01:14:00,810 --> 01:14:07,930 +هذه سفر صح؟ يعني هكون مية و عشرة بتساوي و Y مع Y + +512 +01:14:07,930 --> 01:14:15,030 +هتكون .. يعني هتصير جامعة صح؟ يعني احداش على ستة X + +513 +01:14:15,030 --> 01:14:23,950 +معناته X هتكون تساوي ستين معناته + +514 +01:14:23,950 --> 01:14:28,330 +ال Y خمسين + +515 +01:14:31,000 --> 01:14:38,120 +معناته اللي هي هاجم السوء إيش ال N تاعة ال R ال N + +516 +01:14:38,120 --> 01:14:47,580 +تاعة ال R اللي بتطلع خمسين RPM في + +517 +01:14:47,580 --> 01:14:51,260 +أي سؤال؟ أعطيكم العفو + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/GZdpw943Dt8_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/GZdpw943Dt8_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..b6b7d63aef23e92ff33f46c05bc1b2a5785a1d70 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/GZdpw943Dt8_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 3407, "start": 5.65, "end": 34.07, "text": "السلام عليكم ورحمة الله وبركاته اليوم هنستكمل chapter خمس اللي هو simple mechanisms المرفض حكينا عن ال inversions لسلدر كليك ميكانيزم حكينا عن inversion number three و inversion number four اليوم هنحكي عن inversion number two inversion number two يعني هنثبت link رقم اتنين", "tokens": [6027, 3794, 37440, 25894, 24793, 4032, 2288, 35571, 3660, 21984, 4032, 26890, 4117, 9307, 3224, 45595, 20498, 8032, 1863, 14851, 24793, 1211, 7187, 16490, 2304, 3794, 13672, 1829, 31439, 2199, 15902, 9673, 28480, 11242, 11331, 4117, 1829, 8315, 18871, 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{"id": 8, "seek": 22781, "start": 210.45, "end": 227.81, "text": "وهذه ال link اتنين و ال link تلاتة و ال link اربعة طبعا هاي ABCD لان هو هيثبت اتنين و هحرك واحد", "tokens": [2407, 3224, 24192, 2423, 2113, 1975, 2655, 1863, 9957, 4032, 2423, 2113, 6055, 1211, 9307, 3660, 4032, 2423, 2113, 1975, 25513, 27884, 23032, 3555, 3615, 995, 8032, 47302, 22342, 35, 5296, 7649, 31439, 8032, 1829, 12984, 3555, 2655, 1975, 2655, 1863, 9957, 4032, 8032, 5016, 31747, 36764, 24401], "avg_logprob": -0.3950892857142857, "compression_ratio": 1.4854368932038835, "no_speech_prob": 0.0, "words": [{"start": 210.45, "end": 210.89, "word": "وهذه", "probability": 0.3445638020833333}, {"start": 210.89, "end": 211.01, "word": " ال", "probability": 0.37451171875}, {"start": 211.01, "end": 211.19, "word": " link", "probability": 0.5107421875}, {"start": 211.19, "end": 211.77, "word": " اتنين", "probability": 0.83197021484375}, {"start": 211.77, "end": 213.11, "word": " و", "probability": 0.62109375}, {"start": 213.11, "end": 213.19, "word": " ال", "probability": 0.17138671875}, {"start": 213.19, "end": 213.51, "word": " link", "probability": 0.96826171875}, {"start": 213.51, "end": 214.45, "word": " تلاتة", "probability": 0.9119873046875}, {"start": 214.45, "end": 215.53, "word": " و", "probability": 0.947265625}, {"start": 215.53, "end": 215.61, "word": " ال", "probability": 0.84228515625}, {"start": 215.61, "end": 215.99, "word": " link", "probability": 0.98046875}, {"start": 215.99, "end": 217.61, "word": " اربعة", "probability": 0.7291666666666666}, {"start": 217.61, "end": 218.91, "word": " طبعا", "probability": 0.9248046875}, {"start": 218.91, "end": 219.19, "word": " هاي", "probability": 0.51690673828125}, {"start": 219.19, "end": 221.93, "word": " ABCD", "probability": 0.6314697265625}, {"start": 221.93, "end": 222.27, "word": " لان", "probability": 0.4632568359375}, {"start": 222.27, "end": 222.43, "word": " هو", "probability": 0.9052734375}, {"start": 222.43, "end": 223.23, "word": " هيثبت", "probability": 0.830078125}, {"start": 223.23, "end": 225.43, "word": " اتنين", "probability": 0.9730224609375}, {"start": 225.43, "end": 226.89, "word": " و", "probability": 0.90576171875}, {"start": 226.89, "end": 227.29, "word": " هحرك", "probability": 0.71826171875}, {"start": 227.29, "end": 227.81, "word": " واحد", "probability": 0.97216796875}], "temperature": 1.0}, {"id": 9, "seek": 26660, "start": 237.16, "end": 266.6, "text": "لسه احنا مانتقلناش لسه ما ثبت احنا هنثبت اتنين يعني هنثبت اتنين عندي هاي A", "tokens": [1211, 3794, 3224, 1975, 5016, 8315, 3714, 7649, 2655, 4587, 1211, 1863, 33599, 5296, 3794, 3224, 19446, 38637, 3555, 2655, 1975, 5016, 8315, 8032, 1863, 12984, 3555, 2655, 1975, 2655, 1863, 9957, 37495, 22653, 8032, 1863, 12984, 3555, 2655, 1975, 2655, 1863, 9957, 18871, 16254, 8032, 47302, 316], "avg_logprob": -0.15561224976364446, "compression_ratio": 1.5833333333333333, "no_speech_prob": 0.0, "words": [{"start": 237.16, "end": 237.54, "word": "لسه", 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يعني هاي عند A وهي عند Revolute هين هاي A و عند Revolute هين هاي B طبعا هذه هتكون الثابت اتنين ولا واحد؟", "tokens": [6027, 20292, 10874, 47302, 15844, 23032, 28480, 1829, 11296, 12127, 401, 1169, 43242, 316, 4032, 12127, 401, 1169, 43242, 363, 37495, 22653, 8032, 47302, 43242, 316, 37037, 1829, 43242, 12127, 401, 1169, 8032, 9957, 8032, 47302, 316, 4032, 43242, 12127, 401, 1169, 8032, 9957, 8032, 47302, 363, 23032, 3555, 3615, 995, 29538, 8032, 2655, 30544, 6024, 104, 16758, 2655, 1975, 2655, 1863, 9957, 49429, 36764, 24401, 22807], "avg_logprob": -0.32766545038012895, "compression_ratio": 1.7285714285714286, "no_speech_prob": 0.0, "words": [{"start": 297.0, "end": 297.26, "word": "اللي", "probability": 0.232208251953125}, {"start": 297.26, "end": 297.36, "word": " جاي", "probability": 0.834716796875}, {"start": 297.36, "end": 297.5, "word": " على", "probability": 0.56787109375}, {"start": 297.5, "end": 299.22, "word": " طرفيها", "probability": 0.70556640625}, {"start": 299.22, "end": 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{"start": 323.7, "end": 324.06, "word": " هتكون", "probability": 0.9339192708333334}, {"start": 324.06, "end": 324.96, "word": " الثابت", "probability": 0.8968505859375}, {"start": 324.96, "end": 325.26, "word": " اتنين", "probability": 0.8890380859375}, {"start": 325.26, "end": 325.4, "word": " ولا", "probability": 0.81201171875}, {"start": 325.4, "end": 326.12, "word": " واحد؟", "probability": 0.9368489583333334}], "temperature": 1.0}, {"id": 12, "seek": 35456, "start": 326.66, "end": 354.56, "text": "اتنين لأن بي سي في اعترافها revolute هو revolute يعني هاي بي سي هنا في revolute", "tokens": [9307, 1863, 9957, 5296, 33456, 4724, 1829, 8608, 1829, 8978, 1975, 34268, 23557, 5172, 11296, 16908, 1169, 31439, 16908, 1169, 37495, 22653, 8032, 47302, 4724, 1829, 8608, 1829, 34105, 8978, 16908, 1169], "avg_logprob": -0.3013731060606061, "compression_ratio": 1.3222222222222222, "no_speech_prob": 0.0, "words": [{"start": 326.66, "end": 327.38, "word": "اتنين", "probability": 0.74072265625}, 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revolute", "probability": 0.95751953125}, {"start": 369.4, "end": 370.54, "word": " اللي", "probability": 0.749755859375}, {"start": 370.54, "end": 370.62, "word": " هي", "probability": 0.6298828125}, {"start": 370.62, "end": 371.06, "word": " تمثل", "probability": 0.811767578125}, {"start": 371.06, "end": 371.44, "word": " link", "probability": 0.72509765625}, {"start": 371.44, "end": 373.98, "word": " تلاتة", "probability": 0.9100341796875}], "temperature": 1.0}, {"id": 14, "seek": 41108, "start": 385.46, "end": 411.08, "text": "الان ال slider أربعة فيه عطرفه revolute يعني جاي بين تلاتة وأربعة معناته هارسم ال slider ها revolute وفيه إيش sliding معناته هذه أربعة", "tokens": [6027, 7649, 2423, 26046, 5551, 25513, 27884, 8978, 3224, 6225, 9566, 28480, 3224, 16908, 1169, 37495, 22653, 10874, 47302, 49374, 6055, 1211, 9307, 3660, 36725, 25513, 27884, 20449, 8315, 47395, 8032, 9640, 38251, 2423, 26046, 8032, 995, 16908, 1169, 4032, 41185, 3224, 11933, 1829, 8592, 21169, 20449, 8315, 47395, 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اللي هو هذا أربعة ل block نفسه فيه rotation عند C هيها وفيه slide يعني ممكن أحط هنا كمان C وD ال slide أسميها D اللي هو sliding pair", "tokens": [265, 9646, 1169, 4032, 16908, 1169, 4032, 6055, 1211, 9307, 3660, 309, 42133, 20666, 1863, 35457, 3660, 5296, 9307, 1863, 9957, 39896, 43242, 363, 37037, 1829, 383, 5296, 3794, 3224, 3714, 5016, 9566, 2655, 8592, 8978, 2423, 3461, 6024, 48506, 5551, 25513, 27884, 5296, 3461, 8717, 36178, 3224, 13672, 1829, 31439, 23758, 5551, 25513, 27884, 5296, 3461, 8717, 36178, 3224, 8978, 3224, 12447, 43242, 383, 39896, 11296, 4032, 41185, 3224, 4137, 37495, 22653, 3714, 43020, 5551, 5016, 9566, 34105, 9122, 2304, 7649, 383, 4032, 35, 2423, 4137, 5551, 38251, 1829, 11296, 413, 13672, 1829, 31439, 21169, 6119], "avg_logprob": -0.27853953990401054, "compression_ratio": 1.7311320754716981, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 555.12, "end": 555.82, "word": "revolute", "probability": 0.7169596354166666}, {"start": 555.82, "end": 556.0, 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ثابت طولها اللي بتغير اللحظة ال link هذه اللي هي واحد كان هنا طولها هنا صارت صار الإستادر طلع لبرا صح معناه بي سي fixed link طوله ثابت لكن ال link واحد", "tokens": [6027, 4724, 1829, 8608, 1829, 39896, 2423, 4724, 1829, 8608, 1829, 5296, 7649, 34105, 18871, 16254, 10874, 2407, 9957, 2655, 37037, 8315, 10874, 2407, 9957, 2655, 16490, 1211, 33546, 4724, 1829, 8608, 1829, 38637, 16758, 2655, 23032, 12610, 11296, 13672, 1829, 39894, 17082, 13546, 13672, 5016, 19913, 3660, 2423, 2113, 29538, 13672, 1829, 39896, 36764, 24401, 25961, 34105, 23032, 12610, 11296, 34105, 20328, 9640, 2655, 20328, 9640, 33688, 14851, 18513, 2288, 23032, 1211, 3615, 5296, 3555, 23557, 20328, 5016, 20449, 8315, 3224, 4724, 1829, 8608, 1829, 6806, 2113, 23032, 12610, 3224, 38637, 16758, 2655, 44381, 2423, 2113, 36764, 24401], "avg_logprob": -0.2487500086426735, "compression_ratio": 1.989010989010989, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 690.1, "end": 690.36, "word": "ال", "probability": 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"end": 695.16, "word": " خلاص", "probability": 0.9202473958333334}, {"start": 695.16, "end": 695.64, "word": " بي", "probability": 0.867431640625}, {"start": 695.64, "end": 695.74, "word": " سي", "probability": 0.991455078125}, {"start": 695.74, "end": 696.12, "word": " ثابت", "probability": 0.990234375}, {"start": 696.12, "end": 696.56, "word": " طولها", "probability": 0.9933268229166666}, {"start": 696.56, "end": 697.96, "word": " اللي", "probability": 0.847412109375}, {"start": 697.96, "end": 698.64, "word": " بتغير", "probability": 0.947265625}, {"start": 698.64, "end": 701.12, "word": " اللحظة", "probability": 0.71502685546875}, {"start": 701.12, "end": 703.08, "word": " ال", "probability": 0.599609375}, {"start": 703.08, "end": 703.4, "word": " link", "probability": 0.927734375}, {"start": 703.4, "end": 703.8, "word": " هذه", "probability": 0.51513671875}, {"start": 703.8, "end": 703.98, "word": " اللي", "probability": 0.96240234375}, {"start": 703.98, "end": 704.3, "word": " هي", "probability": 0.79541015625}, {"start": 704.3, "end": 704.78, "word": " واحد", "probability": 0.96142578125}, {"start": 704.78, "end": 705.06, "word": " كان", "probability": 0.9208984375}, {"start": 705.06, "end": 705.26, "word": " هنا", "probability": 0.81884765625}, {"start": 705.26, "end": 705.8, "word": " طولها", "probability": 0.9934895833333334}, {"start": 705.8, "end": 706.68, "word": " هنا", "probability": 0.830078125}, {"start": 706.68, "end": 707.2, "word": " صارت", "probability": 0.8893229166666666}, {"start": 707.2, "end": 708.18, "word": " صار", "probability": 0.6982421875}, {"start": 708.18, "end": 708.58, "word": " الإستادر", "probability": 0.4686279296875}, {"start": 708.58, "end": 708.78, "word": " طلع", "probability": 0.8147786458333334}, {"start": 708.78, "end": 709.22, "word": " لبرا", "probability": 0.83203125}, {"start": 709.22, "end": 710.56, "word": " صح", "probability": 0.8291015625}, {"start": 710.56, "end": 711.56, "word": " معناه", "probability": 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لما نكون إياش ال link بي see لما نستير ال link واحد أفقية ال link واحد أفقية بيصل أبعد موقع له", "tokens": [1211, 33456, 3224, 39894, 17082, 13546, 5296, 15042, 8717, 4587, 36520, 39896, 4117, 4724, 1829, 36520, 5296, 6674, 2535, 23032, 3555, 3615, 995, 20193, 5016, 19913, 14407, 2423, 26046, 4724, 1829, 36520, 5551, 3555, 22488, 8717, 47432, 3660, 46740, 5296, 15042, 8717, 30544, 11933, 1829, 33599, 2423, 2113, 4724, 1829, 536, 5296, 15042, 8717, 14851, 13546, 2423, 2113, 36764, 24401, 5551, 5172, 4587, 10632, 2423, 2113, 36764, 24401, 5551, 5172, 4587, 10632, 4724, 1829, 36520, 5551, 3555, 22488, 3714, 30543, 3615, 46740], "avg_logprob": -0.2277861481689545, "compression_ratio": 1.7321428571428572, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 716.54, "end": 716.86, "word": "لأنه", "probability": 0.66845703125}, {"start": 716.86, "end": 717.38, "word": " بتغير", "probability": 0.78515625}, {"start": 717.38, "end": 717.56, "word": " لما", "probability": 0.875244140625}, 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link", "probability": 0.98486328125}, {"start": 737.56, "end": 738.02, "word": " واحد", "probability": 0.9658203125}, {"start": 738.02, "end": 738.6, "word": " أفقية", "probability": 0.7484130859375}, {"start": 738.6, "end": 739.58, "word": " ال", "probability": 0.77001953125}, {"start": 739.58, "end": 739.74, "word": " link", "probability": 0.98974609375}, {"start": 739.74, "end": 740.22, "word": " واحد", "probability": 0.985595703125}, {"start": 740.22, "end": 741.5, "word": " أفقية", "probability": 0.9498291015625}, {"start": 741.5, "end": 742.82, "word": " بيصل", "probability": 0.9703776041666666}, {"start": 742.82, "end": 743.42, "word": " أبعد", "probability": 0.9772135416666666}, {"start": 743.42, "end": 743.98, "word": " موقع", "probability": 0.9716796875}, {"start": 743.98, "end": 744.26, "word": " له", "probability": 0.7666015625}], "temperature": 1.0}, {"id": 27, "seek": 76930, "start": 745.0, "end": 769.3, "text": "ع الشمال لما نكمل اللف هيصير على الجهة التانية بيصل أبعد موقعه يبقى هذا هو ال two extreme positions يعني هيكون عندي one extreme position هاي عندي هاي one extreme position ماشي وهي extreme position تاني هذه الزاوية", "tokens": [3615, 25124, 2304, 6027, 5296, 15042, 8717, 24793, 1211, 13672, 5172, 8032, 1829, 9381, 13546, 15844, 25724, 3224, 3660, 16712, 7649, 10632, 4724, 1829, 36520, 5551, 3555, 22488, 3714, 30543, 3615, 3224, 7251, 3555, 4587, 7578, 23758, 31439, 2423, 732, 8084, 8432, 37495, 22653, 8032, 1829, 30544, 18871, 16254, 472, 8084, 2535, 8032, 47302, 18871, 16254, 8032, 47302, 472, 8084, 2535, 3714, 33599, 1829, 37037, 1829, 8084, 2535, 6055, 7649, 1829, 29538, 6024, 110, 995, 2407, 10632], "avg_logprob": -0.2970753293006848, "compression_ratio": 1.7921348314606742, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 745.0, "end": 745.22, "word": "ع", "probability": 0.8828125}, {"start": 745.22, "end": 745.76, "word": " الشمال", "probability": 0.8684895833333334}, {"start": 745.76, "end": 746.44, "word": " لما", 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"اللي هي ال forward stroke او ال cutting stroke الزاوية التانية اللي هي زاوية الرجوع ال return stroke لاحظوا زاوية ال forward اكبر معناته ال quick return ratio اكبر من واحد معناته بروح بطيء و برجع سريع", "tokens": [6027, 20292, 39896, 2423, 2128, 12403, 1975, 2407, 2423, 6492, 12403, 6024, 110, 995, 2407, 10632, 16712, 7649, 10632, 13672, 1829, 39896, 30767, 995, 2407, 10632, 34892, 7435, 45367, 2423, 2736, 12403, 20193, 5016, 19913, 14407, 30767, 995, 2407, 10632, 2423, 2128, 1975, 4117, 26890, 20449, 8315, 47395, 2423, 1702, 2736, 8509, 1975, 4117, 26890, 9154, 36764, 24401, 20449, 8315, 47395, 4724, 32887, 5016, 4724, 9566, 1829, 38207, 4032, 4724, 47341, 3615, 8608, 16572, 3615], "avg_logprob": -0.16920230302371478, "compression_ratio": 1.81437125748503, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 772.25, "end": 772.49, "word": "اللي", "probability": 0.488922119140625}, {"start": 772.49, "end": 772.61, "word": " هي", "probability": 0.83056640625}, {"start": 772.61, 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0.78173828125}, {"start": 1097.88, "end": 1098.68, "word": " ال", "probability": 0.939453125}, {"start": 1098.68, "end": 1099.14, "word": " return", "probability": 0.9423828125}, {"start": 1099.14, "end": 1100.78, "word": " stroke", "probability": 0.95361328125}, {"start": 1100.78, "end": 1111.58, "word": " هنشوف", "probability": 0.904296875}, {"start": 1111.58, "end": 1111.84, "word": " ايش", "probability": 0.8722330729166666}, {"start": 1111.84, "end": 1112.58, "word": " application", "probability": 0.91552734375}, {"start": 1112.58, "end": 1119.64, "word": " هيك", "probability": 0.65283203125}, {"start": 1119.64, "end": 1120.04, "word": " خلصنا", "probability": 0.9896240234375}, {"start": 1120.04, "end": 1120.4, "word": " الفيديو", "probability": 0.9365234375}], "temperature": 1.0}, {"id": 39, "seek": 115474, "start": 1133.4, "end": 1154.74, "text": "يعني عشان احسب ال cutting ratio هكون عندي two extreme positions هاي extreme position هين هاي extreme position", "tokens": [40228, 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position", "tokens": [9566, 3555, 3615, 995, 2423, 23557, 38251, 37893, 4032, 46958, 5016, 3660, 1975, 3224, 5296, 33456, 8032, 18513, 8032, 2655, 46538, 11778, 16373, 25720, 9122, 10943, 37977, 11778, 16373, 25720, 9122, 10943, 37977, 5296, 15042, 7251, 9381, 13546, 8032, 18513, 5551, 5172, 4587, 25528, 1975, 1829, 3224, 472, 2535], "avg_logprob": -0.2457812386751175, "compression_ratio": 1.3697478991596639, "no_speech_prob": 0.0, "words": [{"start": 1165.12, "end": 1166.12, "word": "طبعا", "probability": 0.8448486328125}, {"start": 1166.12, "end": 1166.4, "word": " الراسم", "probability": 0.5093587239583334}, {"start": 1166.4, "end": 1166.58, "word": " مش", "probability": 0.71337890625}, {"start": 1166.58, "end": 1170.92, "word": " واضحة", "probability": 0.83001708984375}, {"start": 1170.92, "end": 1177.52, "word": " اه", "probability": 0.60772705078125}, {"start": 1177.52, "end": 1184.1, "word": " لأن", "probability": 0.696044921875}, {"start": 1184.1, "end": 1184.3, "word": " هاد", 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2369.5, "end": 2397.76, "text": "خلّيني أضع هذه هذه واحد هذه اتنين هذه اربع هذه تلاتة نعملها inversion نرخي واحد ونثبت link تانية", "tokens": [9778, 1211, 11703, 9957, 1829, 5551, 11242, 3615, 29538, 29538, 36764, 24401, 29538, 1975, 2655, 1863, 9957, 29538, 1975, 25513, 3615, 29538, 6055, 1211, 9307, 3660, 8717, 25957, 1211, 11296, 43576, 8717, 2288, 9778, 1829, 36764, 24401, 4032, 1863, 12984, 3555, 2655, 2113, 6055, 7649, 10632], "avg_logprob": -0.3055186043394373, "compression_ratio": 1.3846153846153846, "no_speech_prob": 0.0, "words": [{"start": 2369.5, "end": 2370.62, "word": "خلّيني", "probability": 0.758984375}, {"start": 2370.62, "end": 2370.86, "word": " أضع", "probability": 0.4805908203125}, {"start": 2370.86, "end": 2371.26, "word": " هذه", "probability": 0.32861328125}, {"start": 2371.26, "end": 2384.9, "word": " هذه", "probability": 0.353515625}, {"start": 2384.9, "end": 2386.16, "word": " واحد", "probability": 0.860595703125}, {"start": 2386.16, "end": 2387.56, "word": " 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التاني هذه اتنين وهذه تلاتة وهذه اربعة اربعة slide بالنسبة لواحد اربعة slide بالنسبة لاياش", "tokens": [3224, 24192, 363, 37037, 24192, 383, 37037, 24192, 29739, 1211, 2407, 4117, 16712, 7649, 1829, 29538, 1975, 2655, 1863, 9957, 37037, 24192, 6055, 1211, 9307, 3660, 37037, 24192, 1975, 25513, 27884, 1975, 25513, 27884, 4137, 20666, 1863, 35457, 3660, 5296, 14407, 24401, 1975, 25513, 27884, 4137, 20666, 1863, 35457, 3660, 5296, 47302, 33599], "avg_logprob": -0.3868634342043488, "compression_ratio": 1.8679245283018868, "no_speech_prob": 0.0, "words": [{"start": 2631.37, "end": 2631.71, "word": "هذه", "probability": 0.693603515625}, {"start": 2631.71, "end": 2631.91, "word": " B", "probability": 0.06976318359375}, {"start": 2631.91, "end": 2634.51, "word": " وهذه", "probability": 0.77734375}, {"start": 2634.51, "end": 2634.91, "word": " C", "probability": 0.94677734375}, {"start": 2634.91, "end": 2636.23, "word": " وهذه", "probability": 0.608154296875}, {"start": 2636.23, "end": 2636.63, 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revolute joint هذه التلاتة", "tokens": [3224, 24192, 2423, 9307, 1863, 9957, 37037, 24192, 1975, 2655, 1863, 9957, 2423, 7649, 8978, 2113, 6055, 1211, 9307, 3660, 6055, 1829, 7435, 1829, 39182, 10874, 995, 10632, 16908, 1169, 34105, 39896, 2113, 6055, 1211, 9307, 3660, 4032, 3615, 9566, 28480, 6055, 23275, 2423, 2113, 6055, 1211, 9307, 3660, 8978, 16908, 1169, 7225, 29538, 16712, 1211, 9307, 3660], "avg_logprob": -0.37764829801300825, "compression_ratio": 1.712, "no_speech_prob": 0.0, "words": [{"start": 2699.93, "end": 2700.29, "word": "هذه", "probability": 0.748291015625}, {"start": 2700.29, "end": 2700.83, "word": " الاتنين", "probability": 0.78179931640625}, {"start": 2700.83, "end": 2701.23, "word": " وهذه", "probability": 0.865234375}, {"start": 2701.23, "end": 2701.67, "word": " اتنين", "probability": 0.90185546875}, {"start": 2701.67, "end": 2711.45, "word": " الان", "probability": 0.67236328125}, {"start": 2711.45, "end": 2715.05, "word": " في", "probability": 0.61865234375}, 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00:00:09,110 +السلام عليكم ورحمة الله وبركاته اليوم هنستكمل + +2 +00:00:09,110 --> 00:00:15,850 +chapter خمس اللي هو simple mechanisms المرفض حكينا + +3 +00:00:15,850 --> 00:00:19,170 +عن ال inversions لسلدر كليك ميكانيزم حكينا عن + +4 +00:00:19,170 --> 00:00:23,770 +inversion number three و inversion number four + +5 +00:00:23,770 --> 00:00:30,430 +اليوم هنحكي عن inversion number two inversion + +6 +00:00:30,430 --> 00:00:34,070 +number two يعني هنثبت link رقم اتنين + +7 +00:00:37,130 --> 00:00:53,090 +وانحرك واحد في الأساس واحد + +8 +00:01:02,930 --> 00:01:06,630 +عند الـ Slider Crank اللي هي أربعة لينكات الأرض + +9 +00:01:06,630 --> 00:01:09,990 +واحد والـ Crank اتنين والـ Connected Rod تلاتة + +10 +00:01:09,990 --> 00:01:22,590 +والـ Slider أربعة عند النقاط هذا + +11 +00:01:22,590 --> 00:01:30,270 +A B C D الان + +12 +00:01:33,710 --> 00:01:42,030 +اللينك واحد ثابت + +13 +00:01:42,030 --> 00:01:48,290 +وفيه عطرفة revolute joint هي N A وعطرف تاني + +14 +00:01:48,290 --> 00:01:56,930 +sliding joint D الان اتنين جاي بين A وB وعطرفها + +15 +00:01:56,930 --> 00:02:07,140 +فيه ايش revolute revoluteتلاتة جاي بين B وC ها + +16 +00:02:07,140 --> 00:02:12,900 +عندي revolute و revolute و أربعة جاي بين C وD + +17 +00:02:12,900 --> 00:02:16,220 +أربعة + +18 +00:02:16,220 --> 00:02:20,940 +لسلايدر طرف منه في عندي revolute و ال pair التاني + +19 +00:02:20,940 --> 00:02:27,820 +اللي هو ال sliding pair هذه هي ال link لسلادر + +20 +00:02:27,820 --> 00:02:34,430 +crank inversion number oneفي version 3 ثبتنا واحد + +21 +00:02:34,430 --> 00:02:38,510 +ثبتنا + +22 +00:02:38,510 --> 00:02:42,330 +ثلاثة و حركنا واحد في version 4 ثبتنا اربعة و + +23 +00:02:42,330 --> 00:02:57,670 +حركنا واحد اليوم هنثبت اتنين و نحرك واحد عندنا + +24 +00:02:57,670 --> 00:03:06,260 +هنا فيديوبس خلّيني أثبت زي + +25 +00:03:06,260 --> 00:03:11,060 +ما انتوا شايفين عندي هي revolute هاي + +26 +00:03:11,060 --> 00:03:15,280 +A وعندي + +27 +00:03:15,280 --> 00:03:23,680 +revolute عند B و revolute عند C و sliding عند D و + +28 +00:03:23,680 --> 00:03:29,460 +هاد ال link اللي هي واحد ثابتة + +29 +00:03:30,450 --> 00:03:37,610 +وهذه ال link اتنين و ال link تلاتة و ال link اربعة + +30 +00:03:37,610 --> 00:03:47,810 +طبعا هاي ABCD لان هو هيثبت اتنين و هحرك واحد + +31 +00:03:57,160 --> 00:04:04,260 +لسه احنا مانتقلناش لسه ما ثبت احنا + +32 +00:04:04,260 --> 00:04:21,280 +هنثبت اتنين يعني هنثبت + +33 +00:04:21,280 --> 00:04:26,080 +اتنين عندي + +34 +00:04:26,080 --> 00:04:26,600 +هاي A + +35 +00:04:30,630 --> 00:04:41,270 +BCD هذي link اتنين هذي تلاتة هذي ايش اربع هنثبت + +36 +00:04:41,270 --> 00:04:45,190 +اتنين و + +37 +00:04:45,190 --> 00:04:51,910 +نرخى واحد هتلاحظ اتنين لما نثبتها جاية هذي هتصير + +38 +00:04:51,910 --> 00:04:52,570 +ثابتة + +39 +00:04:57,000 --> 00:05:03,680 +اللي جاي على طرفيها Revolute عند A و Revolute عند + +40 +00:05:03,680 --> 00:05:13,840 +B يعني هاي عند A وهي عند Revolute هين هاي + +41 +00:05:13,840 --> 00:05:24,960 +A و عند Revolute هين هاي B طبعا هذه هتكون الثابت + +42 +00:05:24,960 --> 00:05:37,060 +اتنين ولا واحد؟اتنين لأن + +43 +00:05:37,060 --> 00:05:47,820 +بي سي في اعترافها revolute هو revolute يعني هاي بي + +44 +00:05:47,820 --> 00:05:53,740 +سي هنا + +45 +00:05:53,740 --> 00:06:07,420 +في revoluteممكن انا عشان شويه شويه نعملها hi pc في + +46 +00:06:07,420 --> 00:06:11,060 +اعتبار فيها revolute و في revolute اللي هي تمثل + +47 +00:06:11,060 --> 00:06:13,980 +link تلاتة + +48 +00:06:25,460 --> 00:06:32,680 +الان ال slider أربعة فيه عطرفه revolute يعني جاي + +49 +00:06:32,680 --> 00:06:42,960 +بين تلاتة وأربعة معناته هارسم ال slider ها + +50 +00:06:42,960 --> 00:06:48,320 +revolute وفيه إيش sliding + +51 +00:06:48,320 --> 00:06:51,080 +معناته هذه أربعة + +52 +00:06:55,610 --> 00:07:03,150 +نشيل التثبيت اربع + +53 +00:07:03,150 --> 00:07:08,010 +اللي هو ال block فيه + +54 +00:07:08,010 --> 00:07:13,130 +relative rotation مع link تلاتة و relative sliding + +55 +00:07:13,130 --> 00:07:21,110 +مع واحد معناته هذا ال link ايش يمثل واحد هاي اربع + +56 +00:07:21,110 --> 00:07:28,510 +ال blockslide with respect to واحد صح؟ و أربع فيها + +57 +00:07:28,510 --> 00:07:33,330 +لحركة rotation نسبة مع تلاتة و ده كيف ال + +58 +00:07:33,330 --> 00:07:37,670 +representation أنا هكون عندي هين عند هاي A + +59 +00:07:37,670 --> 00:07:42,610 +revolute joint هاي + +60 +00:07:42,610 --> 00:07:49,190 +A و عند B revolute + +61 +00:07:49,190 --> 00:07:53,100 +joint هاي Bمعناته اللي ثبتناها احنا رقم اتنين صح + +62 +00:07:53,100 --> 00:08:02,240 +هذه A وهذه B B او link تلاتة هيكون في عندي link + +63 +00:08:02,240 --> 00:08:05,800 +هنا اللي + +64 +00:08:05,800 --> 00:08:13,300 +هي C في عنديها revolute اربعة + +65 +00:08:13,300 --> 00:08:16,580 +فيها revolute وفيها sliding + +66 +00:08:22,620 --> 00:08:29,540 +هذه تلاتة وهذا ال slider أربعة و أربع slide + +67 +00:08:29,540 --> 00:08:36,320 +بالنسبة لعياش لواحد حصلت + +68 +00:08:36,320 --> 00:08:44,780 +على ال U mechanism خلينا + +69 +00:08:44,780 --> 00:08:50,240 +نشوف ال simulation بتاعها انا جيت أربعة ليش ماعمل + +70 +00:08:50,240 --> 00:08:51,300 +link من C + +71 +00:08:56,620 --> 00:09:02,900 +لأ طلع كده انا بدأت انا حكيت لك نين ثبتناها ثابت + +72 +00:09:02,900 --> 00:09:06,400 +بين a و b بين a و b هنا فيه revolute و هنا فيه + +73 +00:09:06,400 --> 00:09:16,000 +revolute بعدين الآن تلاتة جاعة طرفهاrevolute و + +74 +00:09:16,000 --> 00:09:20,040 +revolute و تلاتة it rotates بالنسبة لاتنين هي عند + +75 +00:09:20,040 --> 00:09:25,060 +B وهي C لسه محطتش في ال block الآن أربعة ل block + +76 +00:09:25,060 --> 00:09:32,360 +نفسه اللي هو هذا أربعة ل block نفسه فيه rotation + +77 +00:09:32,360 --> 00:09:39,680 +عند C هيها وفيه slide يعني ممكن أحط هنا كمان C وD + +78 +00:09:39,680 --> 00:09:44,210 +ال slide أسميها D اللي هو sliding pairالـ sliding + +79 +00:09:44,210 --> 00:09:50,870 +pair لاحظ ال C و D يعني انهم متبقين على بعض فاربعة + +80 +00:09:50,870 --> 00:10:01,810 +slide بالنسبة لواحد و واحد بتعمل rotation حوالين A + +81 +00:10:01,810 --> 00:10:04,930 +هي واحد بتعمل rotation حوالي A يعني هاي واحد جاي + +82 +00:10:04,930 --> 00:10:11,790 +الطرف في rotation و الطرف في sliding pair واضحات؟ + +83 +00:10:13,330 --> 00:10:17,070 +يعني ممكن هذا ال link يعني رقم أربعة ممكن غيره + +84 +00:10:17,070 --> 00:10:20,110 +كمان في مثال تاني مايكونش شرط انه link يعني ممكن + +85 +00:10:20,110 --> 00:10:23,050 +يكون ال block ممكن يكون شرط تاني ما هو ال block it + +86 +00:10:23,050 --> 00:10:27,270 +is a link ال block link ايش ال link ايش احنا احنا + +87 +00:10:27,270 --> 00:10:31,190 +احكينا تعرف ال link بوصل بينكبكون في الها relative + +88 +00:10:31,190 --> 00:10:35,750 +motion مع ال other links المكونة للميكانزم و فعلا + +89 +00:10:35,750 --> 00:10:40,410 +هي الها relative motion يعني هاي ال slider فيله + +90 +00:10:40,410 --> 00:10:44,550 +rotation motion بالنسبة لتلاتة وفي sliding motion + +91 +00:10:44,550 --> 00:10:51,410 +بالنسبة لواحد طيب + +92 +00:10:51,410 --> 00:10:57,310 +بالنسبة + +93 +00:10:57,310 --> 00:10:57,890 +كمان مرة + +94 +00:11:04,100 --> 00:11:08,060 +أصبر شوية لسه ما خلصناش خليني أشوف ال animation + +95 +00:11:08,060 --> 00:11:14,800 +بتاعها لأن هو راح هو + +96 +00:11:14,800 --> 00:11:21,780 +نفس الكلام اللي حكيته بحكيه تقريبا لأن + +97 +00:11:21,780 --> 00:11:30,860 +هو حاليا ال PC بيعمل دائرة مسقط رهائش ثابتال بي سي + +98 +00:11:30,860 --> 00:11:35,640 +هي ال بي سي لان هنا عندي جوينت وهنا جوينت خلاص بي + +99 +00:11:35,640 --> 00:11:43,980 +سي ثابت طولها اللي بتغير اللحظة ال link هذه اللي + +100 +00:11:43,980 --> 00:11:48,780 +هي واحد كان هنا طولها هنا صارت صار الإستادر طلع + +101 +00:11:48,780 --> 00:11:55,260 +لبرا صح معناه بي سي fixed link طوله ثابت لكن ال + +102 +00:11:55,260 --> 00:11:59,140 +link واحدلأنه بتغير لما نقصل هيك بيصل ل maximum + +103 +00:11:59,140 --> 00:12:08,180 +position طبعا لاحظوا ال + +104 +00:12:08,180 --> 00:12:14,780 +slider بيصل أبعد نقطة له لما نكون إياش ال link بي + +105 +00:12:14,780 --> 00:12:20,220 +see لما نستير ال link واحد أفقية ال link واحد + +106 +00:12:20,220 --> 00:12:27,420 +أفقية بيصل أبعد موقع لهع الشمال لما نكمل اللف + +107 +00:12:27,420 --> 00:12:34,800 +هيصير على الجهة التانية بيصل أبعد موقعه يبقى هذا + +108 +00:12:34,800 --> 00:12:40,340 +هو ال two extreme positions يعني هيكون عندي one + +109 +00:12:40,340 --> 00:12:42,980 +extreme position هاي عندي هاي one extreme position + +110 +00:12:42,980 --> 00:12:49,300 +ماشي وهي extreme position تاني هذه الزاوية + +111 +00:12:52,250 --> 00:12:55,170 +اللي هي ال forward stroke او ال cutting stroke + +112 +00:12:55,170 --> 00:13:00,810 +الزاوية التانية اللي هي زاوية الرجوع ال return + +113 +00:13:00,810 --> 00:13:05,690 +stroke لاحظوا زاوية ال forward اكبر معناته ال + +114 +00:13:05,690 --> 00:13:12,090 +quick return ratio اكبر من واحد معناته بروح بطيء و + +115 +00:13:12,090 --> 00:13:13,330 +برجع سريع + +116 +00:13:26,910 --> 00:13:31,810 +لأ انا بحكي ال extreme positions يعني اكتر الشيء + +117 +00:13:31,810 --> 00:13:35,590 +ممكن يبعد يمين او شمال لما يكون هذا افقي اذا طلعت + +118 +00:13:35,590 --> 00:13:41,190 +لفوي هيكون اقل معناه ان هاي one extreme position و + +119 +00:13:41,190 --> 00:13:43,330 +هاي one extreme position لما يكون هذا واحد يكون + +120 +00:13:43,330 --> 00:13:46,410 +افقي واحد يكون اياش افقي + +121 +00:13:54,550 --> 00:14:00,750 +يعني لأن هو هيمد .. هيمد أفقي هيلف بي سي هو إيش + +122 +00:14:00,750 --> 00:14:07,450 +اللي سوى؟ راحوا بس عمل .. + +123 +00:14:07,450 --> 00:14:16,310 +خلّيني أرسمها هي الميكانيزم الأصلي عندى هذه + +124 +00:14:16,310 --> 00:14:21,050 +A هذه + +125 +00:14:21,050 --> 00:14:23,870 +B هذه بي سي + +126 +00:14:27,310 --> 00:14:32,130 +و هاي ال block و هاي واحد هو الاصل اللي عملها زي + +127 +00:14:32,130 --> 00:14:39,330 +هيك عشان مايصيلش خربطه راح مد بس يعني ضافه عشان + +128 +00:14:39,330 --> 00:14:46,490 +بده يعمل اشي يبين عمل اشي او مد هادي و حط cutting + +129 +00:14:46,490 --> 00:14:53,910 +tool هنا و ال cutting tool سمحله يتحرك من اتجاه + +130 +00:14:53,910 --> 00:15:01,720 +الأفقتحرك من اتجاه القفق هنا عنده حط revolute + +131 +00:15:01,720 --> 00:15:08,060 +joint هذه + +132 +00:15:08,060 --> 00:15:13,180 +المنطقة من هنا الى هنا استخدمها لكرانك عادية بظبط + +133 +00:15:13,180 --> 00:15:18,380 +بس ياخد ال motion من وين؟ من ال link واحد من ال + +134 +00:15:18,380 --> 00:15:22,920 +link واحد و ال link واحد وين ال input جاي؟ عند بي + +135 +00:15:22,920 --> 00:15:25,700 +سي بي سي بتعمل complete rotation + +136 +00:15:28,090 --> 00:15:33,470 +خلّيك معايا، بدك تسأل اسألني أنا مباشرة اه .. + +137 +00:15:33,470 --> 00:15:38,850 +اقولك زي نظام الفراز اللي كانت زي نظام اللي .. + +138 +00:15:38,850 --> 00:15:46,170 +اللي ما كانت القشط مجشطة مجشطة بتكون رايحة بتروح + +139 +00:15:46,170 --> 00:15:54,450 +.. بتروح .. بتروح بطيء و بترجع سريع طيب + +140 +00:15:57,230 --> 00:16:01,850 +طبعا ال slider أو ال cutting tool هدا بتحرك أفقي + +141 +00:16:01,850 --> 00:16:05,610 +الآن + +142 +00:16:05,610 --> 00:16:11,410 +هشوف لك ال two extreme positions هتشوف انت ال tool + +143 +00:16:11,410 --> 00:16:15,810 +بيروح between maximum and minimum position يعني + +144 +00:16:15,810 --> 00:16:22,570 +هاي عندى .. هاي one position هاي + +145 +00:16:22,570 --> 00:16:28,500 +one positionone extreme position و هى another + +146 +00:16:28,500 --> 00:16:32,100 +extreme + +147 +00:16:32,100 --> 00:16:36,320 +position مظبوط + +148 +00:16:36,320 --> 00:16:46,260 +على الدائرة الأكبر صحيح + +149 +00:16:46,260 --> 00:16:54,550 +دائرة صحيح هكون انه ال link واحد أفقيةهتمثل ال + +150 +00:16:54,550 --> 00:17:00,570 +extreme positions بتاع الميكانيزم هذه الزاوية ال + +151 +00:17:00,570 --> 00:17:06,070 +cutting stroke الزاوية التانية دياش ال retain + +152 +00:17:06,070 --> 00:17:19,970 +stroke هاي + +153 +00:17:19,970 --> 00:17:23,390 +هجيبلي ال second extreme هتكون هنا + +154 +00:17:32,530 --> 00:17:35,590 +هذه cutting and return + +155 +00:18:11,540 --> 00:18:14,940 +طبعا الـ quick return ratio هي بالساوية ال cutting + +156 +00:18:14,940 --> 00:18:20,780 +stroke او ال four stroke على ال return stroke + +157 +00:18:20,780 --> 00:18:31,580 +هنشوف + +158 +00:18:31,580 --> 00:18:39,640 +ايش application هيك + +159 +00:18:39,640 --> 00:18:40,400 +خلصنا الفيديو + +160 +00:18:53,400 --> 00:19:06,140 +يعني عشان احسب ال cutting ratio هكون + +161 +00:19:06,140 --> 00:19:10,920 +عندي two extreme positions هاي extreme position + +162 +00:19:10,920 --> 00:19:14,740 +هين هاي extreme position + +163 +00:19:25,120 --> 00:19:30,920 +طبعا الراسم مش واضحة + +164 +00:19:30,920 --> 00:19:37,520 +اه + +165 +00:19:37,520 --> 00:19:44,100 +لأن + +166 +00:19:44,100 --> 00:19:48,300 +هاد هتلف دائرة كاملة دائرة كاملة لما يصير هاد + +167 +00:19:48,300 --> 00:19:52,160 +أفقيا ايه one position + +168 +00:19:57,840 --> 00:20:08,080 +و الدائرة التانية على الجهة التانية ماشي + +169 +00:20:08,080 --> 00:20:13,200 +فهذا هتكون ال + +170 +00:20:13,200 --> 00:20:18,340 +cutting stroke او ال forth stroke وهذا ال return + +171 +00:20:18,340 --> 00:20:24,780 +stroke ال + +172 +00:20:24,780 --> 00:20:25,860 +quick return ratio + +173 +00:20:28,900 --> 00:20:35,020 +بساوة زرع هذه Alpha مثلا لو هذه كانت Alpha على 360 + +174 +00:20:35,020 --> 00:20:52,700 +minus Alpha لأن + +175 +00:20:52,700 --> 00:20:56,860 +نوع تاني من ال linkات اللي هي double slotted crank + +176 +00:20:56,860 --> 00:20:57,760 +mechanism + +177 +00:21:02,610 --> 00:21:06,550 +بختلف من الـ Geometry اختلفت بدك تحسب تعمل حسابات + +178 +00:21:06,550 --> 00:21:11,570 +يعني انت عندك مثلث انت عارف طول ال link هذه وعارف + +179 +00:21:11,570 --> 00:21:15,450 +المسافة هذه تقدر تعرف تحسب الزاوية هذه تعرف + +180 +00:21:15,450 --> 00:21:18,730 +الزاوية هذه بعدين هذه ومثلث متصرف استقيم تحسب + +181 +00:21:18,730 --> 00:21:24,370 +الزاوية هذه واضحات؟ يعني حساب مثلثات ال link + +182 +00:21:24,370 --> 00:21:28,270 +المسافة بين a وb معروفة و ال link بي سي ثابت معروف + +183 +00:21:28,270 --> 00:21:35,380 +فتقدر تحسب ايه؟ الزاوية هذهو هذه بالساوية هذه تحسب + +184 +00:21:35,380 --> 00:21:44,100 +هذه طيب + +185 +00:21:44,100 --> 00:21:48,020 +في + +186 +00:21:48,020 --> 00:21:52,840 +عندي ما يسمى ال double double + +187 +00:21:52,840 --> 00:21:57,160 +slider crank mechanism double slider من اسمها في + +188 +00:21:57,160 --> 00:22:04,560 +عندي two sliders في عندي track عبارةعبارة عن مصاري + +189 +00:22:04,560 --> 00:22:10,840 +ال track ثابت في مجال للحركة بالاتجاه الرأسي وفي + +190 +00:22:10,840 --> 00:22:15,400 +مجال الحركة بالاتجاه الأفقي في block عند a في + +191 +00:22:15,400 --> 00:22:19,320 +block هنا عند + +192 +00:22:19,320 --> 00:22:23,040 +هنا block اللي + +193 +00:22:23,040 --> 00:22:31,260 +ممكن ت slide vertically في block هنا اللي + +194 +00:22:31,260 --> 00:22:37,450 +ممكن ت slideأفقي وفي + +195 +00:22:37,450 --> 00:22:44,330 +link بينهم في link بينهم الأرض هذه ثابتة واحد + +196 +00:22:44,330 --> 00:22:51,830 +ثابتة عندي هاي A B + +197 +00:22:51,830 --> 00:22:58,210 +يعني في عندي two revolute joints بين A وB وفي + +198 +00:22:58,210 --> 00:23:08,530 +sliding jointsliding joint هنا ممكن نسميها C وهنا + +199 +00:23:08,530 --> 00:23:14,110 +sliding joint D معناته او عند D revolute pair عند + +200 +00:23:14,110 --> 00:23:20,210 +B revolute pair عند A sliding pair عند D sliding + +201 +00:23:20,210 --> 00:23:30,030 +pair عند C ال X هذا او الصليب هذا ثابت محركش + +202 +00:23:30,600 --> 00:23:36,760 +معناته في two sliding motions إذا هذا بيكون نازل + +203 +00:23:36,760 --> 00:23:41,980 +هذا بروح الشمال إذا كان طالع هذا بروح ياش يمين + +204 +00:23:41,980 --> 00:23:48,280 +معناته نوع حركة ال block A عبارة عن حركة خطية في + +205 +00:23:48,280 --> 00:23:53,360 +اتجاه الرأس حركة ال block B خطية في اتجاه الأفق + +206 +00:23:53,360 --> 00:23:59,540 +حركة ال connecting rodAB عبارة عن حركة general + +207 +00:23:59,540 --> 00:24:04,520 +plan motion حركة مستوية يعني في rotation وفي ال + +208 +00:24:04,520 --> 00:24:09,480 +translation هذا المسار تبعه ممكن مسكّر صح؟ نعم + +209 +00:24:09,480 --> 00:24:16,640 +المسار تبع B يكون يعني مسكّر لأ ممكن تنزل لتحت فمش + +210 +00:24:16,640 --> 00:24:19,400 +ممكن نسيط ايه؟ ولا يمكن نسيط اتوا اتوا طبعا هو + +211 +00:24:19,400 --> 00:24:23,840 +بيختار تكون طول block مايكونش بالظبط هتكون أطول + +212 +00:24:27,570 --> 00:24:32,350 +عشان اذا كان أقل ممكناش يعترس صح فعليكي أنهياش + +213 +00:24:32,350 --> 00:24:39,770 +أطول الان لو أخدت حاجات هاي ال X و Y هذا اعتبرتها + +214 +00:24:39,770 --> 00:24:44,710 +أخد نقطة نقطة + +215 +00:24:44,710 --> 00:24:51,970 +V نقطة V ال + +216 +00:24:51,970 --> 00:24:55,190 +X بتاعتها يعني هاي ال X أكسس وهي Y + +217 +00:25:15,000 --> 00:25:31,020 +PQ PQ PQ + +218 +00:25:31,020 --> 00:25:39,620 +PQ PQ PQ PQ PQ PQ PQ PQ PQ PQ PQcos θ صح و + +219 +00:25:39,620 --> 00:25:43,440 +ال Y بيساوي + +220 +00:25:43,440 --> 00:25:54,840 +PR و ال PR شو ساوي بيساوي BP sin θ + +221 +00:26:03,380 --> 00:26:09,920 +معناته لو قسمت X على AP بيستوى + +222 +00:26:09,920 --> 00:26:20,580 +cos θ Y على BP بيستوى sin θ هي معادلة واحد ومعادلة + +223 +00:26:20,580 --> 00:26:24,880 +اتنين اذا ربعت واحد و ربعت اتنين و جمعتهم مع بعض + +224 +00:26:24,880 --> 00:26:36,170 +باسم X تربيه على AB تربيهزائد Y تربيع على BP تربيع + +225 +00:26:36,170 --> 00:26:43,330 +بيساوي كوسين تربيع زي سين تربيع بيساوي واحد ال + +226 +00:26:43,330 --> 00:26:52,290 +AB خليني أسميه A خليني أحكي ال AB أسميها + +227 +00:26:52,290 --> 00:27:02,080 +A و ال BP خليني أسميها أياش Bيعني هذي حصير معادلة + +228 +00:27:02,080 --> 00:27:09,800 +X تربيه على A تربيه زاد Y تربيه على V تربيه + +229 +00:27:09,800 --> 00:27:15,040 +بالساعة واحد هذي معادلة ليهاش ellipse علشان هيك + +230 +00:27:15,040 --> 00:27:18,880 +بيسموها elliptical tremor يعني أخدت نقطة على ال + +231 +00:27:18,880 --> 00:27:25,120 +link بي سي ال link ال point بي هذي ال tool trace + +232 +00:27:25,120 --> 00:27:33,370 +and ellipse ال majoraxes بتاع a اللي هو ab و ال + +233 +00:27:33,370 --> 00:27:39,470 +minor axis اللي هو p لو كانت a تستوى b يعني نقطة + +234 +00:27:39,470 --> 00:27:47,090 +دي بي في النص ايش هتعطيني دائرة هتعطيني دائرة لو + +235 +00:27:47,090 --> 00:27:50,150 +كانت a بيستوى b بيصير عندك اكس تربيع زاد واحد + +236 +00:27:50,150 --> 00:27:58,410 +تربيع بيستوى a تربيع هتسمى elliptical الترمل + +237 +00:28:04,390 --> 00:28:08,990 +تطبيقات ..الان هنشوف ما يسمى scotch-yolk mechanism + +238 +00:28:08,990 --> 00:28:12,790 +تطبيقات نعمل inversion لها في scotch-yolk + +239 +00:28:12,790 --> 00:28:16,770 +mechanism بتعطيني simple harmonic motion وفي انا + +240 +00:28:16,770 --> 00:28:19,850 +اللي هو ال old ham coupling ممكن اوصل two shirts + +241 +00:28:19,850 --> 00:28:22,590 +بنفس الفكرة الحين هنشوف تطبيقين double pump يعني + +242 +00:28:22,590 --> 00:28:26,570 +نعم double مثلا pump ايش عن double pump + +243 +00:28:29,570 --> 00:28:32,850 +أيوة ممكن ايوة double pump بتكون طريين ممكن سيبر و + +244 +00:28:32,850 --> 00:28:38,630 +double pump نفس الفكرة اللي انا شوفت applications + +245 +00:28:38,630 --> 00:28:45,170 +نعم لأ + +246 +00:28:45,170 --> 00:28:51,170 +لأ لأ بيكون عندك two pistons واحد بيسحب واحد بيسحب + +247 +00:28:51,170 --> 00:28:56,050 +واحد بيضخ بيبدل بيكسب ال .. بيكسب ال .. يعني بيكون + +248 +00:28:56,050 --> 00:28:56,990 +على طول شغال + +249 +00:29:00,640 --> 00:29:07,580 +بالظبط الان ال scotch yoke mechanism بتحول حركة ال + +250 +00:29:07,580 --> 00:29:13,960 +rotary motion ال + +251 +00:29:13,960 --> 00:29:18,360 +scotch yoke mechanism هي أساسا أصلها اللي هي + +252 +00:29:18,360 --> 00:29:21,340 +double slide crack mechanism هي أحد ال inversion + +253 +00:29:21,340 --> 00:29:21,660 +بتاعتها + +254 +00:29:24,870 --> 00:29:31,750 +بنثبت link و بنرخي link خلّين نشوف الفيديو + +255 +00:29:31,750 --> 00:29:38,070 +خلّين نشوف كيف ال motion بتاعتها بيصير في الأول + +256 +00:29:54,150 --> 00:29:56,850 +طبعا الـ double slider ده خلينا نشوف ال + +257 +00:29:56,850 --> 00:30:05,090 +representation بتاعه في الأول هاي + +258 +00:30:05,090 --> 00:30:05,670 +المسار + +259 +00:30:24,760 --> 00:30:33,000 +والمصارعة ده إيش معله ثابت في block هنا وفي block + +260 +00:30:33,000 --> 00:30:42,480 +هنا وفي بينهم إيش link يعني + +261 +00:30:42,480 --> 00:30:50,520 +عندي هنا بدأ عندي ال link واحد اللي هو هذا ثابت ال + +262 +00:30:50,520 --> 00:30:51,260 +link واحد + +263 +00:30:56,060 --> 00:31:01,920 +ثالث ال link واحد جاء عليها two sliding pair هاي + +264 +00:31:01,920 --> 00:31:11,120 +sliding pair هنا و sliding pair هنا and a و d هاي + +265 +00:31:11,120 --> 00:31:19,120 +sliding pair و sliding pair مازال + +266 +00:31:19,120 --> 00:31:25,900 +في هنارموز هذه بتكون يعني معروف تقول احد ايش .. + +267 +00:31:25,900 --> 00:31:33,860 +ايش بيعني كمان مرة السؤال رموز اللي بتكون بصورة اه + +268 +00:31:33,860 --> 00:31:38,840 +خلاص هذا معناته sliding هذا رمز .. ايوة انت حضرت + +269 +00:31:38,840 --> 00:31:42,860 +محاضرات دي قبل هيك اه بس انفرت ولا لا ماحضرتهاش اه + +270 +00:31:42,860 --> 00:31:47,320 +ماشي عشان انا اكيد جديد عليك المعلومة طيب لإن عندي + +271 +00:31:47,320 --> 00:31:50,020 +هنا sliding pair وهنا sliding pair + +272 +00:31:52,780 --> 00:31:56,240 +الان معناته إذا في هنا sliding و هنا slide معناته + +273 +00:31:56,240 --> 00:32:00,500 +في هنا block slide و هنا block slide صح؟ هذه هذه + +274 +00:32:00,500 --> 00:32:12,280 +عند A مش مبين عندي هذه A ولا B؟ اه اه طيب هذه عندي + +275 +00:32:12,280 --> 00:32:16,440 +هذه اتنين وهذه + +276 +00:32:16,440 --> 00:32:27,800 +أربعة يعني هذه تلاتةوهذه اتنين وهذه اربعة وهذه + +277 +00:32:27,800 --> 00:32:36,460 +واحدة واحدة مقفلة وفي بلوك اتنين و بلوك اربعة + +278 +00:32:36,460 --> 00:32:42,080 +مقفلة بالنسبة لهم و بلوك اتنين و اربعة موصلين + +279 +00:32:42,080 --> 00:32:47,940 +بلينج تلاتة من خلال revolute و revolute jointهذه + +280 +00:32:47,940 --> 00:32:53,100 +اتنين واربعة هنري بليوت و هنري بليوت هذي بي و سي + +281 +00:32:53,100 --> 00:33:02,260 +لينك تلاتة عند لينك واحد ثابتة + +282 +00:33:02,260 --> 00:33:08,260 +وفيه two links او two blocks ممكن نسليد فهي عندي + +283 +00:33:08,260 --> 00:33:12,560 +sliding pair هنا وفيه sliding pair at each pair + +284 +00:33:13,700 --> 00:33:16,080 +يعني عند .. عند .. يعني عند .. في sliding معناته + +285 +00:33:16,080 --> 00:33:19,980 +في link اللي هي رقم اتنين block اتنين slide بنفسه + +286 +00:33:19,980 --> 00:33:23,300 +لو واحد وفي هنا sliding معناته block هذا اللي هو + +287 +00:33:23,300 --> 00:33:28,180 +اربعة بيسميه اربعة slide تاني الان بين block اتنين + +288 +00:33:28,180 --> 00:33:32,680 +واربعة واصلهم link تلاتة هنا في revolute joint + +289 +00:33:32,680 --> 00:33:35,140 +وهنا revolute joint هاي تلاتة هاي revolute وهاي + +290 +00:33:35,140 --> 00:33:42,900 +revolute واضحات؟ + +291 +00:33:42,920 --> 00:33:50,620 +نعم ايش ال X و ال Y ما + +292 +00:33:50,620 --> 00:33:53,460 +اله خاص انا بعبر عن sliding مالهاش خاص في الاتجاه + +293 +00:33:53,460 --> 00:33:58,300 +هذه انا بعبر انه في relative sliding بغض النظر عن + +294 +00:33:58,300 --> 00:34:04,420 +الاتجاه انا بحكي عن حركة نسبية مش حركة مطلقة + +295 +00:34:33,040 --> 00:34:42,680 +المصار اللي هو واحد طبعا + +296 +00:34:42,680 --> 00:34:49,100 +ثابت لان هذه قطعة واحدة هاي واحد هنا sliding pair + +297 +00:34:49,100 --> 00:34:52,780 +sliding pair هاي sliding pair وهاي sliding pair + +298 +00:34:52,780 --> 00:34:58,980 +هذه link اتنين وهذا + +299 +00:34:58,980 --> 00:35:00,540 +ال block link اربعة + +300 +00:35:06,530 --> 00:35:18,270 +و بينهم ايش تلاتة اللي هي ال link هذه طيب + +301 +00:35:18,270 --> 00:35:21,970 +انشوف + +302 +00:35:21,970 --> 00:35:23,030 +ب 3D + +303 +00:35:40,250 --> 00:35:55,570 +الان هاعمل animation طبعا + +304 +00:35:55,570 --> 00:35:56,930 +هو ماخد نقطة في النص + +305 +00:35:59,590 --> 00:36:04,970 +و نقطة برا T نقطة في النصف هتعمل دائرة و النقطة T + +306 +00:36:04,970 --> 00:36:12,270 +هتعمل اللبس نقطة T هتعمل اللبس بس لأنها برا بدون + +307 +00:36:12,270 --> 00:36:20,930 +تعمل اللبس طويل أفقيا هتعمله طويل رأسيا هو + +308 +00:36:20,930 --> 00:36:23,650 +نوية موجودة بس انتم مش شايفينها + +309 +00:36:28,450 --> 00:36:34,610 +الله يكون بعنده فعلا ماشي اه نعم يعني واضح ان في + +310 +00:36:34,610 --> 00:36:38,310 +ال lips وفي + +311 +00:36:38,310 --> 00:36:43,530 +دائرة زي + +312 +00:36:43,530 --> 00:36:51,130 +هي اه طيب خلانا + +313 +00:36:51,130 --> 00:36:52,370 +نشوف ال 3D model + +314 +00:36:56,510 --> 00:37:01,570 +لحظوا كيف T بتتحرك لإقلبس و M بتعمل إياش دائرة + +315 +00:37:01,570 --> 00:37:20,790 +لحظوا حركة البلوكات هذا + +316 +00:37:20,790 --> 00:37:25,810 +سؤال مهمالان هورجيك كيف هو هاي السؤال كيف تم + +317 +00:37:25,810 --> 00:37:38,850 +تحريكه خليني أورجيك اللي هو 3D سواني بس لإن + +318 +00:37:38,850 --> 00:37:41,530 +السؤال مهم كتير لإن ال link تلاتة اللي واصلة بين + +319 +00:37:41,530 --> 00:37:46,090 +ال two blocks general plan motion فصعب تحركها اللي + +320 +00:37:46,090 --> 00:37:52,110 +هنشوفه راح سوا حط هذا ال link وفيه مطور راكب على + +321 +00:37:52,110 --> 00:37:58,400 +هذاهذه اسمها Geneva Geneva link تعمل حركة دائرية + +322 +00:37:58,400 --> 00:38:02,760 +متقطعة زي + +323 +00:38:02,760 --> 00:38:06,160 +في مكان التعبئة طبعا ممكن تكون اربع فتحات فيها + +324 +00:38:06,160 --> 00:38:10,660 +ممكن تكون ستة انت بتتحكم في العدد تتحكم في عدد + +325 +00:38:10,660 --> 00:38:14,500 +مرات التوقف الآن خلينا نشوف + +326 +00:38:22,910 --> 00:38:27,630 +هو بيحكي ان هذا ال link تلاتة وهذا اتنين وهذا اربع + +327 +00:38:27,630 --> 00:38:29,630 +وهذا sliding بهذا الاتجاه وهذا sliding بهذا + +328 +00:38:29,630 --> 00:38:31,950 +الاتجاه وهذه بتعمل pure rotation + +329 +00:39:02,990 --> 00:39:08,270 +هو انا مابدي احرك انا بحرك ال Geneva Link اللي هي + +330 +00:39:08,270 --> 00:39:13,450 +هذه هو بس وارجاك ال motion وارجاك حالة التقطة + +331 +00:39:13,450 --> 00:39:23,710 +خلينا نعملها inversion نعمل inversion احد + +332 +00:39:23,710 --> 00:39:24,510 +ال inversions + +333 +00:39:29,500 --> 00:39:44,900 +خلّيني أضع هذه هذه + +334 +00:39:44,900 --> 00:39:52,940 +واحد هذه اتنين هذه اربع هذه تلاتة نعملها inversion + +335 +00:39:52,940 --> 00:39:55,980 +نرخي + +336 +00:39:55,980 --> 00:40:00,650 +واحد ونثبت link تانيةانشوف الـ second inversion + +337 +00:40:00,650 --> 00:40:02,630 +حيث ان انا هيثبت ال link اتنين + +338 +00:40:27,970 --> 00:40:35,390 +طبعا هو هيورجينا ال link الأصلية اللى + +339 +00:40:35,390 --> 00:40:40,330 +هى هذه الوضع الطبيعى ال standard عندى هنا sliding + +340 +00:40:40,330 --> 00:40:44,690 +joint و sliding joint و واحد ثابتة + +341 +00:40:46,270 --> 00:40:50,690 +و 2 block 2 slide بالنسبة ل 1 و 4 slide بالنسبة ل + +342 +00:40:50,690 --> 00:40:55,970 +1 و block 2 on block 4 موصي ب link 3 من خلال two + +343 +00:40:55,970 --> 00:41:05,650 +revolute joints لأن هو هيثبت link 2 link 2 هيعطينا + +344 +00:41:05,650 --> 00:41:08,170 +ال scotch joke مكنة اللي هيثبت link 2 و يرخي 1 + +345 +00:41:18,920 --> 00:41:31,240 +هنثبت اتنين و نركز واحد يعني + +346 +00:41:31,240 --> 00:41:37,540 +هذه لأ خليها .. خليها هذه زي ما هي للمقارنة خلي + +347 +00:41:37,540 --> 00:41:40,620 +اعمل واحدة جديدة هي عندي + +348 +00:41:48,860 --> 00:41:56,940 +هذه اتنين وهذه تلاتة وهذه اربعة وهذه واحدة احنا + +349 +00:41:56,940 --> 00:42:02,720 +واحد كانت ثابتة سنرخيها ونثبت ايش اتنين + +350 +00:42:02,720 --> 00:42:13,040 +اتنين يعني احد البلوكات هيثبت بيصير + +351 +00:42:13,040 --> 00:42:20,030 +واحد فيه slidingواحد وهو sliding بتحرك واحد في + +352 +00:42:20,030 --> 00:42:33,010 +sliding واحد هو sliding بتحرك هتشوفه الآن خليني + +353 +00:42:33,010 --> 00:42:39,670 +بس نقدم ال video نثبت + +354 +00:42:39,670 --> 00:42:48,450 +هنا احنا حكيناهنثبت اتنين لحظة اتنين جاي على طرفها + +355 +00:42:48,450 --> 00:42:55,050 +revolute joint و sliding joint لحظة هي revolute + +356 +00:42:55,050 --> 00:43:02,290 +joint احنا + +357 +00:43:02,290 --> 00:43:07,070 +عاوزين على احد الطرف عليها revolute هي revolute + +358 +00:43:07,070 --> 00:43:10,390 +التاني في sliding هي sliding + +359 +00:43:20,230 --> 00:43:29,210 +هذه اتنين وهذه ايش اتنين الان + +360 +00:43:29,210 --> 00:43:36,790 +ال revolute او اتنين هذه ماسكة في ال block التاني + +361 +00:43:36,790 --> 00:43:44,150 +هاي ال block التاني هذا مش هذه اتنين هذه اتنين من + +362 +00:43:44,150 --> 00:43:48,010 +خلال ال link تلاتة اللي هي link تلاتة + +363 +00:43:51,370 --> 00:44:01,570 +هذه B وهذه C وهذه البلوك التاني هذه + +364 +00:44:01,570 --> 00:44:11,090 +اتنين وهذه تلاتة وهذه اربعة اربعة + +365 +00:44:11,090 --> 00:44:17,630 +slide بالنسبة لواحد اربعة slide بالنسبة لاياش + +366 +00:44:23,120 --> 00:44:31,460 +واحد كمان مرة انا ثبتت link اتنين هاي ثبتت link + +367 +00:44:31,460 --> 00:44:38,980 +اتنين link اتنين اعطرف فيه sliding و اعطرف + +368 +00:44:38,980 --> 00:44:46,540 +revolute هاي link اتنين و + +369 +00:44:46,540 --> 00:44:51,100 +في طرفين خلينا نحكي على جبالها في NDH + +370 +00:44:59,930 --> 00:45:11,450 +هذه الاتنين وهذه اتنين الان + +371 +00:45:11,450 --> 00:45:15,050 +في + +372 +00:45:15,050 --> 00:45:21,490 +link تلاتة تيجي بعد جاية revolute هنا هي link + +373 +00:45:21,490 --> 00:45:25,830 +تلاتة وعطرف + +374 +00:45:25,830 --> 00:45:28,770 +تلك ال link تلاتة في revolute joint هذه التلاتة + +375 +00:45:31,350 --> 00:45:42,790 +تلاتة راكب عليها slider أربع اللي هو هذا هذا + +376 +00:45:42,790 --> 00:45:48,810 +ايش؟ أربع واحد + +377 +00:45:48,810 --> 00:45:55,190 +slide بالنسبة للاتنين هاي واحد الاتنين هي ثابتة هي + +378 +00:45:55,190 --> 00:45:56,630 +واحد + +379 +00:46:14,940 --> 00:46:22,160 +سلايد واحد سلايد نفسه لاتنين واربع سلايد نفسه + +380 +00:46:22,160 --> 00:46:26,820 +لواحد هاي أربع نفسه سلايد نفسه لواحد هيتقن دي ال + +381 +00:46:26,820 --> 00:46:29,360 +driving link اللي هي link تلاتة هتكون الدور تم ال + +382 +00:46:29,360 --> 00:46:33,860 +complete rotationمعناته هذه ال link تلاتة هتعمل + +383 +00:46:33,860 --> 00:46:43,840 +ايه دائرة لو بتتبع حركة النقطة هذه ال projection + +384 +00:46:43,840 --> 00:46:48,260 +تبعها هيكون طول ال link تلاتة في cosine الزاوية + +385 +00:46:48,260 --> 00:46:57,100 +طول ال link في cosine الزاوية فمعناته هيكون + +386 +00:46:59,000 --> 00:47:03,240 +حركة ال projection بتاعة النقطة هذه هتكون simple + +387 +00:47:03,240 --> 00:47:07,460 +harmonic motion كوساين لإنها simple harmonic + +388 +00:47:07,460 --> 00:47:11,160 +motion هتسمى ال scotch yoke mechanism لإن ال + +389 +00:47:11,160 --> 00:47:15,620 +scotch yoke mechanism هتعطيني complete rotation + +390 +00:47:15,620 --> 00:47:22,580 +هتعطيني إيش sliding تعطيني + +391 +00:47:22,580 --> 00:47:27,400 +نعم اه تلاتة بال lift طبعا تلاتة بعمل complete + +392 +00:47:27,400 --> 00:47:33,140 +rotationحط مطر هايلف بيكون لديه complete rotation + +393 +00:47:33,140 --> 00:47:37,740 +يعني لأ ال maximum position لأ بيطلعش مصارع ال + +394 +00:47:37,740 --> 00:47:43,320 +maximum position هيكون هيكون هاي هادي هنا بيصير + +395 +00:47:43,320 --> 00:47:49,020 +هذا ميقدم هذا المفروض يكون ايش هذا المفروض يكون + +396 +00:47:49,020 --> 00:47:54,100 +اطول من هذه مينفعش يكون بالظبط زي هيك فهيكون هذا + +397 +00:47:54,100 --> 00:47:59,500 +هيكون هنا الوضع الجديد بتاعتههيصير بالثواني بس + +398 +00:47:59,500 --> 00:48:06,340 +هصير اشي زي هيك وهي + +399 +00:48:06,340 --> 00:48:17,140 +ال block هي ال block جاي هيك بطلعش مصارع طيب + +400 +00:48:17,140 --> 00:48:24,630 +ماشي هلف هلف هصير يسحبه لحال ما يصير اههيصحبوا على + +401 +00:48:24,630 --> 00:48:27,990 +الجهة التانية هصير هاي one extreme وهي another + +402 +00:48:27,990 --> 00:48:35,310 +extreme هاي ال block هنا فهذه بتمثل ايش ال stroke + +403 +00:48:35,310 --> 00:48:48,990 +الشوت بتاع ال mechanism لأ + +404 +00:48:50,930 --> 00:48:54,710 +ال link واحد طبعا هذه التثبيت مش ضروري يكون هنا + +405 +00:48:54,710 --> 00:48:59,270 +ممكن ازيحه زي ما بدي انا انام ياجي اعمل اعمل + +406 +00:48:59,270 --> 00:49:01,750 +design امشي فيه animation اللي هو + +407 +00:49:13,170 --> 00:49:16,270 +على الحال موجودة يعني في المختبر روح المهندس حسن + +408 +00:49:16,270 --> 00:49:20,790 +وزايد في انا double slotted crank mechanism شغلوها + +409 +00:49:20,790 --> 00:49:27,950 +بتشوفوها على الطبيعة روح تحت المكتبة المهندس حسن + +410 +00:49:27,950 --> 00:49:34,830 +ابو زايد برده اه برده اه في نفس المبنى المكتبة + +411 +00:49:34,830 --> 00:49:39,630 +الان خليكوا راجعولي على الحركة + +412 +00:49:51,850 --> 00:49:57,790 +الان طبعا مش على نفس المستوى هذه فيها ال rotation + +413 +00:49:57,790 --> 00:50:01,650 +ممكن تكون وراها او قدامها يعني in between بتكون + +414 +00:50:01,650 --> 00:50:03,570 +عندك bearing و bearing + +415 +00:50:13,670 --> 00:50:19,210 +انك تحول حركة ال rotation ل sliding او العكس بنوع + +416 +00:50:19,210 --> 00:50:24,830 +الحركة simple harmonic بعض الأحيان انا عندى بدي + +417 +00:50:24,830 --> 00:50:29,330 +اعمل cam انواع الحركة في ال camات احد انواع الحركة + +418 +00:50:29,330 --> 00:50:32,070 +اللى هى simple harmonic عشان احشى simple harmonic + +419 +00:50:32,070 --> 00:50:40,010 +motion بدي اعمل اللى هى scotch yoke mechanism + +420 +00:50:44,820 --> 00:50:48,220 +طيب فى inversion تانية اللى مرة أجرب نحكي عليها + +421 +00:50:48,220 --> 00:50:51,980 +اللى هى الالد هان كابلي اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/IwDI04jfZiw_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/IwDI04jfZiw_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..fadee9d0294612058e2fbc8556b9e2f2e4aec1ba --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/IwDI04jfZiw_postprocess.srt @@ -0,0 +1,2044 @@ +1 +00:00:06,340 --> 00:00:09,440 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:09,440 --> 00:00:15,020 +وبركاته اليوم هنبدأ chapter جديد اللي هو simple + +3 +00:00:15,020 --> 00:00:19,800 +mechanisms المحاضرة الفاتة درسنا استخدام ال + +4 +00:00:19,800 --> 00:00:24,600 +complex numbers كيف نستخدمه عشان نعمل kinematic + +5 +00:00:24,600 --> 00:00:29,310 +analysis لل mechanismsحلينا two examples اليوم + +6 +00:00:29,310 --> 00:00:33,790 +هنتعرف أكتر على ال .. ال .. ال mechanisms في + +7 +00:00:33,790 --> 00:00:38,650 +البداية هنعطي مجموعة من التعريفات بعدين شوية شوية + +8 +00:00:38,650 --> 00:00:45,930 +نخش بتفاصيلات أكتر على مدار هذا ال chapter أول + +9 +00:00:45,930 --> 00:00:49,290 +.. أول عشان نعرف ال kinematic link أو ال kinematic + +10 +00:00:49,290 --> 00:00:53,990 +element ال kinematic link أو ال kinematic element + +11 +00:00:55,940 --> 00:01:03,380 +أى جزء فى ال machine بسميه kinematic link او + +12 +00:01:03,380 --> 00:01:08,000 +kinematic element اللى بيكون بينه بين ال ال ال + +13 +00:01:08,000 --> 00:01:14,160 +other elements فى حركة نسبية طالما فى حركة نسبية + +14 +00:01:14,160 --> 00:01:19,120 +يعنى ال one power ال link بتتحرك بالنسبة لل other + +15 +00:01:19,120 --> 00:01:23,880 +links بسميه kinematic link يعني زى حالة + +16 +00:01:32,370 --> 00:01:39,870 +هذا kinematic link يعني الأرض اللي هي ثابت واحد it + +17 +00:01:39,870 --> 00:01:47,630 +is linkالـ crank link اتنين الـ connecting rod + +18 +00:01:47,630 --> 00:01:52,710 +link تلاتة السليدر اربعة الله عزى اتنين بتحرك + +19 +00:01:52,710 --> 00:01:55,510 +لواحد و اتنين بتحرك بالنسبة لتلاتة و تلاتة بتحرك + +20 +00:01:55,510 --> 00:01:57,410 +بالنسبة لواحد و تلاتة بتحرك بالنسبة لاتنين و تحرك + +21 +00:01:57,410 --> 00:02:00,610 +بالنسبة لاربعة يعني واضح كل element اللي هو حركة + +22 +00:02:00,610 --> 00:02:06,650 +نسبية بالنسبة لل elements التانية دي جسمه + +23 +00:02:06,650 --> 00:02:11,490 +resistant body الجسم المقاومهو الجسم القادر على + +24 +00:02:11,490 --> 00:02:16,050 +نقل القوة بدون ما يصير فيه deformation resistant + +25 +00:02:16,050 --> 00:02:20,330 +body هو الجسم القابل على نقل القوة بدون ما يصير + +26 +00:02:20,330 --> 00:02:22,990 +فيه deformation يعني مش هيتغير شكله بنقل القوة + +27 +00:02:22,990 --> 00:02:29,050 +بدون ما يتغير بالشكل اي link لها two + +28 +00:02:29,050 --> 00:02:34,070 +characteristics او لها نحكي صفتين او خصائص خاصيتين + +29 +00:02:35,150 --> 00:02:38,270 +أولش لازتكون should have relative motion with + +30 +00:02:38,270 --> 00:02:41,570 +respect to other links لازتكون الحركة تتحرك + +31 +00:02:41,570 --> 00:02:45,530 +بالنسبة للأجزاء الأخرى اتنين لازتكون resistant + +32 +00:02:45,530 --> 00:02:51,370 +body ال link مش لازم يصير فيها deformation خلال + +33 +00:02:51,370 --> 00:02:56,090 +عملية نقل الحركة معناه two characteristics لازتكون + +34 +00:02:56,090 --> 00:02:59,330 +relative motion with respect to other elements او + +35 +00:02:59,330 --> 00:03:02,850 +with respect to other links و لازتكون resistant + +36 +00:03:02,850 --> 00:03:03,750 +body + +37 +00:03:06,500 --> 00:03:10,200 +أنواع ال links بتيجي تلت أنواع في عندي rigid link + +38 +00:03:10,200 --> 00:03:15,600 +في عندي flexible link و في عندي fluid link ال + +39 +00:03:15,600 --> 00:03:19,060 +rigid link مابيصيرش فيه اي deformation while + +40 +00:03:19,060 --> 00:03:23,480 +transmitting motion مابيصيرش اي اي تغير في مقاسات + +41 +00:03:23,480 --> 00:03:27,840 +و أبعادها خلال عملية نقل حركة يعني زي ال crank + +42 +00:03:27,840 --> 00:03:31,520 +مابتتغير ال dimensions بتاعتها او بتكون + +43 +00:03:31,520 --> 00:03:36,390 +deformation very small لدرجة انه ملاحظهاشهذه rigid + +44 +00:03:36,390 --> 00:03:42,190 +link فى flexible link بيصير فى ال link deformation + +45 +00:03:42,190 --> 00:03:50,010 +لكن ما بتأثر على نقل الحركة يعني انا عندي هى عندى + +46 +00:03:50,010 --> 00:03:57,830 +poly و هى poly و فى عندى shot بينهم ال shot بيصير + +47 +00:03:57,830 --> 00:04:02,130 +فى deformation بيطلع شوية معاك صح لكن الحركة بين + +48 +00:04:02,130 --> 00:04:06,250 +ال two polesبنحافظ عليها يعني هدى بتدور و هدى + +49 +00:04:06,250 --> 00:04:11,510 +بتدور ففي deformation بيحصل فيه flexible link + +50 +00:04:11,510 --> 00:04:18,050 +فاندي fluid link I transmit motion by using fluid + +51 +00:04:18,050 --> 00:04:23,310 +يعني سائل او غلط يعني + +52 +00:04:23,310 --> 00:04:34,740 +هي مكبس عندى هنا عندى هنا fluidفي مكبس هنا اذا ضغط + +53 +00:04:34,740 --> 00:04:39,960 +هنا هينزل fluid هنا هيطلع ال fluid ده ده بسميه + +54 +00:04:39,960 --> 00:04:46,500 +ايش؟ link fluid link زي ال clutch في السيارات ال + +55 +00:04:46,500 --> 00:04:54,940 +automatic بنقل حركة من ال engine لل gearbox من + +56 +00:04:54,940 --> 00:05:00,820 +خلال fluid couplingfluid coupling لأن في اندي زيت + +57 +00:05:00,820 --> 00:05:05,520 +هو ناقل الحركة بين ال engine وبين ال gearbox + +58 +00:05:05,520 --> 00:05:09,780 +الهيكل + +59 +00:05:09,780 --> 00:05:13,180 +ال structure هو عبارة عن مجموعة من ال resistant + +60 +00:05:13,180 --> 00:05:16,660 +bodies مجموعة من الأجزاء اللي بيصيرش فيها + +61 +00:05:16,660 --> 00:05:21,030 +deformationو مافيش تتحركش الأجزاء ثابتة مافيش حركة + +62 +00:05:21,030 --> 00:05:25,930 +نسبية بين one element بالنسبة لل elements التانية + +63 +00:05:25,930 --> 00:05:30,450 +و الهدف من ال structure أنه يشيل أحمال ال + +64 +00:05:30,450 --> 00:05:33,630 +structure بيشيل أحمال مابنقل حركة لأنه يعني و + +65 +00:05:33,630 --> 00:05:34,810 +مافيش حركة هو أساسا + +66 +00:05:37,400 --> 00:05:43,320 +زي الجسور بيكون فيها trusses أو جامعالنات زي + +67 +00:05:43,320 --> 00:05:47,600 +الأسقف زي الفريمات بتاعة ال body بتاعة ال machines + +68 +00:05:47,600 --> 00:05:52,940 +هذه كلها تعتبر إيش structures لو أدعم المقارنة بين + +69 +00:05:52,940 --> 00:05:56,820 +ال structure و المachine في ال machine ال parts + +70 +00:05:56,820 --> 00:05:59,600 +move relative to one another في المachine أجزاءها + +71 +00:05:59,600 --> 00:06:03,580 +بتتحرك بالنسبة لبعض لكن في ال structure الأجزاء ال + +72 +00:06:03,580 --> 00:06:08,720 +structure ما بتتحرك بالنسبة لبعضاتنين ال machine + +73 +00:06:08,720 --> 00:06:14,740 +بتحول energy ل use في ال work بتحول energy ل use + +74 +00:06:14,740 --> 00:06:17,620 +في ال work يعني ممكن ابدأ هنا and هنا rotation + +75 +00:06:17,620 --> 00:06:21,900 +rotation energy ممكن احولها او ال rotational + +76 +00:06:21,900 --> 00:06:27,340 +motion باحولها ل linear motion ف it transforms + +77 +00:06:27,340 --> 00:06:33,000 +energy into use في ال work ال structureno energy + +78 +00:06:33,000 --> 00:06:36,260 +is transferred into you through it هو بس شايل ما + +79 +00:06:36,260 --> 00:06:41,080 +صار فيه power معينة ال .. ال .. ال .. ال .. في ال + +80 +00:06:41,080 --> 00:06:46,200 +machine ال links بتنقل forces او بتنقل forces او + +81 +00:06:46,200 --> 00:06:52,360 +power و حركة لكن ال structures transmit forces + +82 +00:06:52,360 --> 00:06:54,320 +only بتنقل قوة + +83 +00:07:01,920 --> 00:07:07,440 +احنا حكينا فيه هنا kinematic element هو + +84 +00:07:07,440 --> 00:07:11,680 +جزء من أي machine بيكون فيه له حركة بالنسبة لل + +85 +00:07:11,680 --> 00:07:16,700 +other parts of the machine و بيكون resistant body + +86 +00:07:16,700 --> 00:07:20,460 +يعني مايصيرش فيه deformation أو بتغير في الأبعاد + +87 +00:07:20,460 --> 00:07:26,330 +بتاعته أو شكلهفي kinematic pair الkinematic pair + +88 +00:07:26,330 --> 00:07:29,770 +هو two links of a machine in contact with each + +89 +00:07:29,770 --> 00:07:34,170 +other two links in a machine in contact with each + +90 +00:07:34,170 --> 00:07:37,390 +other يعني هذا اتنين مع تلاتة بيعملوا kinematic + +91 +00:07:37,390 --> 00:07:45,010 +pair في تلامس بينهم هنا هنا هنا pin اتنين مع واحد + +92 +00:07:45,010 --> 00:07:51,050 +بيعملوا kinematic pair تلاتة مع اربعةتعمل + +93 +00:07:51,050 --> 00:08:00,170 +kinematic pair اربع مواحد تعمل kinematic pair في + +94 +00:08:00,170 --> 00:08:04,470 +ال kinematic pair بتكون relative motion لان احنا + +95 +00:08:04,470 --> 00:08:06,550 +kinematic pair بتكون اندي two links in contact + +96 +00:08:06,550 --> 00:08:09,850 +with each other لان في ال kinematic pair relative + +97 +00:08:09,850 --> 00:08:13,410 +motion between links is completely or successfully + +98 +00:08:13,410 --> 00:08:19,110 +constrained يعني بتكون الحركة بين اتنين والتلاتة + +99 +00:08:20,270 --> 00:08:26,510 +مقيدة تقييد كامل او مقيدة بطريقة فعالة او بطريقة + +100 +00:08:26,510 --> 00:08:29,410 +ناجحة هنشوف ايش يعني completely constrained او + +101 +00:08:29,410 --> 00:08:32,030 +successfully constrained معناته في ال kinetic pair + +102 +00:08:32,030 --> 00:08:35,870 +relative motion between the lengths is completely + +103 +00:08:35,870 --> 00:08:40,850 +constrained او successfully constrained + +104 +00:08:45,110 --> 00:08:47,810 +الان معناته احنا بنحكي عن الحركة المقيدة الحركة + +105 +00:08:47,810 --> 00:08:52,250 +المقيدة إلها أنواع تلت أنواع من الحركة المقيدة في + +106 +00:08:52,250 --> 00:08:55,410 +حركة مقيدة بشكل كامل completely constrained motion + +107 +00:08:55,410 --> 00:08:59,470 +في incomplete constrained motion مش مقيدة الحركة + +108 +00:08:59,470 --> 00:09:03,090 +بشكل كامل وفي عندي success في constraint motion + +109 +00:09:03,090 --> 00:09:10,350 +حركة مقيدة بشكل فعال أو بشكل ناجح في + +110 +00:09:10,350 --> 00:09:15,110 +ال completely constrained motionالـ motion between + +111 +00:09:15,110 --> 00:09:18,370 +a pair is limited to a definite direction بغض + +112 +00:09:18,370 --> 00:09:23,870 +النظر عن ال load يعني أنا عندي هنا عندي + +113 +00:09:23,870 --> 00:09:32,450 +block وفي فتحة مربعة وفي رد مقطع مربع لو أثرت + +114 +00:09:32,450 --> 00:09:36,050 +force بشكل هذا أو بشكل هذا + +115 +00:09:39,520 --> 00:09:42,120 +ال road ده هيتحرك بالنسبة لل block بهذا الاتجاه + +116 +00:09:42,120 --> 00:09:48,160 +دايما، بغض نظر عن اتجاه القوة المؤثرة هل فيه له اي + +117 +00:09:48,160 --> 00:09:54,100 +حركة ممكن يتحركها بال road بالنسبة لل block؟ بس + +118 +00:09:54,100 --> 00:09:57,400 +فقط بهذا الاتجاه، بغض نظر عن اتجاه القوة المؤثرة، + +119 +00:09:57,400 --> 00:10:00,460 +معناته هذا ال motion is completely constrained، + +120 +00:10:00,460 --> 00:10:06,110 +مقيدة بشكل كاملفيه عندى هنا هي block و هي فيه + +121 +00:10:06,110 --> 00:10:11,650 +shaft و فيه هنا عندى كتف و هنا كتف ال shaft هذا + +122 +00:10:11,650 --> 00:10:15,390 +ايش نوع الحركة المسموحله فقط يدور انا مانعه يتحرك + +123 +00:10:15,390 --> 00:10:18,910 +باتجاه ال axis معناته ال motion is in one + +124 +00:10:18,910 --> 00:10:22,670 +direction اللي هي rotation يعني ال motion is in + +125 +00:10:22,670 --> 00:10:27,470 +one direction only sliding في اتجاه معين هذه + +126 +00:10:27,470 --> 00:10:29,010 +completely constrained motion + +127 +00:10:33,240 --> 00:10:38,620 +في incompletely constrained + +128 +00:10:38,620 --> 00:10:42,960 +motion يعني التقييد مش كامل معناته ال part ممكن + +129 +00:10:42,960 --> 00:10:46,280 +تتحرك باكتر من اتجاه يعني هنا انا بتحرك باتجاه ال + +130 +00:10:46,280 --> 00:10:53,960 +axel ممكن يدور التقييد يعني بطل يعني ممكن تتحرك + +131 +00:10:53,960 --> 00:10:57,220 +اكتر من اتجاه axel او rotation بسميه incompletely + +132 +00:10:57,220 --> 00:10:58,640 +constrained motion + +133 +00:11:06,920 --> 00:11:10,140 +في successfully constrained motion حركة مقيدة بشكل + +134 +00:11:10,140 --> 00:11:17,320 +ناجح وبشكل فعال ال motion between elements forming + +135 +00:11:17,320 --> 00:11:21,560 +a pair is such that انا بحصل على التقييد بالحركة + +136 +00:11:21,560 --> 00:11:27,300 +من خلال مؤثر خارجي ممكن من خلال بوسطة الجاذبية او + +137 +00:11:27,300 --> 00:11:32,240 +ممكن عندي زنبرة يعني انا بقيد الحركة بمؤثر خارجي + +138 +00:11:32,240 --> 00:11:34,420 +فبصير مقيدة بشكل فعال + +139 +00:11:37,400 --> 00:11:45,260 +يعني عندى هذه الرد المدور وعندي هذا ال part هذا + +140 +00:11:45,260 --> 00:11:50,780 +ممكن يدور ممكن يتحرك باتجاه ال axial direction لكن + +141 +00:11:50,780 --> 00:11:56,320 +لو حطيت load عليه هنا بمنع حركته باتجاهالأكسل ال + +142 +00:11:56,320 --> 00:11:59,980 +load ممكن يجيب من خلال الوزن بس ممكن اخليه يلف + +143 +00:11:59,980 --> 00:12:04,420 +فعناته انا قيته بمؤثر خارجي load او وظنبارك عشان + +144 +00:12:04,420 --> 00:12:15,280 +بسميها successfully constrained motions احنا + +145 +00:12:15,280 --> 00:12:20,230 +حكينا ال kinematic pair عبارة عن two lengthsبينهم + +146 +00:12:20,230 --> 00:12:24,010 +contact وفي بينهم relative motion kinematic pair + +147 +00:12:24,010 --> 00:12:26,990 +two links in contact with each other وفي بينهم + +148 +00:12:26,990 --> 00:12:34,410 +حركة نسبية الان ممكن اصنف ال kinematic pairs طبقا + +149 +00:12:34,410 --> 00:12:40,470 +لنوع الحركة بين ال elements forming the pair او + +150 +00:12:40,470 --> 00:12:46,270 +طبقا لنوع ال contact الموجود + +151 +00:12:46,270 --> 00:12:53,310 +في ال pairأو طبقا لنوع ال closure طبقا اذا بدي + +152 +00:12:53,310 --> 00:12:58,150 +اعمل تصنيف طبقا لنوع الحركة النسبية between the + +153 +00:12:58,150 --> 00:13:01,730 +elements forming the pair فيه هكون عندي sliding + +154 +00:13:01,730 --> 00:13:07,350 +pair، هعندي turning pair، rolling pair، screw pair + +155 +00:13:07,350 --> 00:13:12,890 +و spherical pairهنفصلهم واحد واحد اذا بدى اصنف + +156 +00:13:12,890 --> 00:13:18,830 +طبقا لنوع ال contact في عندى lower pair و في عندى + +157 +00:13:18,830 --> 00:13:23,850 +higher pair اذا بدى اصنف طبقا لل closure في عندى + +158 +00:13:23,850 --> 00:13:27,770 +self-closed pair و في force-closed pair خلينا نشوف + +159 +00:13:27,770 --> 00:13:34,210 +التلت تصنيفات هذه واحد واحد التصنيف + +160 +00:13:34,210 --> 00:13:38,450 +الأول اللي احنا حكينا طبقا لنوع الحركة النسبية + +161 +00:13:39,700 --> 00:13:45,420 +between the parts or forming the pair sliding pair + +162 +00:13:45,420 --> 00:13:50,260 +أحد + +163 +00:13:50,260 --> 00:13:55,160 +طرفي ال pair ينزلق بالنسبة للآخر يعني زي هذه أنا + +164 +00:13:55,160 --> 00:14:00,320 +عندي أربعة و واحد they are forming a pair ال link + +165 +00:14:00,320 --> 00:14:04,280 +أربعة slide بالنسبة لواحدالحاجة بيسميها أيش + +166 +00:14:04,280 --> 00:14:09,300 +sliding pair ال motion بتكون completely constant + +167 +00:14:09,300 --> 00:14:17,920 +ال slider حركته هذا الاتجاه اتجاه هذا ال one ال + +168 +00:14:17,920 --> 00:14:21,520 +telescope اللي هو الغراب المتحرك على المخرطة ممكن + +169 +00:14:21,520 --> 00:14:30,560 +نعمله sliding فهذه sliding pair في + +170 +00:14:30,560 --> 00:14:35,430 +turning pair one paircan only revolve about a + +171 +00:14:35,430 --> 00:14:40,690 +fixed axis with another link يعني بين تلاتة و + +172 +00:14:40,690 --> 00:14:48,110 +أربعة هذه turning pair في rotation في rotation بين + +173 +00:14:48,110 --> 00:14:55,330 +تلاتة و اتنين هذا إيش اللي هو turning pair بين + +174 +00:14:55,330 --> 00:14:58,150 +واحد و اتنين هنا في عندي إيش revolving حوالي ال + +175 +00:14:58,150 --> 00:15:04,380 +pin هذهفي عندي turning pair في كتب بيسموه + +176 +00:15:04,380 --> 00:15:14,240 +revolving برنامج زي ادنز بيسميه revolving pair زي + +177 +00:15:14,240 --> 00:15:18,300 +ال crank shaft و الرأس بتاع المحرطة لا أعرف ايش + +178 +00:15:18,300 --> 00:15:21,640 +معلوم يكون ادور هذا ال turning pair يعني الرأس + +179 +00:15:21,640 --> 00:15:23,580 +بتاع المحرطة مع ال body بتاع ال machine turning + +180 +00:15:23,580 --> 00:15:23,940 +pair + +181 +00:15:28,820 --> 00:15:33,080 +في ال rolling pair ال pair أو الزوج المتدحرج one + +182 +00:15:33,080 --> 00:15:37,900 +pair rolls with respect to other pair rolling pair + +183 +00:15:37,900 --> 00:15:43,400 +زي عندي سطوانة + +184 +00:15:43,400 --> 00:15:48,020 +تتدحرج تتدحرج بدون انزلاق قادر يسميه هنا عندي + +185 +00:15:48,020 --> 00:15:52,480 +rolling pair + +186 +00:15:57,420 --> 00:16:02,400 +زي ال BL عندى بيكون عندى ال inner race و ال outer + +187 +00:16:02,400 --> 00:16:06,760 +race و فى المص فى عندى الكرات ال balls rolls with + +188 +00:16:06,760 --> 00:16:10,860 +respect to the inner طيب + +189 +00:16:10,860 --> 00:16:19,300 +نكمل فى عندى ال screw pair ال screw pair عندى مثلا + +190 +00:16:19,300 --> 00:16:23,580 +screw مع صمولة برق مع صمولة انت فى عندك combined + +191 +00:16:23,580 --> 00:16:30,790 +motion while rotatingit advance بتقدم البرغ + +192 +00:16:30,790 --> 00:16:37,850 +بالنسبة للصمولة بلف و بمشي هذا اسمه screw pair زي + +193 +00:16:37,850 --> 00:16:40,490 +ال lead screw في المخرط اللي .. اللي .. العمود + +194 +00:16:40,490 --> 00:16:43,630 +بتاع المخرط او ال .. البرغ بتاع ال jack بتاع + +195 +00:16:43,630 --> 00:16:50,090 +السيارة هذا .. هذا screw pair في + +196 +00:16:50,090 --> 00:16:53,510 +اتنين screw زي اللي هو ال screw compressor بتحرك + +197 +00:16:53,510 --> 00:16:54,270 +بس ماشيوش + +198 +00:16:57,220 --> 00:17:00,380 +انت بتحكي موضوع تاني ال screw compressor مو موضوع + +199 +00:17:00,380 --> 00:17:07,560 +تاني انا بحكي screw برغي لأ + +200 +00:17:07,560 --> 00:17:10,160 +انت بتحكي زي ال screw converter يكون عندك اللي هو + +201 +00:17:10,160 --> 00:17:14,920 +حلزون و بمشي مطلعه بس انت إذا بتطلع فعليا إذا + +202 +00:17:14,920 --> 00:17:21,700 +بتتبع نقطة مشيت يعني انت هذه النقطة مثلا هذه + +203 +00:17:21,700 --> 00:17:27,040 +الحلزونة كانت هنا و في عندك ميلانلفة طرفة كاملة + +204 +00:17:27,040 --> 00:17:30,520 +يعني بتكون تمشي و بترجع محالة هوا كذا فبصير عملية + +205 +00:17:30,520 --> 00:17:38,800 +الدفع للهوا فنفس الفكرة في a spherical pair ان هو + +206 +00:17:38,800 --> 00:17:41,720 +الحركة بين ال two parts او ال two elements forming + +207 +00:17:41,720 --> 00:17:47,220 +the pair is spherical زي الأقلام او ال joystick + +208 +00:17:47,220 --> 00:17:53,150 +بتاعة الألعابلأ لأ فها دي إيش اسمها spherical pair + +209 +00:17:53,150 --> 00:17:56,450 +بيكون فيه عندها spherical surface بينهم زي ال + +210 +00:17:56,450 --> 00:18:04,110 +playstation بالظبط لأ معناته تصنيفات تبقى لنوع + +211 +00:18:04,110 --> 00:18:09,710 +الحركة عندنا sliding pair عندنا turning pair عندنا + +212 +00:18:09,710 --> 00:18:14,030 +rolling pair عندنا screw pair وفينا spherical pair + +213 +00:18:14,030 --> 00:18:20,620 +التصنيف التانيطبقا لنوع التلامس فى lower pair و فى + +214 +00:18:20,620 --> 00:18:25,000 +عندى higher pair فى ال lower pair بيكون التلامس + +215 +00:18:25,000 --> 00:18:33,960 +over a surface over a surface معناته ال sliding + +216 +00:18:33,960 --> 00:18:39,880 +pair فى surface ع surface it is sliding pair and + +217 +00:18:39,880 --> 00:18:42,980 +it is lower pair لأنه عندى surface contact surface + +218 +00:18:42,980 --> 00:18:49,190 +contact a turning pairفي surface في انك + +219 +00:18:49,190 --> 00:18:51,750 +cylindrical surface over cylindrical surface + +220 +00:18:51,750 --> 00:18:56,590 +cylindrical over cylindrical عندي surface مش plan + +221 +00:18:56,590 --> 00:19:03,930 +ماهو ال plan برضه عشان surface ف turning pair is a + +222 +00:19:03,930 --> 00:19:09,130 +lower pair also لإنه عندي surface contact ال + +223 +00:19:09,130 --> 00:19:14,470 +higher pair بيكون ال contact line contact أو point + +224 +00:19:14,470 --> 00:19:19,430 +contactاحنا حكينا ال sliding pair هو أيش lower + +225 +00:19:19,430 --> 00:19:23,910 +pair لإنه التلامس على سطح و returning pair هو ال + +226 +00:19:23,910 --> 00:19:28,390 +lower pair لإنه التلامس على سطح عندي التالتة + +227 +00:19:28,390 --> 00:19:33,390 +rolling pair إذا كانت hand سطوانة ال contact يبقى + +228 +00:19:33,390 --> 00:19:39,890 +على الخط إذا كانت كرة التلامس نقطة هذا بيسمى أيش؟ + +229 +00:19:40,300 --> 00:19:44,300 +higher pair، higher pair بيكون تلامس على نقطة أو + +230 +00:19:44,300 --> 00:19:51,120 +على خط، إذا عندي ترسين بيكون تلامس على خط، خط إذا + +231 +00:19:51,120 --> 00:19:55,560 +كانش ترس عدل، إذا كان خط مائل أو الترس مائل بيكون + +232 +00:19:55,560 --> 00:20:03,240 +على نقطة و بتحول لخطمعناته عندي تصنيف طبقا لنوع ال + +233 +00:20:03,240 --> 00:20:06,420 +contact يمكن يكون lower pair إذا كان التلامس بين + +234 +00:20:06,420 --> 00:20:09,720 +ال two elements forming the pair عبارة عن سطح سواء + +235 +00:20:09,720 --> 00:20:15,300 +سطح كان مدور أو سطح مستوي ال higher pair بيكون + +236 +00:20:15,300 --> 00:20:20,500 +التلامس نقطي أو تلامس خطي + +237 +00:20:25,380 --> 00:20:29,520 +عنا حكينا ال two-gear ال cam and follower إذا عندي + +238 +00:20:29,520 --> 00:20:35,920 +هاي camera وهاي + +239 +00:20:35,920 --> 00:20:40,240 +ال follower عندي + +240 +00:20:40,240 --> 00:20:46,940 +إيه إيش ال line contact line contact أو نعم + +241 +00:20:49,980 --> 00:20:54,680 +الكم شافت في السيارة الكم شافت في السيارة او + +242 +00:20:54,680 --> 00:20:59,080 +الكمات في مكان لخياطة اذا تفتح مكت الخياطة فيها + +243 +00:20:59,080 --> 00:21:09,020 +مجموعة كمات عشان تتحكم في شكل الغرز وحجم الغرز ما + +244 +00:21:09,020 --> 00:21:11,800 +انتش سوفر احنا عملنا طريقتين لتصنيف طريقة تصنيف + +245 +00:21:11,800 --> 00:21:17,660 +الأولىطبقا لنوع الحركة النسبية بين ال .. ال .. ال + +246 +00:21:17,660 --> 00:21:20,580 +.. ال elements forming أو ال links forming the + +247 +00:21:20,580 --> 00:21:25,600 +pair اللي هي حكينا عنها sliding pair, turning + +248 +00:21:25,600 --> 00:21:31,460 +pair, rolling pair وعنا screw و spherical التصيف + +249 +00:21:31,460 --> 00:21:34,240 +التالي حكينا طبقا لنوع ال contact يعني ال lower + +250 +00:21:34,240 --> 00:21:37,820 +pair بيكون ال contact along a surface او ال higher + +251 +00:21:37,820 --> 00:21:40,620 +pair بيكون ال contact at a point or along a line + +252 +00:21:41,430 --> 00:21:45,430 +النوع التالت من التصنيف اللي هو according to type + +253 +00:21:45,430 --> 00:21:49,850 +of closure فين ال self-closed pair بيكون ال two + +254 +00:21:49,850 --> 00:21:54,730 +elements موصلين مع بعض بطريقة ميكانيكية بيسيبوش + +255 +00:21:54,730 --> 00:22:01,070 +بعض دايما محافظ علاقة زي مثلا في pin بينهم ممكن + +256 +00:22:01,070 --> 00:22:07,970 +يفلت عن بعضهد ايش؟ self-closed pair .. self-closed + +257 +00:22:07,970 --> 00:22:16,050 +pair برضه هد self-closed pair النوع + +258 +00:22:16,050 --> 00:22:20,790 +التاني اللي هو force-closed pair زي عندي مثلا كام + +259 +00:22:20,790 --> 00:22:27,310 +.. كام و follower عشان احافظ على ال contact يا + +260 +00:22:27,310 --> 00:22:30,410 +انبيه ال force و ال gravity او بحط ايش؟ لو بده + +261 +00:22:30,410 --> 00:22:31,310 +خلنا نعملها زي هيك + +262 +00:22:34,810 --> 00:22:41,850 +و هاي ال follower جايب الشكل هذا طبعا I will lose + +263 +00:22:41,850 --> 00:22:49,770 +contact لما تتلف إلا إذا كان عندي روحت + +264 +00:22:49,770 --> 00:22:50,790 +حطيت زنبرك + +265 +00:22:54,960 --> 00:23:00,860 +بيضل زمبرك محافظ على التلامس هذا force closed pair + +266 +00:23:00,860 --> 00:23:07,040 +استخدمت قوة خارجية عشان اخلى ال two pair دول مع + +267 +00:23:07,040 --> 00:23:10,460 +بعض دايما طيب + +268 +00:23:17,330 --> 00:23:21,330 +لأن فيه ما يسمى ال kinematic chain فيه كينماتيك + +269 +00:23:21,330 --> 00:23:24,470 +pair يعني هذه كينماتيك pair واحد اثنين عاملين + +270 +00:23:24,470 --> 00:23:28,750 +كينماتيك pair الكينماتيك pair يعني النوع اللي هذه + +271 +00:23:28,750 --> 00:23:32,470 +نحكي + +272 +00:23:32,470 --> 00:23:39,230 +turning pair turning turning + +273 +00:23:39,230 --> 00:23:47,840 +pair lower pair self-closed pair صح؟بين اتنين و + +274 +00:23:47,840 --> 00:23:53,860 +تلاتة في بينهم turning pair, self-closed, lower + +275 +00:23:53,860 --> 00:24:03,540 +pair بين اربع تلاتة turning, self-closed, lower + +276 +00:24:03,540 --> 00:24:10,180 +pair بين اربع واحد sliding, self-closed يعني مشى + +277 +00:24:10,180 --> 00:24:13,020 +مسار معينة و lower pair + +278 +00:24:16,180 --> 00:24:19,920 +كاناماتك تشين هي عبارة عن تجميع الكاناماتك pairs + +279 +00:24:19,920 --> 00:24:24,660 +يعني عندي هنا pair عندي pair عندي pair عندي pair + +280 +00:24:24,660 --> 00:24:31,880 +مجموم هذا ال combination بسميه كاناماتك تشين هي + +281 +00:24:31,880 --> 00:24:37,380 +عبارة عن combination of kanamatic pairs بحيث + +282 +00:24:37,380 --> 00:24:42,180 +كل link بتعمل two pairs يعني مثلا ال link اتنين + +283 +00:24:42,180 --> 00:24:49,670 +بتعمل pair مع واحدبتعمل pair مع تلاتة عندي مثلا + +284 +00:24:49,670 --> 00:24:54,110 +link تلاتة بتعمل pair مع اتنين و pair مع اربعة + +285 +00:24:54,110 --> 00:24:58,710 +link اربعة عاملة pair مع واحد عاملة pair مع تلاتة + +286 +00:24:58,710 --> 00:25:02,810 +بتكون + +287 +00:25:02,810 --> 00:25:05,850 +في ال kinematic chain relative motion between + +288 +00:25:05,850 --> 00:25:10,510 +links is completely or successfully constrained + +289 +00:25:10,510 --> 00:25:17,460 +بتكون الحركةمقيدة بشكل كامل او مقيدة بشكل فعال او + +290 +00:25:17,460 --> 00:25:25,040 +بشكل ناجح زى ما حكينا اندي هاي one pair, one pair, + +291 +00:25:25,080 --> 00:25:28,540 +one pair, one pair هاي أربع pairs الأربع pairs + +292 +00:25:28,540 --> 00:25:33,300 +هدول هم هدول بشكله kinematic chain يعني هد ايش هد + +293 +00:25:33,300 --> 00:25:35,440 +كلها بعضها kinematic chain + +294 +00:25:41,750 --> 00:25:46,450 +أحنا حكينا كل link بتعمل two pairs يعني link اتنين + +295 +00:25:46,450 --> 00:25:53,590 +عاملة pair مع واحد و عاملة pair مع تلاتة في علاقة + +296 +00:25:53,590 --> 00:25:58,430 +بين number of pairs forming a kinematic chain و + +297 +00:25:58,430 --> 00:26:03,650 +number of links يعني ال number of links بستوى + +298 +00:26:03,650 --> 00:26:07,430 +اتنين P minus four يعني القلب بستوى اتنين P minus + +299 +00:26:07,430 --> 00:26:09,870 +four يعني لو طلعنا على ال slider crank + +300 +00:26:18,220 --> 00:26:28,280 +slider crank اكم + +301 +00:26:28,280 --> 00:26:34,540 +pair عندي هاي pair بين واحد و اتنين صح هاي pair + +302 +00:26:34,540 --> 00:26:37,520 +بين اتنين و تلاتة هاي اتنين هاي pair بين تلاتة و + +303 +00:26:37,520 --> 00:26:41,740 +اربعة و pair بين اربعة و واحدة يعني اربعة pairs صح + +304 +00:26:41,740 --> 00:26:49,000 +اكم link عنديالأرض واحد في link ثابت اي واحد، + +305 +00:26:49,000 --> 00:26:54,480 +اتنين، تلاتة، اربعة، اربعة لينكات نشوف ال ال and + +306 +00:26:54,480 --> 00:26:59,860 +أربعة بتستوى ..شوف معناه صح بتستوى اتنين في أربعة + +307 +00:26:59,860 --> 00:27:06,000 +ناقص أربعة بتستوى أربعة معناه ان number of links + +308 +00:27:06,000 --> 00:27:10,480 +related to number of pairs من خلال هذه المعادلة + +309 +00:27:16,060 --> 00:27:21,180 +هذه joint هنا في مفصل turning + +310 +00:27:21,180 --> 00:27:26,200 +joint turning joint turning joint sliding joint + +311 +00:27:26,200 --> 00:27:34,740 +sliding joint في علاقة بين ال number of joints و + +312 +00:27:34,740 --> 00:27:39,460 +ال number of linksال number of joints جيه اللي هو + +313 +00:27:39,460 --> 00:27:43,060 +بيستوى واحد و نص الناقص الاتنين جوية عندهين واحد + +314 +00:27:43,060 --> 00:27:49,840 +اتنين تلاتة اربعة ال جيه بيستوى واحد و نص number + +315 +00:27:49,840 --> 00:27:53,380 +of links اربعة ناقص اتنين يعني هتكون ستة ناقص + +316 +00:27:53,380 --> 00:27:57,680 +اتنين اربعة + +317 +00:27:57,680 --> 00:28:03,200 +فعلا عندي فعلا هي واحدة تنتين تلاتة اربعة joints + +318 +00:28:08,900 --> 00:28:13,340 +عندي sliding joint اللي هي واحدة اتنتين تلاتة + +319 +00:28:13,340 --> 00:28:22,000 +اربعة هذه it's a joint نعم الان + +320 +00:28:22,000 --> 00:28:26,650 +في joint في pin هنا في مفصل بين الأرضاللي هي link + +321 +00:28:26,650 --> 00:28:32,050 +واللي crank اتنين في مفصل هنا بين اتنين و تلاتة في + +322 +00:28:32,050 --> 00:28:35,230 +مفصل بين تلاتة و أربعة وفي مفصل بيسمحلك الحركة + +323 +00:28:35,230 --> 00:28:46,450 +خطيا مش دايما المفصل ايش لازم يكون rotation طبعا + +324 +00:28:46,450 --> 00:28:52,370 +المعادلة السابقة بتكون صحية في حالة ال pairs كان + +325 +00:28:52,370 --> 00:28:57,340 +كلهم lower pairsإذا في higher pairs، إيش عن ال + +326 +00:28:57,340 --> 00:29:04,540 +lower pair؟ التلامس على surface بيكون، بين ال + +327 +00:29:04,540 --> 00:29:10,420 +elements forming a pair، بيكون التلامس على سطح + +328 +00:29:10,420 --> 00:29:14,480 +فالمعادلة السابقة تنطبق في حالة ال lower pairs + +329 +00:29:14,480 --> 00:29:19,740 +these equations may be applied to kinematic chains + +330 +00:29:19,740 --> 00:29:24,070 +in which higher pairs are usedممكن استخدم معادلة + +331 +00:29:24,070 --> 00:29:31,870 +هذه في حالة higher pair لكن كل higher pair عبارة + +332 +00:29:31,870 --> 00:29:41,550 +عن two lower pairs زاد ال link انشوف + +333 +00:29:41,550 --> 00:29:49,630 +مثال امثلة عندي مبين عندي هنا link واحد link اتنين + +334 +00:29:49,630 --> 00:29:59,750 +و link تلاتةأي كم link عندى؟ + +335 +00:29:59,750 --> 00:30:06,330 +هي + +336 +00:30:06,330 --> 00:30:17,730 +A B C هي link واحد اتنين تلتة ال L عندى تلت لينكات + +337 +00:30:17,730 --> 00:30:26,730 +اي كم pair عندى؟تلاتة اكم جوينت تلاتة المعادلة + +338 +00:30:26,730 --> 00:30:31,650 +الأولى اللى هى فى علاقة بين ال number of links و + +339 +00:30:31,650 --> 00:30:34,670 +ال number of pairs two P ناقص اربعة نشوف هل تتطبق + +340 +00:30:34,670 --> 00:30:40,310 +تظبط او تظبطش الال عندي على الجهة الشمال اللى هى + +341 +00:30:40,310 --> 00:30:47,610 +تلاتة صح عندي ال pair اتنين فى تلاتة ناقص اربعة + +342 +00:30:47,610 --> 00:30:55,450 +يعني عندي التلاتةستة نقص اربعة اتنين واضح الجهة + +343 +00:30:55,450 --> 00:30:59,970 +الشمال ماتساوش معناته it's not a kinematic chain + +344 +00:30:59,970 --> 00:31:03,930 +احسن تشوف كنمتك تشين انه يكون فيه relative motion + +345 +00:31:03,930 --> 00:31:07,190 +between the elements forming the chain هل في حركة + +346 +00:31:07,190 --> 00:31:11,270 +ممكن تتحرك و لا دول؟ لسوا لبعض؟ لأ هذه اقل معناته + +347 +00:31:11,270 --> 00:31:14,910 +it's not a kinematic chain في الحالة دي it is a + +348 +00:31:14,910 --> 00:31:18,610 +structure نشوف المعادلة اللي هي J + +349 +00:31:23,190 --> 00:31:29,390 +اللي جاي عندي تلاتة عندين واحد و نص في تلاتة ناقص + +350 +00:31:29,390 --> 00:31:35,310 +اتنين يعني تلاتة اربع و نص ناقص اتنين اتنين و نص + +351 +00:31:47,620 --> 00:31:52,480 +ف it is not a kinematic chain ماحققتش المعادلات في + +352 +00:31:52,480 --> 00:31:55,220 +الحالة هذه it is over constraint وبتالي مافيش + +353 +00:31:55,220 --> 00:32:03,240 +motion وانت هتكون it is structure نشوف + +354 +00:32:03,240 --> 00:32:04,720 +فاندي four bar linkage + +355 +00:32:14,060 --> 00:32:17,960 +عندي four bar linkage عندي link واحد link اتنين + +356 +00:32:17,960 --> 00:32:21,580 +link تلاتة link اربعة عندي هنا turning joint + +357 +00:32:21,580 --> 00:32:26,120 +turning joint turning joint turning joint معناه + +358 +00:32:26,120 --> 00:32:31,100 +تلقال عندي اكم اربعة اكم pair عندي عندي turning + +359 +00:32:31,100 --> 00:32:34,220 +pair turning pair turning pair turning pair برضه + +360 +00:32:34,220 --> 00:32:40,660 +اربعة اكم joint عندي هاي مفصل اتنين تلاتة اربعة + +361 +00:32:42,860 --> 00:32:47,080 +الان شوف في علاقة بين number of pairs و number of + +362 +00:32:47,080 --> 00:32:49,900 +links ال بيستوى اتنين فيه نقص اربعة اربعة اتنين في + +363 +00:32:49,900 --> 00:32:54,360 +اربعة نقص يعني اليمين مش ساوي الشمالمعناته it is a + +364 +00:32:54,360 --> 00:32:56,900 +kinematic chain لأنه هيكون في relative motion + +365 +00:32:56,900 --> 00:33:00,440 +between the parts forming the chain الجي سوى تلتة + +366 +00:33:00,440 --> 00:33:04,520 +و نص على تلتة على تلتة على اتنين ال ناقص اتنين + +367 +00:33:04,520 --> 00:33:08,400 +الجي اربع تلتة على اتنين في اربع ناقص اتنين اربع + +368 +00:33:08,400 --> 00:33:12,160 +الشمال بيستوي ايش اليمين it is a kinematic chain + +369 +00:33:12,160 --> 00:33:17,620 +يعني اه it is a kinematic chain لأنه في relative + +370 +00:33:17,620 --> 00:33:20,420 +motion between the parts forming the kinematic + +371 +00:33:20,420 --> 00:33:20,800 +chain + +372 +00:33:23,920 --> 00:33:36,160 +هنشوف المثال تاني اكمل انك عندي ال ال خمسة ال + +373 +00:33:36,160 --> 00:33:40,040 +pairs واحد + +374 +00:33:40,040 --> 00:33:47,920 +اتنين تلاتة اربعة خمسة ال joints برضه خمسة ال ال + +375 +00:33:47,920 --> 00:33:57,040 +سواء اتنين Pنقص اربعة عند ال L خمسة عند اتنين في + +376 +00:33:57,040 --> 00:34:02,880 +خمسة ناقص اربعة ستة + +377 +00:34:02,880 --> 00:34:14,760 +طيب ال J سواحد و نص ال ناقص اتنين خمسة عندك واحد و + +378 +00:34:14,760 --> 00:34:18,800 +نص في خمسة ناقص اتنين يعني سبعة و نص ناقص اتنين + +379 +00:34:18,800 --> 00:34:19,460 +خمسة و نص + +380 +00:34:23,080 --> 00:34:30,760 +لأ مستحيل structure الان it is not constrained + +381 +00:34:30,760 --> 00:34:35,060 +motion ممكن + +382 +00:34:35,060 --> 00:34:39,300 +تاخد أكتر من شكل الحركة يعني لو أنا لفيت هذه + +383 +00:34:50,120 --> 00:35:02,180 +هي حالة ممكن حالة تانية ممكن + +384 +00:35:02,180 --> 00:35:08,320 +ولا اش ممكن ممكن is it constraint يعني ال motion + +385 +00:35:08,320 --> 00:35:16,760 +غير متوقع صح؟ to control the motionبدي اتحكم فى ال + +386 +00:35:16,760 --> 00:35:21,240 +two inputs عشان اطبن الحركة اللى بديها بالظبط يعني + +387 +00:35:21,240 --> 00:35:24,380 +ممكن اتحرك بال link هدى و ال link هدى عشان اطبن ال + +388 +00:35:24,380 --> 00:35:28,120 +final position اللى بديها بناته هدى it is not a + +389 +00:35:28,120 --> 00:35:31,600 +kinematic exchange because the motion is not + +390 +00:35:31,600 --> 00:35:41,200 +constrained او is not غير متوقع اذا كان عندى one + +391 +00:35:41,200 --> 00:35:45,630 +linkthat is controlling the motion يعني to control + +392 +00:35:45,630 --> 00:35:48,750 +the motion وين ال motor تبعي انا هحط ال motor هيلف + +393 +00:35:48,750 --> 00:35:53,310 +فادي لكن مش عارف هل هدي هتروح هيك او هيك مثلا ال + +394 +00:35:53,310 --> 00:35:58,970 +link أربع this + +395 +00:35:58,970 --> 00:36:05,430 +is not a kinematic chain في + +396 +00:36:05,430 --> 00:36:10,390 +عندي ال joints أنواع في عندي binary joints + +397 +00:36:11,520 --> 00:36:16,280 +territory joints و quarterly joints binary joints + +398 +00:36:16,280 --> 00:36:22,740 +بيكون two links موصيين مع بعض two links موصيين مع + +399 +00:36:22,740 --> 00:36:29,380 +بعض بس ماهياش وصلة ثنائية زي + +400 +00:36:29,380 --> 00:36:34,680 +ما انتوا شايفين عندي هين هذه binary joint وهذه + +401 +00:36:34,680 --> 00:36:39,040 +binary joint وهذه binary joint وهذه binary joint + +402 +00:36:43,130 --> 00:36:49,110 +الان هنستخدم اي دابليو clean equation عشان نعرف ال + +403 +00:36:49,110 --> 00:36:54,430 +chain هل هي locked chain مغلقة يعني ال structure + +404 +00:36:54,430 --> 00:36:58,950 +ولا هي kinematic chain ولا unconstrained chain + +405 +00:36:58,950 --> 00:37:04,190 +ممكن تكون يعني ال structure او kinematic chain او + +406 +00:37:04,190 --> 00:37:08,190 +unconstrained chain باستخدام علاقة اللي هي j زاد h + +407 +00:37:08,190 --> 00:37:12,810 +على اتنين بستوى تلاتة على اتنين L minus اتنين + +408 +00:37:16,430 --> 00:37:21,050 +الـ J هي number of binary joints ال H number of + +409 +00:37:21,050 --> 00:37:27,130 +higher pairs إيش يعني higher pair التلمس + +410 +00:37:27,130 --> 00:37:29,910 +بين ال elements forming the pair بيكون على نقطة أو + +411 +00:37:29,910 --> 00:37:35,030 +على خط طيب و ال L هو number of links يعني J + +412 +00:37:35,030 --> 00:37:43,370 +بالساوية J زاد H على اتنين تلاتة على اتنين L + +413 +00:37:46,000 --> 00:37:50,380 +-2 في الحالة دي في عندى any higher pair هدى ال + +414 +00:37:50,380 --> 00:37:54,980 +higher ولا ال lower lower lower lower مافيش يعنى + +415 +00:37:54,980 --> 00:37:58,720 +ال higher pair شو ساوي صفر number of higher pairs + +416 +00:37:58,720 --> 00:38:03,140 +بساوي صفر + +417 +00:38:03,140 --> 00:38:07,480 +معناته هدى ال equation السابقة اللى هى J هدى هدى + +418 +00:38:07,480 --> 00:38:14,860 +حالة خاصة من هدى هدى استخدمناها في حالة Honly + +419 +00:38:14,860 --> 00:38:18,080 +lower pairs حكينا لكن لو في عندى higher pair + +420 +00:38:18,080 --> 00:38:21,160 +بستخدم المعادلة هذه يعني خليت من lower pairs و + +421 +00:38:21,160 --> 00:38:25,540 +higher pairs الان + +422 +00:38:25,540 --> 00:38:32,980 +المعادلة هذه تتحقق معناته هذه هتكون إيه؟ kinematic + +423 +00:38:32,980 --> 00:38:38,640 +chain عند number of joints أكم؟ أربع number of + +424 +00:38:38,640 --> 00:38:43,480 +higher pairs؟ صفر number of links؟اربع واحد و نصف + +425 +00:38:43,480 --> 00:38:46,920 +اربع ستة نقص اتنين اربع تستو اربع معناته it is a + +426 +00:38:46,920 --> 00:38:51,140 +kinematic chain في + +427 +00:38:51,140 --> 00:39:03,240 +الوصلات الثلاثية terna regions زي E و C عند E عندك + +428 +00:39:03,240 --> 00:39:06,500 +هاي link اتنين تلاتة و عند C واحد اتنين تلاتة + +429 +00:39:06,500 --> 00:39:12,070 +تلاتة links in contact with each otherعندي بالشكل + +430 +00:39:12,070 --> 00:39:18,990 +هذا اكم link عندي واحد اتنين تلاتة اربع خمسة ستة + +431 +00:39:18,990 --> 00:39:26,630 +اكم اكم binary joint واحدة تنتين تلاتة binary + +432 +00:39:26,630 --> 00:39:32,170 +joint اكم joint ثلاثية تنتين معناته عندي ستة link + +433 +00:39:32,170 --> 00:39:39,350 +تلاتة binary joints و اتنين ternary joints كل وصلة + +434 +00:39:39,350 --> 00:39:46,800 +ثلاثيةتعادل وصلتين اثنائية كل وصلة اثنائية تعادل + +435 +00:39:46,800 --> 00:39:57,820 +وصلتين اثنائية يعني انا عندي ال ج ال + +436 +00:39:57,820 --> 00:40:01,960 +ج الكلية هتكون + +437 +00:40:01,960 --> 00:40:07,720 +عندي تلاتة binary's عند a و b و d زي + +438 +00:40:07,720 --> 00:40:14,630 +اتنين binary اتنين turneryفى اتنين يعني عندي سبعة + +439 +00:40:14,630 --> 00:40:24,510 +يعنيها equivalent لسبعة بيناري جونز ال J زائد H + +440 +00:40:24,510 --> 00:40:33,390 +على اتنين بالساوية واحد و نص ال ناقص اتنين ال J + +441 +00:40:33,390 --> 00:40:42,660 +عندي سبعة زائد صفر فواحد و نصفي ستة نقص اتنين يعني + +442 +00:40:42,660 --> 00:40:47,580 +سبعة بالسبع وسبع معناته هاذي ايش it is a kinematic + +443 +00:40:47,580 --> 00:40:52,960 +chain kinematic chain معناه انه يعني كأنه هاذي هذا + +444 +00:40:52,960 --> 00:40:56,360 +structure بتحركوا مع بعضه اعتبرها كأنها one link + +445 +00:40:56,360 --> 00:41:03,120 +صح اللي هم ال link تلاتة و اربعة و خمسة فيش + +446 +00:41:03,120 --> 00:41:05,160 +relative motion بين تلاتة و اربعة و خمسة كأنهم + +447 +00:41:05,160 --> 00:41:10,230 +يتحركوا مع بعض يعني one blockاللي بتحرك هو اللي هو + +448 +00:41:10,230 --> 00:41:14,590 +بالنسبة لبعض واحد و اتنين و خمسة و ستة لكن تلاتة + +449 +00:41:14,590 --> 00:41:22,690 +اربعة او خمسة بتحركوش بالنسبة لبعض في quaternaire + +450 +00:41:22,690 --> 00:41:27,690 +joint الوصلات الربعية بيكون دي four joints four + +451 +00:41:27,690 --> 00:41:37,430 +joints four links at the same joint بشكل عام اذا + +452 +00:41:37,430 --> 00:41:43,340 +عنديL number of links at the same joint بتكون + +453 +00:41:43,340 --> 00:41:47,400 +equivalent ل L minus واحد binary joint يعني لو + +454 +00:41:47,400 --> 00:41:51,400 +كانت عندي تلت .. تلت linkات موصية مع بعض هدول + +455 +00:41:51,400 --> 00:41:56,300 +equivalent لأكم تلاتة ناقص واحد اتنين لتو binary + +456 +00:41:56,300 --> 00:41:59,940 +joint لو كانوا أربعة أربعة ناقص واحد هدي + +457 +00:41:59,940 --> 00:42:03,460 +equivalent لتلاتة binary joints و هكذا إذا كانوا + +458 +00:42:03,460 --> 00:42:05,980 +خمسة equivalent ل four binary joints + +459 +00:42:12,360 --> 00:42:17,800 +عندي هاي some links عندي واحد اتنين تلاتة اربع + +460 +00:42:17,800 --> 00:42:24,140 +خمسة ستة سبعة تمانية تسعة عشرة احداشر link خليني + +461 +00:42:24,140 --> 00:42:31,580 +اكم binary joint عندي واحدة عندي اكم ثلاثية واحد + +462 +00:42:31,580 --> 00:42:39,320 +اتنين تلاتة اربع خمسة + +463 +00:42:41,120 --> 00:42:47,580 +لحظة لحظة ثلاثية ثلاثية هي واحدة اتنين اي اي و بي + +464 +00:42:47,580 --> 00:42:57,440 +اتنين و اف و اي اربع الربعية عند جي و سي مع اتنين + +465 +00:42:57,440 --> 00:43:01,600 +ربعية المعنى هو الأربع ربعيات يعني عندك هنا واحد + +466 +00:43:01,600 --> 00:43:05,080 +هنا + +467 +00:43:05,080 --> 00:43:08,000 +اربع في اتنين صح + +468 +00:43:09,430 --> 00:43:17,150 +وها دي اتنين في تلاتة يعني هيكون اربع واحد و + +469 +00:43:17,150 --> 00:43:24,930 +تمانية تسعة و ستة خمستاش ال جيه هتكون ايش خمستاش + +470 +00:43:24,930 --> 00:43:28,050 +جيه سواء تلاتة او اتنين ال minus اتنين يعني خمستاش + +471 +00:43:28,050 --> 00:43:33,980 +ع الجهة التانية هيكون ان ديواحد و نص في احداش + +472 +00:43:33,980 --> 00:43:37,120 +ناقصين تطلع اربعتاش و نص واضح ال left hand side + +473 +00:43:37,120 --> 00:43:40,260 +اكبر من ال right hand side معناته it's chain is + +474 +00:43:40,260 --> 00:43:44,700 +not a kind of chain it is a locked chain او + +475 +00:43:44,700 --> 00:43:48,760 +structure مغلقة واضح من الشكل مش هتتحرك يعني .. + +476 +00:43:48,760 --> 00:43:51,740 +يعني هاي ده مثلة مسكرة الدنيا يعني واحد مسكر واحد + +477 +00:43:51,740 --> 00:43:57,000 +مسكرة فمافيش مجال تتحرك مافيش مجال للحركة انا طبعا + +478 +00:43:57,000 --> 00:43:58,200 +بسميها locked chain + +479 +00:44:04,600 --> 00:44:11,160 +اللي صار راح شال رقم عشرة لو شيلنا ال link رقم + +480 +00:44:11,160 --> 00:44:17,620 +عشرة ممكن + +481 +00:44:17,620 --> 00:44:25,600 +تتحرك يعني صار عندى اكم link الان عندى طلع binary + +482 +00:44:25,600 --> 00:44:37,740 +عندى واحد تلاثيةواحد اتنين تلاتة اربع خمسة ستة + +483 +00:44:37,740 --> 00:44:43,440 +يعني واحد زي اتنين في ستة تلتاشر جونزالـ J بيستوى + +484 +00:44:43,440 --> 00:44:45,600 +تلاتة على اتنين و اكملين كان دي عشرة تلاتة على + +485 +00:44:45,600 --> 00:44:48,340 +اتنين في L نقص اتنين يعني تلاتة اتنين في عشر نقص + +486 +00:44:48,340 --> 00:44:52,120 +اتنين اللي هي تلاتاش تلاتاش بيستوى تلاتاش left + +487 +00:44:52,120 --> 00:44:54,320 +hand side بيستوى right hand side بمعنى انت بتزكى + +488 +00:44:54,320 --> 00:44:59,560 +نمتك ال chain بمعنى تواضح هذه المنطقة هتتحرك يعني + +489 +00:44:59,560 --> 00:45:01,820 +هسيه في مجال للحركة + +490 +00:45:11,090 --> 00:45:18,050 +لاحظت ان انا كنت اسمه مصطلح kinematic chain لما + +491 +00:45:18,050 --> 00:45:22,410 +اجيب kinematic chain و اثبت واحد من ال links بسلسل + +492 +00:45:22,410 --> 00:45:29,110 +ماقياش ميكانزم زي ال four bar link زي ال slender + +493 +00:45:29,110 --> 00:45:38,550 +crank mechanism link + +494 +00:45:38,550 --> 00:45:45,690 +واحد ثبتت هناصارت mechanism mechanism is used for + +495 +00:45:45,690 --> 00:45:52,150 +transmitting motion زي ال indicator بتاعة ال + +496 +00:45:52,150 --> 00:45:55,670 +engine بتاعة قياس ال pressure مثلا او قياس الحرارة + +497 +00:45:55,670 --> 00:46:00,170 +هذه كلها مش ميكانيزم استعتبارها الان اذا بدي + +498 +00:46:00,170 --> 00:46:04,800 +اسميها machineit is intended to transmit motion + +499 +00:46:04,800 --> 00:46:10,080 +and power يعني بتحكي عن power زي الألعاب الكتب + +500 +00:46:10,080 --> 00:46:17,020 +القديمة برضه it is it has mechanism هندرس + +501 +00:46:17,020 --> 00:46:19,300 +فيه أن ال simple mechanism الأليات البسيطة وفيه ال + +502 +00:46:19,300 --> 00:46:21,140 +compound ال simple mechanism يكون عدد اللينكات + +503 +00:46:21,140 --> 00:46:24,080 +فيها أربعة ال compound mechanism يكون عدد اللينكات + +504 +00:46:24,080 --> 00:46:26,180 +فيها أكتر من أربعة + +505 +00:46:30,080 --> 00:46:33,980 +لا يمكن تكون أقل الاشي لازم تكون أربعة أقل من + +506 +00:46:33,980 --> 00:46:38,480 +أربعة ماتكونش ميكانيزم مش .. مش بيبقى .. مش هتتحرك + +507 +00:46:38,480 --> 00:46:43,360 +أقلش لازم تكون أربعة ميكانيزم تكون أكبر من أربعة + +508 +00:46:43,360 --> 00:46:47,520 +lengths اللي هتحكي عن ال machine لما الميكانيزم + +509 +00:46:47,520 --> 00:46:51,300 +المطلوب انها تنقل power and motion بسميها ياش + +510 +00:46:51,300 --> 00:46:57,660 +machine المرة جاية بنكمل نحكي على degrees of + +511 +00:46:57,660 --> 00:46:58,020 +freedom + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/IwDI04jfZiw_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/IwDI04jfZiw_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..fadee9d0294612058e2fbc8556b9e2f2e4aec1ba --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/IwDI04jfZiw_raw.srt @@ -0,0 +1,2044 @@ +1 +00:00:06,340 --> 00:00:09,440 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:09,440 --> 00:00:15,020 +وبركاته اليوم هنبدأ chapter جديد اللي هو simple + +3 +00:00:15,020 --> 00:00:19,800 +mechanisms المحاضرة الفاتة درسنا استخدام ال + +4 +00:00:19,800 --> 00:00:24,600 +complex numbers كيف نستخدمه عشان نعمل kinematic + +5 +00:00:24,600 --> 00:00:29,310 +analysis لل mechanismsحلينا two examples اليوم + +6 +00:00:29,310 --> 00:00:33,790 +هنتعرف أكتر على ال .. ال .. ال mechanisms في + +7 +00:00:33,790 --> 00:00:38,650 +البداية هنعطي مجموعة من التعريفات بعدين شوية شوية + +8 +00:00:38,650 --> 00:00:45,930 +نخش بتفاصيلات أكتر على مدار هذا ال chapter أول + +9 +00:00:45,930 --> 00:00:49,290 +.. أول عشان نعرف ال kinematic link أو ال kinematic + +10 +00:00:49,290 --> 00:00:53,990 +element ال kinematic link أو ال kinematic element + +11 +00:00:55,940 --> 00:01:03,380 +أى جزء فى ال machine بسميه kinematic link او + +12 +00:01:03,380 --> 00:01:08,000 +kinematic element اللى بيكون بينه بين ال ال ال + +13 +00:01:08,000 --> 00:01:14,160 +other elements فى حركة نسبية طالما فى حركة نسبية + +14 +00:01:14,160 --> 00:01:19,120 +يعنى ال one power ال link بتتحرك بالنسبة لل other + +15 +00:01:19,120 --> 00:01:23,880 +links بسميه kinematic link يعني زى حالة + +16 +00:01:32,370 --> 00:01:39,870 +هذا kinematic link يعني الأرض اللي هي ثابت واحد it + +17 +00:01:39,870 --> 00:01:47,630 +is linkالـ crank link اتنين الـ connecting rod + +18 +00:01:47,630 --> 00:01:52,710 +link تلاتة السليدر اربعة الله عزى اتنين بتحرك + +19 +00:01:52,710 --> 00:01:55,510 +لواحد و اتنين بتحرك بالنسبة لتلاتة و تلاتة بتحرك + +20 +00:01:55,510 --> 00:01:57,410 +بالنسبة لواحد و تلاتة بتحرك بالنسبة لاتنين و تحرك + +21 +00:01:57,410 --> 00:02:00,610 +بالنسبة لاربعة يعني واضح كل element اللي هو حركة + +22 +00:02:00,610 --> 00:02:06,650 +نسبية بالنسبة لل elements التانية دي جسمه + +23 +00:02:06,650 --> 00:02:11,490 +resistant body الجسم المقاومهو الجسم القادر على + +24 +00:02:11,490 --> 00:02:16,050 +نقل القوة بدون ما يصير فيه deformation resistant + +25 +00:02:16,050 --> 00:02:20,330 +body هو الجسم القابل على نقل القوة بدون ما يصير + +26 +00:02:20,330 --> 00:02:22,990 +فيه deformation يعني مش هيتغير شكله بنقل القوة + +27 +00:02:22,990 --> 00:02:29,050 +بدون ما يتغير بالشكل اي link لها two + +28 +00:02:29,050 --> 00:02:34,070 +characteristics او لها نحكي صفتين او خصائص خاصيتين + +29 +00:02:35,150 --> 00:02:38,270 +أولش لازتكون should have relative motion with + +30 +00:02:38,270 --> 00:02:41,570 +respect to other links لازتكون الحركة تتحرك + +31 +00:02:41,570 --> 00:02:45,530 +بالنسبة للأجزاء الأخرى اتنين لازتكون resistant + +32 +00:02:45,530 --> 00:02:51,370 +body ال link مش لازم يصير فيها deformation خلال + +33 +00:02:51,370 --> 00:02:56,090 +عملية نقل الحركة معناه two characteristics لازتكون + +34 +00:02:56,090 --> 00:02:59,330 +relative motion with respect to other elements او + +35 +00:02:59,330 --> 00:03:02,850 +with respect to other links و لازتكون resistant + +36 +00:03:02,850 --> 00:03:03,750 +body + +37 +00:03:06,500 --> 00:03:10,200 +أنواع ال links بتيجي تلت أنواع في عندي rigid link + +38 +00:03:10,200 --> 00:03:15,600 +في عندي flexible link و في عندي fluid link ال + +39 +00:03:15,600 --> 00:03:19,060 +rigid link مابيصيرش فيه اي deformation while + +40 +00:03:19,060 --> 00:03:23,480 +transmitting motion مابيصيرش اي اي تغير في مقاسات + +41 +00:03:23,480 --> 00:03:27,840 +و أبعادها خلال عملية نقل حركة يعني زي ال crank + +42 +00:03:27,840 --> 00:03:31,520 +مابتتغير ال dimensions بتاعتها او بتكون + +43 +00:03:31,520 --> 00:03:36,390 +deformation very small لدرجة انه ملاحظهاشهذه rigid + +44 +00:03:36,390 --> 00:03:42,190 +link فى flexible link بيصير فى ال link deformation + +45 +00:03:42,190 --> 00:03:50,010 +لكن ما بتأثر على نقل الحركة يعني انا عندي هى عندى + +46 +00:03:50,010 --> 00:03:57,830 +poly و هى poly و فى عندى shot بينهم ال shot بيصير + +47 +00:03:57,830 --> 00:04:02,130 +فى deformation بيطلع شوية معاك صح لكن الحركة بين + +48 +00:04:02,130 --> 00:04:06,250 +ال two polesبنحافظ عليها يعني هدى بتدور و هدى + +49 +00:04:06,250 --> 00:04:11,510 +بتدور ففي deformation بيحصل فيه flexible link + +50 +00:04:11,510 --> 00:04:18,050 +فاندي fluid link I transmit motion by using fluid + +51 +00:04:18,050 --> 00:04:23,310 +يعني سائل او غلط يعني + +52 +00:04:23,310 --> 00:04:34,740 +هي مكبس عندى هنا عندى هنا fluidفي مكبس هنا اذا ضغط + +53 +00:04:34,740 --> 00:04:39,960 +هنا هينزل fluid هنا هيطلع ال fluid ده ده بسميه + +54 +00:04:39,960 --> 00:04:46,500 +ايش؟ link fluid link زي ال clutch في السيارات ال + +55 +00:04:46,500 --> 00:04:54,940 +automatic بنقل حركة من ال engine لل gearbox من + +56 +00:04:54,940 --> 00:05:00,820 +خلال fluid couplingfluid coupling لأن في اندي زيت + +57 +00:05:00,820 --> 00:05:05,520 +هو ناقل الحركة بين ال engine وبين ال gearbox + +58 +00:05:05,520 --> 00:05:09,780 +الهيكل + +59 +00:05:09,780 --> 00:05:13,180 +ال structure هو عبارة عن مجموعة من ال resistant + +60 +00:05:13,180 --> 00:05:16,660 +bodies مجموعة من الأجزاء اللي بيصيرش فيها + +61 +00:05:16,660 --> 00:05:21,030 +deformationو مافيش تتحركش الأجزاء ثابتة مافيش حركة + +62 +00:05:21,030 --> 00:05:25,930 +نسبية بين one element بالنسبة لل elements التانية + +63 +00:05:25,930 --> 00:05:30,450 +و الهدف من ال structure أنه يشيل أحمال ال + +64 +00:05:30,450 --> 00:05:33,630 +structure بيشيل أحمال مابنقل حركة لأنه يعني و + +65 +00:05:33,630 --> 00:05:34,810 +مافيش حركة هو أساسا + +66 +00:05:37,400 --> 00:05:43,320 +زي الجسور بيكون فيها trusses أو جامعالنات زي + +67 +00:05:43,320 --> 00:05:47,600 +الأسقف زي الفريمات بتاعة ال body بتاعة ال machines + +68 +00:05:47,600 --> 00:05:52,940 +هذه كلها تعتبر إيش structures لو أدعم المقارنة بين + +69 +00:05:52,940 --> 00:05:56,820 +ال structure و المachine في ال machine ال parts + +70 +00:05:56,820 --> 00:05:59,600 +move relative to one another في المachine أجزاءها + +71 +00:05:59,600 --> 00:06:03,580 +بتتحرك بالنسبة لبعض لكن في ال structure الأجزاء ال + +72 +00:06:03,580 --> 00:06:08,720 +structure ما بتتحرك بالنسبة لبعضاتنين ال machine + +73 +00:06:08,720 --> 00:06:14,740 +بتحول energy ل use في ال work بتحول energy ل use + +74 +00:06:14,740 --> 00:06:17,620 +في ال work يعني ممكن ابدأ هنا and هنا rotation + +75 +00:06:17,620 --> 00:06:21,900 +rotation energy ممكن احولها او ال rotational + +76 +00:06:21,900 --> 00:06:27,340 +motion باحولها ل linear motion ف it transforms + +77 +00:06:27,340 --> 00:06:33,000 +energy into use في ال work ال structureno energy + +78 +00:06:33,000 --> 00:06:36,260 +is transferred into you through it هو بس شايل ما + +79 +00:06:36,260 --> 00:06:41,080 +صار فيه power معينة ال .. ال .. ال .. ال .. في ال + +80 +00:06:41,080 --> 00:06:46,200 +machine ال links بتنقل forces او بتنقل forces او + +81 +00:06:46,200 --> 00:06:52,360 +power و حركة لكن ال structures transmit forces + +82 +00:06:52,360 --> 00:06:54,320 +only بتنقل قوة + +83 +00:07:01,920 --> 00:07:07,440 +احنا حكينا فيه هنا kinematic element هو + +84 +00:07:07,440 --> 00:07:11,680 +جزء من أي machine بيكون فيه له حركة بالنسبة لل + +85 +00:07:11,680 --> 00:07:16,700 +other parts of the machine و بيكون resistant body + +86 +00:07:16,700 --> 00:07:20,460 +يعني مايصيرش فيه deformation أو بتغير في الأبعاد + +87 +00:07:20,460 --> 00:07:26,330 +بتاعته أو شكلهفي kinematic pair الkinematic pair + +88 +00:07:26,330 --> 00:07:29,770 +هو two links of a machine in contact with each + +89 +00:07:29,770 --> 00:07:34,170 +other two links in a machine in contact with each + +90 +00:07:34,170 --> 00:07:37,390 +other يعني هذا اتنين مع تلاتة بيعملوا kinematic + +91 +00:07:37,390 --> 00:07:45,010 +pair في تلامس بينهم هنا هنا هنا pin اتنين مع واحد + +92 +00:07:45,010 --> 00:07:51,050 +بيعملوا kinematic pair تلاتة مع اربعةتعمل + +93 +00:07:51,050 --> 00:08:00,170 +kinematic pair اربع مواحد تعمل kinematic pair في + +94 +00:08:00,170 --> 00:08:04,470 +ال kinematic pair بتكون relative motion لان احنا + +95 +00:08:04,470 --> 00:08:06,550 +kinematic pair بتكون اندي two links in contact + +96 +00:08:06,550 --> 00:08:09,850 +with each other لان في ال kinematic pair relative + +97 +00:08:09,850 --> 00:08:13,410 +motion between links is completely or successfully + +98 +00:08:13,410 --> 00:08:19,110 +constrained يعني بتكون الحركة بين اتنين والتلاتة + +99 +00:08:20,270 --> 00:08:26,510 +مقيدة تقييد كامل او مقيدة بطريقة فعالة او بطريقة + +100 +00:08:26,510 --> 00:08:29,410 +ناجحة هنشوف ايش يعني completely constrained او + +101 +00:08:29,410 --> 00:08:32,030 +successfully constrained معناته في ال kinetic pair + +102 +00:08:32,030 --> 00:08:35,870 +relative motion between the lengths is completely + +103 +00:08:35,870 --> 00:08:40,850 +constrained او successfully constrained + +104 +00:08:45,110 --> 00:08:47,810 +الان معناته احنا بنحكي عن الحركة المقيدة الحركة + +105 +00:08:47,810 --> 00:08:52,250 +المقيدة إلها أنواع تلت أنواع من الحركة المقيدة في + +106 +00:08:52,250 --> 00:08:55,410 +حركة مقيدة بشكل كامل completely constrained motion + +107 +00:08:55,410 --> 00:08:59,470 +في incomplete constrained motion مش مقيدة الحركة + +108 +00:08:59,470 --> 00:09:03,090 +بشكل كامل وفي عندي success في constraint motion + +109 +00:09:03,090 --> 00:09:10,350 +حركة مقيدة بشكل فعال أو بشكل ناجح في + +110 +00:09:10,350 --> 00:09:15,110 +ال completely constrained motionالـ motion between + +111 +00:09:15,110 --> 00:09:18,370 +a pair is limited to a definite direction بغض + +112 +00:09:18,370 --> 00:09:23,870 +النظر عن ال load يعني أنا عندي هنا عندي + +113 +00:09:23,870 --> 00:09:32,450 +block وفي فتحة مربعة وفي رد مقطع مربع لو أثرت + +114 +00:09:32,450 --> 00:09:36,050 +force بشكل هذا أو بشكل هذا + +115 +00:09:39,520 --> 00:09:42,120 +ال road ده هيتحرك بالنسبة لل block بهذا الاتجاه + +116 +00:09:42,120 --> 00:09:48,160 +دايما، بغض نظر عن اتجاه القوة المؤثرة هل فيه له اي + +117 +00:09:48,160 --> 00:09:54,100 +حركة ممكن يتحركها بال road بالنسبة لل block؟ بس + +118 +00:09:54,100 --> 00:09:57,400 +فقط بهذا الاتجاه، بغض نظر عن اتجاه القوة المؤثرة، + +119 +00:09:57,400 --> 00:10:00,460 +معناته هذا ال motion is completely constrained، + +120 +00:10:00,460 --> 00:10:06,110 +مقيدة بشكل كاملفيه عندى هنا هي block و هي فيه + +121 +00:10:06,110 --> 00:10:11,650 +shaft و فيه هنا عندى كتف و هنا كتف ال shaft هذا + +122 +00:10:11,650 --> 00:10:15,390 +ايش نوع الحركة المسموحله فقط يدور انا مانعه يتحرك + +123 +00:10:15,390 --> 00:10:18,910 +باتجاه ال axis معناته ال motion is in one + +124 +00:10:18,910 --> 00:10:22,670 +direction اللي هي rotation يعني ال motion is in + +125 +00:10:22,670 --> 00:10:27,470 +one direction only sliding في اتجاه معين هذه + +126 +00:10:27,470 --> 00:10:29,010 +completely constrained motion + +127 +00:10:33,240 --> 00:10:38,620 +في incompletely constrained + +128 +00:10:38,620 --> 00:10:42,960 +motion يعني التقييد مش كامل معناته ال part ممكن + +129 +00:10:42,960 --> 00:10:46,280 +تتحرك باكتر من اتجاه يعني هنا انا بتحرك باتجاه ال + +130 +00:10:46,280 --> 00:10:53,960 +axel ممكن يدور التقييد يعني بطل يعني ممكن تتحرك + +131 +00:10:53,960 --> 00:10:57,220 +اكتر من اتجاه axel او rotation بسميه incompletely + +132 +00:10:57,220 --> 00:10:58,640 +constrained motion + +133 +00:11:06,920 --> 00:11:10,140 +في successfully constrained motion حركة مقيدة بشكل + +134 +00:11:10,140 --> 00:11:17,320 +ناجح وبشكل فعال ال motion between elements forming + +135 +00:11:17,320 --> 00:11:21,560 +a pair is such that انا بحصل على التقييد بالحركة + +136 +00:11:21,560 --> 00:11:27,300 +من خلال مؤثر خارجي ممكن من خلال بوسطة الجاذبية او + +137 +00:11:27,300 --> 00:11:32,240 +ممكن عندي زنبرة يعني انا بقيد الحركة بمؤثر خارجي + +138 +00:11:32,240 --> 00:11:34,420 +فبصير مقيدة بشكل فعال + +139 +00:11:37,400 --> 00:11:45,260 +يعني عندى هذه الرد المدور وعندي هذا ال part هذا + +140 +00:11:45,260 --> 00:11:50,780 +ممكن يدور ممكن يتحرك باتجاه ال axial direction لكن + +141 +00:11:50,780 --> 00:11:56,320 +لو حطيت load عليه هنا بمنع حركته باتجاهالأكسل ال + +142 +00:11:56,320 --> 00:11:59,980 +load ممكن يجيب من خلال الوزن بس ممكن اخليه يلف + +143 +00:11:59,980 --> 00:12:04,420 +فعناته انا قيته بمؤثر خارجي load او وظنبارك عشان + +144 +00:12:04,420 --> 00:12:15,280 +بسميها successfully constrained motions احنا + +145 +00:12:15,280 --> 00:12:20,230 +حكينا ال kinematic pair عبارة عن two lengthsبينهم + +146 +00:12:20,230 --> 00:12:24,010 +contact وفي بينهم relative motion kinematic pair + +147 +00:12:24,010 --> 00:12:26,990 +two links in contact with each other وفي بينهم + +148 +00:12:26,990 --> 00:12:34,410 +حركة نسبية الان ممكن اصنف ال kinematic pairs طبقا + +149 +00:12:34,410 --> 00:12:40,470 +لنوع الحركة بين ال elements forming the pair او + +150 +00:12:40,470 --> 00:12:46,270 +طبقا لنوع ال contact الموجود + +151 +00:12:46,270 --> 00:12:53,310 +في ال pairأو طبقا لنوع ال closure طبقا اذا بدي + +152 +00:12:53,310 --> 00:12:58,150 +اعمل تصنيف طبقا لنوع الحركة النسبية between the + +153 +00:12:58,150 --> 00:13:01,730 +elements forming the pair فيه هكون عندي sliding + +154 +00:13:01,730 --> 00:13:07,350 +pair، هعندي turning pair، rolling pair، screw pair + +155 +00:13:07,350 --> 00:13:12,890 +و spherical pairهنفصلهم واحد واحد اذا بدى اصنف + +156 +00:13:12,890 --> 00:13:18,830 +طبقا لنوع ال contact في عندى lower pair و في عندى + +157 +00:13:18,830 --> 00:13:23,850 +higher pair اذا بدى اصنف طبقا لل closure في عندى + +158 +00:13:23,850 --> 00:13:27,770 +self-closed pair و في force-closed pair خلينا نشوف + +159 +00:13:27,770 --> 00:13:34,210 +التلت تصنيفات هذه واحد واحد التصنيف + +160 +00:13:34,210 --> 00:13:38,450 +الأول اللي احنا حكينا طبقا لنوع الحركة النسبية + +161 +00:13:39,700 --> 00:13:45,420 +between the parts or forming the pair sliding pair + +162 +00:13:45,420 --> 00:13:50,260 +أحد + +163 +00:13:50,260 --> 00:13:55,160 +طرفي ال pair ينزلق بالنسبة للآخر يعني زي هذه أنا + +164 +00:13:55,160 --> 00:14:00,320 +عندي أربعة و واحد they are forming a pair ال link + +165 +00:14:00,320 --> 00:14:04,280 +أربعة slide بالنسبة لواحدالحاجة بيسميها أيش + +166 +00:14:04,280 --> 00:14:09,300 +sliding pair ال motion بتكون completely constant + +167 +00:14:09,300 --> 00:14:17,920 +ال slider حركته هذا الاتجاه اتجاه هذا ال one ال + +168 +00:14:17,920 --> 00:14:21,520 +telescope اللي هو الغراب المتحرك على المخرطة ممكن + +169 +00:14:21,520 --> 00:14:30,560 +نعمله sliding فهذه sliding pair في + +170 +00:14:30,560 --> 00:14:35,430 +turning pair one paircan only revolve about a + +171 +00:14:35,430 --> 00:14:40,690 +fixed axis with another link يعني بين تلاتة و + +172 +00:14:40,690 --> 00:14:48,110 +أربعة هذه turning pair في rotation في rotation بين + +173 +00:14:48,110 --> 00:14:55,330 +تلاتة و اتنين هذا إيش اللي هو turning pair بين + +174 +00:14:55,330 --> 00:14:58,150 +واحد و اتنين هنا في عندي إيش revolving حوالي ال + +175 +00:14:58,150 --> 00:15:04,380 +pin هذهفي عندي turning pair في كتب بيسموه + +176 +00:15:04,380 --> 00:15:14,240 +revolving برنامج زي ادنز بيسميه revolving pair زي + +177 +00:15:14,240 --> 00:15:18,300 +ال crank shaft و الرأس بتاع المحرطة لا أعرف ايش + +178 +00:15:18,300 --> 00:15:21,640 +معلوم يكون ادور هذا ال turning pair يعني الرأس + +179 +00:15:21,640 --> 00:15:23,580 +بتاع المحرطة مع ال body بتاع ال machine turning + +180 +00:15:23,580 --> 00:15:23,940 +pair + +181 +00:15:28,820 --> 00:15:33,080 +في ال rolling pair ال pair أو الزوج المتدحرج one + +182 +00:15:33,080 --> 00:15:37,900 +pair rolls with respect to other pair rolling pair + +183 +00:15:37,900 --> 00:15:43,400 +زي عندي سطوانة + +184 +00:15:43,400 --> 00:15:48,020 +تتدحرج تتدحرج بدون انزلاق قادر يسميه هنا عندي + +185 +00:15:48,020 --> 00:15:52,480 +rolling pair + +186 +00:15:57,420 --> 00:16:02,400 +زي ال BL عندى بيكون عندى ال inner race و ال outer + +187 +00:16:02,400 --> 00:16:06,760 +race و فى المص فى عندى الكرات ال balls rolls with + +188 +00:16:06,760 --> 00:16:10,860 +respect to the inner طيب + +189 +00:16:10,860 --> 00:16:19,300 +نكمل فى عندى ال screw pair ال screw pair عندى مثلا + +190 +00:16:19,300 --> 00:16:23,580 +screw مع صمولة برق مع صمولة انت فى عندك combined + +191 +00:16:23,580 --> 00:16:30,790 +motion while rotatingit advance بتقدم البرغ + +192 +00:16:30,790 --> 00:16:37,850 +بالنسبة للصمولة بلف و بمشي هذا اسمه screw pair زي + +193 +00:16:37,850 --> 00:16:40,490 +ال lead screw في المخرط اللي .. اللي .. العمود + +194 +00:16:40,490 --> 00:16:43,630 +بتاع المخرط او ال .. البرغ بتاع ال jack بتاع + +195 +00:16:43,630 --> 00:16:50,090 +السيارة هذا .. هذا screw pair في + +196 +00:16:50,090 --> 00:16:53,510 +اتنين screw زي اللي هو ال screw compressor بتحرك + +197 +00:16:53,510 --> 00:16:54,270 +بس ماشيوش + +198 +00:16:57,220 --> 00:17:00,380 +انت بتحكي موضوع تاني ال screw compressor مو موضوع + +199 +00:17:00,380 --> 00:17:07,560 +تاني انا بحكي screw برغي لأ + +200 +00:17:07,560 --> 00:17:10,160 +انت بتحكي زي ال screw converter يكون عندك اللي هو + +201 +00:17:10,160 --> 00:17:14,920 +حلزون و بمشي مطلعه بس انت إذا بتطلع فعليا إذا + +202 +00:17:14,920 --> 00:17:21,700 +بتتبع نقطة مشيت يعني انت هذه النقطة مثلا هذه + +203 +00:17:21,700 --> 00:17:27,040 +الحلزونة كانت هنا و في عندك ميلانلفة طرفة كاملة + +204 +00:17:27,040 --> 00:17:30,520 +يعني بتكون تمشي و بترجع محالة هوا كذا فبصير عملية + +205 +00:17:30,520 --> 00:17:38,800 +الدفع للهوا فنفس الفكرة في a spherical pair ان هو + +206 +00:17:38,800 --> 00:17:41,720 +الحركة بين ال two parts او ال two elements forming + +207 +00:17:41,720 --> 00:17:47,220 +the pair is spherical زي الأقلام او ال joystick + +208 +00:17:47,220 --> 00:17:53,150 +بتاعة الألعابلأ لأ فها دي إيش اسمها spherical pair + +209 +00:17:53,150 --> 00:17:56,450 +بيكون فيه عندها spherical surface بينهم زي ال + +210 +00:17:56,450 --> 00:18:04,110 +playstation بالظبط لأ معناته تصنيفات تبقى لنوع + +211 +00:18:04,110 --> 00:18:09,710 +الحركة عندنا sliding pair عندنا turning pair عندنا + +212 +00:18:09,710 --> 00:18:14,030 +rolling pair عندنا screw pair وفينا spherical pair + +213 +00:18:14,030 --> 00:18:20,620 +التصنيف التانيطبقا لنوع التلامس فى lower pair و فى + +214 +00:18:20,620 --> 00:18:25,000 +عندى higher pair فى ال lower pair بيكون التلامس + +215 +00:18:25,000 --> 00:18:33,960 +over a surface over a surface معناته ال sliding + +216 +00:18:33,960 --> 00:18:39,880 +pair فى surface ع surface it is sliding pair and + +217 +00:18:39,880 --> 00:18:42,980 +it is lower pair لأنه عندى surface contact surface + +218 +00:18:42,980 --> 00:18:49,190 +contact a turning pairفي surface في انك + +219 +00:18:49,190 --> 00:18:51,750 +cylindrical surface over cylindrical surface + +220 +00:18:51,750 --> 00:18:56,590 +cylindrical over cylindrical عندي surface مش plan + +221 +00:18:56,590 --> 00:19:03,930 +ماهو ال plan برضه عشان surface ف turning pair is a + +222 +00:19:03,930 --> 00:19:09,130 +lower pair also لإنه عندي surface contact ال + +223 +00:19:09,130 --> 00:19:14,470 +higher pair بيكون ال contact line contact أو point + +224 +00:19:14,470 --> 00:19:19,430 +contactاحنا حكينا ال sliding pair هو أيش lower + +225 +00:19:19,430 --> 00:19:23,910 +pair لإنه التلامس على سطح و returning pair هو ال + +226 +00:19:23,910 --> 00:19:28,390 +lower pair لإنه التلامس على سطح عندي التالتة + +227 +00:19:28,390 --> 00:19:33,390 +rolling pair إذا كانت hand سطوانة ال contact يبقى + +228 +00:19:33,390 --> 00:19:39,890 +على الخط إذا كانت كرة التلامس نقطة هذا بيسمى أيش؟ + +229 +00:19:40,300 --> 00:19:44,300 +higher pair، higher pair بيكون تلامس على نقطة أو + +230 +00:19:44,300 --> 00:19:51,120 +على خط، إذا عندي ترسين بيكون تلامس على خط، خط إذا + +231 +00:19:51,120 --> 00:19:55,560 +كانش ترس عدل، إذا كان خط مائل أو الترس مائل بيكون + +232 +00:19:55,560 --> 00:20:03,240 +على نقطة و بتحول لخطمعناته عندي تصنيف طبقا لنوع ال + +233 +00:20:03,240 --> 00:20:06,420 +contact يمكن يكون lower pair إذا كان التلامس بين + +234 +00:20:06,420 --> 00:20:09,720 +ال two elements forming the pair عبارة عن سطح سواء + +235 +00:20:09,720 --> 00:20:15,300 +سطح كان مدور أو سطح مستوي ال higher pair بيكون + +236 +00:20:15,300 --> 00:20:20,500 +التلامس نقطي أو تلامس خطي + +237 +00:20:25,380 --> 00:20:29,520 +عنا حكينا ال two-gear ال cam and follower إذا عندي + +238 +00:20:29,520 --> 00:20:35,920 +هاي camera وهاي + +239 +00:20:35,920 --> 00:20:40,240 +ال follower عندي + +240 +00:20:40,240 --> 00:20:46,940 +إيه إيش ال line contact line contact أو نعم + +241 +00:20:49,980 --> 00:20:54,680 +الكم شافت في السيارة الكم شافت في السيارة او + +242 +00:20:54,680 --> 00:20:59,080 +الكمات في مكان لخياطة اذا تفتح مكت الخياطة فيها + +243 +00:20:59,080 --> 00:21:09,020 +مجموعة كمات عشان تتحكم في شكل الغرز وحجم الغرز ما + +244 +00:21:09,020 --> 00:21:11,800 +انتش سوفر احنا عملنا طريقتين لتصنيف طريقة تصنيف + +245 +00:21:11,800 --> 00:21:17,660 +الأولىطبقا لنوع الحركة النسبية بين ال .. ال .. ال + +246 +00:21:17,660 --> 00:21:20,580 +.. ال elements forming أو ال links forming the + +247 +00:21:20,580 --> 00:21:25,600 +pair اللي هي حكينا عنها sliding pair, turning + +248 +00:21:25,600 --> 00:21:31,460 +pair, rolling pair وعنا screw و spherical التصيف + +249 +00:21:31,460 --> 00:21:34,240 +التالي حكينا طبقا لنوع ال contact يعني ال lower + +250 +00:21:34,240 --> 00:21:37,820 +pair بيكون ال contact along a surface او ال higher + +251 +00:21:37,820 --> 00:21:40,620 +pair بيكون ال contact at a point or along a line + +252 +00:21:41,430 --> 00:21:45,430 +النوع التالت من التصنيف اللي هو according to type + +253 +00:21:45,430 --> 00:21:49,850 +of closure فين ال self-closed pair بيكون ال two + +254 +00:21:49,850 --> 00:21:54,730 +elements موصلين مع بعض بطريقة ميكانيكية بيسيبوش + +255 +00:21:54,730 --> 00:22:01,070 +بعض دايما محافظ علاقة زي مثلا في pin بينهم ممكن + +256 +00:22:01,070 --> 00:22:07,970 +يفلت عن بعضهد ايش؟ self-closed pair .. self-closed + +257 +00:22:07,970 --> 00:22:16,050 +pair برضه هد self-closed pair النوع + +258 +00:22:16,050 --> 00:22:20,790 +التاني اللي هو force-closed pair زي عندي مثلا كام + +259 +00:22:20,790 --> 00:22:27,310 +.. كام و follower عشان احافظ على ال contact يا + +260 +00:22:27,310 --> 00:22:30,410 +انبيه ال force و ال gravity او بحط ايش؟ لو بده + +261 +00:22:30,410 --> 00:22:31,310 +خلنا نعملها زي هيك + +262 +00:22:34,810 --> 00:22:41,850 +و هاي ال follower جايب الشكل هذا طبعا I will lose + +263 +00:22:41,850 --> 00:22:49,770 +contact لما تتلف إلا إذا كان عندي روحت + +264 +00:22:49,770 --> 00:22:50,790 +حطيت زنبرك + +265 +00:22:54,960 --> 00:23:00,860 +بيضل زمبرك محافظ على التلامس هذا force closed pair + +266 +00:23:00,860 --> 00:23:07,040 +استخدمت قوة خارجية عشان اخلى ال two pair دول مع + +267 +00:23:07,040 --> 00:23:10,460 +بعض دايما طيب + +268 +00:23:17,330 --> 00:23:21,330 +لأن فيه ما يسمى ال kinematic chain فيه كينماتيك + +269 +00:23:21,330 --> 00:23:24,470 +pair يعني هذه كينماتيك pair واحد اثنين عاملين + +270 +00:23:24,470 --> 00:23:28,750 +كينماتيك pair الكينماتيك pair يعني النوع اللي هذه + +271 +00:23:28,750 --> 00:23:32,470 +نحكي + +272 +00:23:32,470 --> 00:23:39,230 +turning pair turning turning + +273 +00:23:39,230 --> 00:23:47,840 +pair lower pair self-closed pair صح؟بين اتنين و + +274 +00:23:47,840 --> 00:23:53,860 +تلاتة في بينهم turning pair, self-closed, lower + +275 +00:23:53,860 --> 00:24:03,540 +pair بين اربع تلاتة turning, self-closed, lower + +276 +00:24:03,540 --> 00:24:10,180 +pair بين اربع واحد sliding, self-closed يعني مشى + +277 +00:24:10,180 --> 00:24:13,020 +مسار معينة و lower pair + +278 +00:24:16,180 --> 00:24:19,920 +كاناماتك تشين هي عبارة عن تجميع الكاناماتك pairs + +279 +00:24:19,920 --> 00:24:24,660 +يعني عندي هنا pair عندي pair عندي pair عندي pair + +280 +00:24:24,660 --> 00:24:31,880 +مجموم هذا ال combination بسميه كاناماتك تشين هي + +281 +00:24:31,880 --> 00:24:37,380 +عبارة عن combination of kanamatic pairs بحيث + +282 +00:24:37,380 --> 00:24:42,180 +كل link بتعمل two pairs يعني مثلا ال link اتنين + +283 +00:24:42,180 --> 00:24:49,670 +بتعمل pair مع واحدبتعمل pair مع تلاتة عندي مثلا + +284 +00:24:49,670 --> 00:24:54,110 +link تلاتة بتعمل pair مع اتنين و pair مع اربعة + +285 +00:24:54,110 --> 00:24:58,710 +link اربعة عاملة pair مع واحد عاملة pair مع تلاتة + +286 +00:24:58,710 --> 00:25:02,810 +بتكون + +287 +00:25:02,810 --> 00:25:05,850 +في ال kinematic chain relative motion between + +288 +00:25:05,850 --> 00:25:10,510 +links is completely or successfully constrained + +289 +00:25:10,510 --> 00:25:17,460 +بتكون الحركةمقيدة بشكل كامل او مقيدة بشكل فعال او + +290 +00:25:17,460 --> 00:25:25,040 +بشكل ناجح زى ما حكينا اندي هاي one pair, one pair, + +291 +00:25:25,080 --> 00:25:28,540 +one pair, one pair هاي أربع pairs الأربع pairs + +292 +00:25:28,540 --> 00:25:33,300 +هدول هم هدول بشكله kinematic chain يعني هد ايش هد + +293 +00:25:33,300 --> 00:25:35,440 +كلها بعضها kinematic chain + +294 +00:25:41,750 --> 00:25:46,450 +أحنا حكينا كل link بتعمل two pairs يعني link اتنين + +295 +00:25:46,450 --> 00:25:53,590 +عاملة pair مع واحد و عاملة pair مع تلاتة في علاقة + +296 +00:25:53,590 --> 00:25:58,430 +بين number of pairs forming a kinematic chain و + +297 +00:25:58,430 --> 00:26:03,650 +number of links يعني ال number of links بستوى + +298 +00:26:03,650 --> 00:26:07,430 +اتنين P minus four يعني القلب بستوى اتنين P minus + +299 +00:26:07,430 --> 00:26:09,870 +four يعني لو طلعنا على ال slider crank + +300 +00:26:18,220 --> 00:26:28,280 +slider crank اكم + +301 +00:26:28,280 --> 00:26:34,540 +pair عندي هاي pair بين واحد و اتنين صح هاي pair + +302 +00:26:34,540 --> 00:26:37,520 +بين اتنين و تلاتة هاي اتنين هاي pair بين تلاتة و + +303 +00:26:37,520 --> 00:26:41,740 +اربعة و pair بين اربعة و واحدة يعني اربعة pairs صح + +304 +00:26:41,740 --> 00:26:49,000 +اكم link عنديالأرض واحد في link ثابت اي واحد، + +305 +00:26:49,000 --> 00:26:54,480 +اتنين، تلاتة، اربعة، اربعة لينكات نشوف ال ال and + +306 +00:26:54,480 --> 00:26:59,860 +أربعة بتستوى ..شوف معناه صح بتستوى اتنين في أربعة + +307 +00:26:59,860 --> 00:27:06,000 +ناقص أربعة بتستوى أربعة معناه ان number of links + +308 +00:27:06,000 --> 00:27:10,480 +related to number of pairs من خلال هذه المعادلة + +309 +00:27:16,060 --> 00:27:21,180 +هذه joint هنا في مفصل turning + +310 +00:27:21,180 --> 00:27:26,200 +joint turning joint turning joint sliding joint + +311 +00:27:26,200 --> 00:27:34,740 +sliding joint في علاقة بين ال number of joints و + +312 +00:27:34,740 --> 00:27:39,460 +ال number of linksال number of joints جيه اللي هو + +313 +00:27:39,460 --> 00:27:43,060 +بيستوى واحد و نص الناقص الاتنين جوية عندهين واحد + +314 +00:27:43,060 --> 00:27:49,840 +اتنين تلاتة اربعة ال جيه بيستوى واحد و نص number + +315 +00:27:49,840 --> 00:27:53,380 +of links اربعة ناقص اتنين يعني هتكون ستة ناقص + +316 +00:27:53,380 --> 00:27:57,680 +اتنين اربعة + +317 +00:27:57,680 --> 00:28:03,200 +فعلا عندي فعلا هي واحدة تنتين تلاتة اربعة joints + +318 +00:28:08,900 --> 00:28:13,340 +عندي sliding joint اللي هي واحدة اتنتين تلاتة + +319 +00:28:13,340 --> 00:28:22,000 +اربعة هذه it's a joint نعم الان + +320 +00:28:22,000 --> 00:28:26,650 +في joint في pin هنا في مفصل بين الأرضاللي هي link + +321 +00:28:26,650 --> 00:28:32,050 +واللي crank اتنين في مفصل هنا بين اتنين و تلاتة في + +322 +00:28:32,050 --> 00:28:35,230 +مفصل بين تلاتة و أربعة وفي مفصل بيسمحلك الحركة + +323 +00:28:35,230 --> 00:28:46,450 +خطيا مش دايما المفصل ايش لازم يكون rotation طبعا + +324 +00:28:46,450 --> 00:28:52,370 +المعادلة السابقة بتكون صحية في حالة ال pairs كان + +325 +00:28:52,370 --> 00:28:57,340 +كلهم lower pairsإذا في higher pairs، إيش عن ال + +326 +00:28:57,340 --> 00:29:04,540 +lower pair؟ التلامس على surface بيكون، بين ال + +327 +00:29:04,540 --> 00:29:10,420 +elements forming a pair، بيكون التلامس على سطح + +328 +00:29:10,420 --> 00:29:14,480 +فالمعادلة السابقة تنطبق في حالة ال lower pairs + +329 +00:29:14,480 --> 00:29:19,740 +these equations may be applied to kinematic chains + +330 +00:29:19,740 --> 00:29:24,070 +in which higher pairs are usedممكن استخدم معادلة + +331 +00:29:24,070 --> 00:29:31,870 +هذه في حالة higher pair لكن كل higher pair عبارة + +332 +00:29:31,870 --> 00:29:41,550 +عن two lower pairs زاد ال link انشوف + +333 +00:29:41,550 --> 00:29:49,630 +مثال امثلة عندي مبين عندي هنا link واحد link اتنين + +334 +00:29:49,630 --> 00:29:59,750 +و link تلاتةأي كم link عندى؟ + +335 +00:29:59,750 --> 00:30:06,330 +هي + +336 +00:30:06,330 --> 00:30:17,730 +A B C هي link واحد اتنين تلتة ال L عندى تلت لينكات + +337 +00:30:17,730 --> 00:30:26,730 +اي كم pair عندى؟تلاتة اكم جوينت تلاتة المعادلة + +338 +00:30:26,730 --> 00:30:31,650 +الأولى اللى هى فى علاقة بين ال number of links و + +339 +00:30:31,650 --> 00:30:34,670 +ال number of pairs two P ناقص اربعة نشوف هل تتطبق + +340 +00:30:34,670 --> 00:30:40,310 +تظبط او تظبطش الال عندي على الجهة الشمال اللى هى + +341 +00:30:40,310 --> 00:30:47,610 +تلاتة صح عندي ال pair اتنين فى تلاتة ناقص اربعة + +342 +00:30:47,610 --> 00:30:55,450 +يعني عندي التلاتةستة نقص اربعة اتنين واضح الجهة + +343 +00:30:55,450 --> 00:30:59,970 +الشمال ماتساوش معناته it's not a kinematic chain + +344 +00:30:59,970 --> 00:31:03,930 +احسن تشوف كنمتك تشين انه يكون فيه relative motion + +345 +00:31:03,930 --> 00:31:07,190 +between the elements forming the chain هل في حركة + +346 +00:31:07,190 --> 00:31:11,270 +ممكن تتحرك و لا دول؟ لسوا لبعض؟ لأ هذه اقل معناته + +347 +00:31:11,270 --> 00:31:14,910 +it's not a kinematic chain في الحالة دي it is a + +348 +00:31:14,910 --> 00:31:18,610 +structure نشوف المعادلة اللي هي J + +349 +00:31:23,190 --> 00:31:29,390 +اللي جاي عندي تلاتة عندين واحد و نص في تلاتة ناقص + +350 +00:31:29,390 --> 00:31:35,310 +اتنين يعني تلاتة اربع و نص ناقص اتنين اتنين و نص + +351 +00:31:47,620 --> 00:31:52,480 +ف it is not a kinematic chain ماحققتش المعادلات في + +352 +00:31:52,480 --> 00:31:55,220 +الحالة هذه it is over constraint وبتالي مافيش + +353 +00:31:55,220 --> 00:32:03,240 +motion وانت هتكون it is structure نشوف + +354 +00:32:03,240 --> 00:32:04,720 +فاندي four bar linkage + +355 +00:32:14,060 --> 00:32:17,960 +عندي four bar linkage عندي link واحد link اتنين + +356 +00:32:17,960 --> 00:32:21,580 +link تلاتة link اربعة عندي هنا turning joint + +357 +00:32:21,580 --> 00:32:26,120 +turning joint turning joint turning joint معناه + +358 +00:32:26,120 --> 00:32:31,100 +تلقال عندي اكم اربعة اكم pair عندي عندي turning + +359 +00:32:31,100 --> 00:32:34,220 +pair turning pair turning pair turning pair برضه + +360 +00:32:34,220 --> 00:32:40,660 +اربعة اكم joint عندي هاي مفصل اتنين تلاتة اربعة + +361 +00:32:42,860 --> 00:32:47,080 +الان شوف في علاقة بين number of pairs و number of + +362 +00:32:47,080 --> 00:32:49,900 +links ال بيستوى اتنين فيه نقص اربعة اربعة اتنين في + +363 +00:32:49,900 --> 00:32:54,360 +اربعة نقص يعني اليمين مش ساوي الشمالمعناته it is a + +364 +00:32:54,360 --> 00:32:56,900 +kinematic chain لأنه هيكون في relative motion + +365 +00:32:56,900 --> 00:33:00,440 +between the parts forming the chain الجي سوى تلتة + +366 +00:33:00,440 --> 00:33:04,520 +و نص على تلتة على تلتة على اتنين ال ناقص اتنين + +367 +00:33:04,520 --> 00:33:08,400 +الجي اربع تلتة على اتنين في اربع ناقص اتنين اربع + +368 +00:33:08,400 --> 00:33:12,160 +الشمال بيستوي ايش اليمين it is a kinematic chain + +369 +00:33:12,160 --> 00:33:17,620 +يعني اه it is a kinematic chain لأنه في relative + +370 +00:33:17,620 --> 00:33:20,420 +motion between the parts forming the kinematic + +371 +00:33:20,420 --> 00:33:20,800 +chain + +372 +00:33:23,920 --> 00:33:36,160 +هنشوف المثال تاني اكمل انك عندي ال ال خمسة ال + +373 +00:33:36,160 --> 00:33:40,040 +pairs واحد + +374 +00:33:40,040 --> 00:33:47,920 +اتنين تلاتة اربعة خمسة ال joints برضه خمسة ال ال + +375 +00:33:47,920 --> 00:33:57,040 +سواء اتنين Pنقص اربعة عند ال L خمسة عند اتنين في + +376 +00:33:57,040 --> 00:34:02,880 +خمسة ناقص اربعة ستة + +377 +00:34:02,880 --> 00:34:14,760 +طيب ال J سواحد و نص ال ناقص اتنين خمسة عندك واحد و + +378 +00:34:14,760 --> 00:34:18,800 +نص في خمسة ناقص اتنين يعني سبعة و نص ناقص اتنين + +379 +00:34:18,800 --> 00:34:19,460 +خمسة و نص + +380 +00:34:23,080 --> 00:34:30,760 +لأ مستحيل structure الان it is not constrained + +381 +00:34:30,760 --> 00:34:35,060 +motion ممكن + +382 +00:34:35,060 --> 00:34:39,300 +تاخد أكتر من شكل الحركة يعني لو أنا لفيت هذه + +383 +00:34:50,120 --> 00:35:02,180 +هي حالة ممكن حالة تانية ممكن + +384 +00:35:02,180 --> 00:35:08,320 +ولا اش ممكن ممكن is it constraint يعني ال motion + +385 +00:35:08,320 --> 00:35:16,760 +غير متوقع صح؟ to control the motionبدي اتحكم فى ال + +386 +00:35:16,760 --> 00:35:21,240 +two inputs عشان اطبن الحركة اللى بديها بالظبط يعني + +387 +00:35:21,240 --> 00:35:24,380 +ممكن اتحرك بال link هدى و ال link هدى عشان اطبن ال + +388 +00:35:24,380 --> 00:35:28,120 +final position اللى بديها بناته هدى it is not a + +389 +00:35:28,120 --> 00:35:31,600 +kinematic exchange because the motion is not + +390 +00:35:31,600 --> 00:35:41,200 +constrained او is not غير متوقع اذا كان عندى one + +391 +00:35:41,200 --> 00:35:45,630 +linkthat is controlling the motion يعني to control + +392 +00:35:45,630 --> 00:35:48,750 +the motion وين ال motor تبعي انا هحط ال motor هيلف + +393 +00:35:48,750 --> 00:35:53,310 +فادي لكن مش عارف هل هدي هتروح هيك او هيك مثلا ال + +394 +00:35:53,310 --> 00:35:58,970 +link أربع this + +395 +00:35:58,970 --> 00:36:05,430 +is not a kinematic chain في + +396 +00:36:05,430 --> 00:36:10,390 +عندي ال joints أنواع في عندي binary joints + +397 +00:36:11,520 --> 00:36:16,280 +territory joints و quarterly joints binary joints + +398 +00:36:16,280 --> 00:36:22,740 +بيكون two links موصيين مع بعض two links موصيين مع + +399 +00:36:22,740 --> 00:36:29,380 +بعض بس ماهياش وصلة ثنائية زي + +400 +00:36:29,380 --> 00:36:34,680 +ما انتوا شايفين عندي هين هذه binary joint وهذه + +401 +00:36:34,680 --> 00:36:39,040 +binary joint وهذه binary joint وهذه binary joint + +402 +00:36:43,130 --> 00:36:49,110 +الان هنستخدم اي دابليو clean equation عشان نعرف ال + +403 +00:36:49,110 --> 00:36:54,430 +chain هل هي locked chain مغلقة يعني ال structure + +404 +00:36:54,430 --> 00:36:58,950 +ولا هي kinematic chain ولا unconstrained chain + +405 +00:36:58,950 --> 00:37:04,190 +ممكن تكون يعني ال structure او kinematic chain او + +406 +00:37:04,190 --> 00:37:08,190 +unconstrained chain باستخدام علاقة اللي هي j زاد h + +407 +00:37:08,190 --> 00:37:12,810 +على اتنين بستوى تلاتة على اتنين L minus اتنين + +408 +00:37:16,430 --> 00:37:21,050 +الـ J هي number of binary joints ال H number of + +409 +00:37:21,050 --> 00:37:27,130 +higher pairs إيش يعني higher pair التلمس + +410 +00:37:27,130 --> 00:37:29,910 +بين ال elements forming the pair بيكون على نقطة أو + +411 +00:37:29,910 --> 00:37:35,030 +على خط طيب و ال L هو number of links يعني J + +412 +00:37:35,030 --> 00:37:43,370 +بالساوية J زاد H على اتنين تلاتة على اتنين L + +413 +00:37:46,000 --> 00:37:50,380 +-2 في الحالة دي في عندى any higher pair هدى ال + +414 +00:37:50,380 --> 00:37:54,980 +higher ولا ال lower lower lower lower مافيش يعنى + +415 +00:37:54,980 --> 00:37:58,720 +ال higher pair شو ساوي صفر number of higher pairs + +416 +00:37:58,720 --> 00:38:03,140 +بساوي صفر + +417 +00:38:03,140 --> 00:38:07,480 +معناته هدى ال equation السابقة اللى هى J هدى هدى + +418 +00:38:07,480 --> 00:38:14,860 +حالة خاصة من هدى هدى استخدمناها في حالة Honly + +419 +00:38:14,860 --> 00:38:18,080 +lower pairs حكينا لكن لو في عندى higher pair + +420 +00:38:18,080 --> 00:38:21,160 +بستخدم المعادلة هذه يعني خليت من lower pairs و + +421 +00:38:21,160 --> 00:38:25,540 +higher pairs الان + +422 +00:38:25,540 --> 00:38:32,980 +المعادلة هذه تتحقق معناته هذه هتكون إيه؟ kinematic + +423 +00:38:32,980 --> 00:38:38,640 +chain عند number of joints أكم؟ أربع number of + +424 +00:38:38,640 --> 00:38:43,480 +higher pairs؟ صفر number of links؟اربع واحد و نصف + +425 +00:38:43,480 --> 00:38:46,920 +اربع ستة نقص اتنين اربع تستو اربع معناته it is a + +426 +00:38:46,920 --> 00:38:51,140 +kinematic chain في + +427 +00:38:51,140 --> 00:39:03,240 +الوصلات الثلاثية terna regions زي E و C عند E عندك + +428 +00:39:03,240 --> 00:39:06,500 +هاي link اتنين تلاتة و عند C واحد اتنين تلاتة + +429 +00:39:06,500 --> 00:39:12,070 +تلاتة links in contact with each otherعندي بالشكل + +430 +00:39:12,070 --> 00:39:18,990 +هذا اكم link عندي واحد اتنين تلاتة اربع خمسة ستة + +431 +00:39:18,990 --> 00:39:26,630 +اكم اكم binary joint واحدة تنتين تلاتة binary + +432 +00:39:26,630 --> 00:39:32,170 +joint اكم joint ثلاثية تنتين معناته عندي ستة link + +433 +00:39:32,170 --> 00:39:39,350 +تلاتة binary joints و اتنين ternary joints كل وصلة + +434 +00:39:39,350 --> 00:39:46,800 +ثلاثيةتعادل وصلتين اثنائية كل وصلة اثنائية تعادل + +435 +00:39:46,800 --> 00:39:57,820 +وصلتين اثنائية يعني انا عندي ال ج ال + +436 +00:39:57,820 --> 00:40:01,960 +ج الكلية هتكون + +437 +00:40:01,960 --> 00:40:07,720 +عندي تلاتة binary's عند a و b و d زي + +438 +00:40:07,720 --> 00:40:14,630 +اتنين binary اتنين turneryفى اتنين يعني عندي سبعة + +439 +00:40:14,630 --> 00:40:24,510 +يعنيها equivalent لسبعة بيناري جونز ال J زائد H + +440 +00:40:24,510 --> 00:40:33,390 +على اتنين بالساوية واحد و نص ال ناقص اتنين ال J + +441 +00:40:33,390 --> 00:40:42,660 +عندي سبعة زائد صفر فواحد و نصفي ستة نقص اتنين يعني + +442 +00:40:42,660 --> 00:40:47,580 +سبعة بالسبع وسبع معناته هاذي ايش it is a kinematic + +443 +00:40:47,580 --> 00:40:52,960 +chain kinematic chain معناه انه يعني كأنه هاذي هذا + +444 +00:40:52,960 --> 00:40:56,360 +structure بتحركوا مع بعضه اعتبرها كأنها one link + +445 +00:40:56,360 --> 00:41:03,120 +صح اللي هم ال link تلاتة و اربعة و خمسة فيش + +446 +00:41:03,120 --> 00:41:05,160 +relative motion بين تلاتة و اربعة و خمسة كأنهم + +447 +00:41:05,160 --> 00:41:10,230 +يتحركوا مع بعض يعني one blockاللي بتحرك هو اللي هو + +448 +00:41:10,230 --> 00:41:14,590 +بالنسبة لبعض واحد و اتنين و خمسة و ستة لكن تلاتة + +449 +00:41:14,590 --> 00:41:22,690 +اربعة او خمسة بتحركوش بالنسبة لبعض في quaternaire + +450 +00:41:22,690 --> 00:41:27,690 +joint الوصلات الربعية بيكون دي four joints four + +451 +00:41:27,690 --> 00:41:37,430 +joints four links at the same joint بشكل عام اذا + +452 +00:41:37,430 --> 00:41:43,340 +عنديL number of links at the same joint بتكون + +453 +00:41:43,340 --> 00:41:47,400 +equivalent ل L minus واحد binary joint يعني لو + +454 +00:41:47,400 --> 00:41:51,400 +كانت عندي تلت .. تلت linkات موصية مع بعض هدول + +455 +00:41:51,400 --> 00:41:56,300 +equivalent لأكم تلاتة ناقص واحد اتنين لتو binary + +456 +00:41:56,300 --> 00:41:59,940 +joint لو كانوا أربعة أربعة ناقص واحد هدي + +457 +00:41:59,940 --> 00:42:03,460 +equivalent لتلاتة binary joints و هكذا إذا كانوا + +458 +00:42:03,460 --> 00:42:05,980 +خمسة equivalent ل four binary joints + +459 +00:42:12,360 --> 00:42:17,800 +عندي هاي some links عندي واحد اتنين تلاتة اربع + +460 +00:42:17,800 --> 00:42:24,140 +خمسة ستة سبعة تمانية تسعة عشرة احداشر link خليني + +461 +00:42:24,140 --> 00:42:31,580 +اكم binary joint عندي واحدة عندي اكم ثلاثية واحد + +462 +00:42:31,580 --> 00:42:39,320 +اتنين تلاتة اربع خمسة + +463 +00:42:41,120 --> 00:42:47,580 +لحظة لحظة ثلاثية ثلاثية هي واحدة اتنين اي اي و بي + +464 +00:42:47,580 --> 00:42:57,440 +اتنين و اف و اي اربع الربعية عند جي و سي مع اتنين + +465 +00:42:57,440 --> 00:43:01,600 +ربعية المعنى هو الأربع ربعيات يعني عندك هنا واحد + +466 +00:43:01,600 --> 00:43:05,080 +هنا + +467 +00:43:05,080 --> 00:43:08,000 +اربع في اتنين صح + +468 +00:43:09,430 --> 00:43:17,150 +وها دي اتنين في تلاتة يعني هيكون اربع واحد و + +469 +00:43:17,150 --> 00:43:24,930 +تمانية تسعة و ستة خمستاش ال جيه هتكون ايش خمستاش + +470 +00:43:24,930 --> 00:43:28,050 +جيه سواء تلاتة او اتنين ال minus اتنين يعني خمستاش + +471 +00:43:28,050 --> 00:43:33,980 +ع الجهة التانية هيكون ان ديواحد و نص في احداش + +472 +00:43:33,980 --> 00:43:37,120 +ناقصين تطلع اربعتاش و نص واضح ال left hand side + +473 +00:43:37,120 --> 00:43:40,260 +اكبر من ال right hand side معناته it's chain is + +474 +00:43:40,260 --> 00:43:44,700 +not a kind of chain it is a locked chain او + +475 +00:43:44,700 --> 00:43:48,760 +structure مغلقة واضح من الشكل مش هتتحرك يعني .. + +476 +00:43:48,760 --> 00:43:51,740 +يعني هاي ده مثلة مسكرة الدنيا يعني واحد مسكر واحد + +477 +00:43:51,740 --> 00:43:57,000 +مسكرة فمافيش مجال تتحرك مافيش مجال للحركة انا طبعا + +478 +00:43:57,000 --> 00:43:58,200 +بسميها locked chain + +479 +00:44:04,600 --> 00:44:11,160 +اللي صار راح شال رقم عشرة لو شيلنا ال link رقم + +480 +00:44:11,160 --> 00:44:17,620 +عشرة ممكن + +481 +00:44:17,620 --> 00:44:25,600 +تتحرك يعني صار عندى اكم link الان عندى طلع binary + +482 +00:44:25,600 --> 00:44:37,740 +عندى واحد تلاثيةواحد اتنين تلاتة اربع خمسة ستة + +483 +00:44:37,740 --> 00:44:43,440 +يعني واحد زي اتنين في ستة تلتاشر جونزالـ J بيستوى + +484 +00:44:43,440 --> 00:44:45,600 +تلاتة على اتنين و اكملين كان دي عشرة تلاتة على + +485 +00:44:45,600 --> 00:44:48,340 +اتنين في L نقص اتنين يعني تلاتة اتنين في عشر نقص + +486 +00:44:48,340 --> 00:44:52,120 +اتنين اللي هي تلاتاش تلاتاش بيستوى تلاتاش left + +487 +00:44:52,120 --> 00:44:54,320 +hand side بيستوى right hand side بمعنى انت بتزكى + +488 +00:44:54,320 --> 00:44:59,560 +نمتك ال chain بمعنى تواضح هذه المنطقة هتتحرك يعني + +489 +00:44:59,560 --> 00:45:01,820 +هسيه في مجال للحركة + +490 +00:45:11,090 --> 00:45:18,050 +لاحظت ان انا كنت اسمه مصطلح kinematic chain لما + +491 +00:45:18,050 --> 00:45:22,410 +اجيب kinematic chain و اثبت واحد من ال links بسلسل + +492 +00:45:22,410 --> 00:45:29,110 +ماقياش ميكانزم زي ال four bar link زي ال slender + +493 +00:45:29,110 --> 00:45:38,550 +crank mechanism link + +494 +00:45:38,550 --> 00:45:45,690 +واحد ثبتت هناصارت mechanism mechanism is used for + +495 +00:45:45,690 --> 00:45:52,150 +transmitting motion زي ال indicator بتاعة ال + +496 +00:45:52,150 --> 00:45:55,670 +engine بتاعة قياس ال pressure مثلا او قياس الحرارة + +497 +00:45:55,670 --> 00:46:00,170 +هذه كلها مش ميكانيزم استعتبارها الان اذا بدي + +498 +00:46:00,170 --> 00:46:04,800 +اسميها machineit is intended to transmit motion + +499 +00:46:04,800 --> 00:46:10,080 +and power يعني بتحكي عن power زي الألعاب الكتب + +500 +00:46:10,080 --> 00:46:17,020 +القديمة برضه it is it has mechanism هندرس + +501 +00:46:17,020 --> 00:46:19,300 +فيه أن ال simple mechanism الأليات البسيطة وفيه ال + +502 +00:46:19,300 --> 00:46:21,140 +compound ال simple mechanism يكون عدد اللينكات + +503 +00:46:21,140 --> 00:46:24,080 +فيها أربعة ال compound mechanism يكون عدد اللينكات + +504 +00:46:24,080 --> 00:46:26,180 +فيها أكتر من أربعة + +505 +00:46:30,080 --> 00:46:33,980 +لا يمكن تكون أقل الاشي لازم تكون أربعة أقل من + +506 +00:46:33,980 --> 00:46:38,480 +أربعة ماتكونش ميكانيزم مش .. مش بيبقى .. مش هتتحرك + +507 +00:46:38,480 --> 00:46:43,360 +أقلش لازم تكون أربعة ميكانيزم تكون أكبر من أربعة + +508 +00:46:43,360 --> 00:46:47,520 +lengths اللي هتحكي عن ال machine لما الميكانيزم + +509 +00:46:47,520 --> 00:46:51,300 +المطلوب انها تنقل power and motion بسميها ياش + +510 +00:46:51,300 --> 00:46:57,660 +machine المرة جاية بنكمل نحكي على degrees of + +511 +00:46:57,660 --> 00:46:58,020 +freedom + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/JKEVrm9hSzU_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/JKEVrm9hSzU_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..8ad337717d032595f52c65f11a8d1b40acca0197 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/JKEVrm9hSzU_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 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"start": 93.71, "end": 103.91, "text": "بعدين شوفنا كيف نحول ال connecting rod ل two mass system أول شي عملنا complete dynamic equivalent لل connecting rod into two masses", "tokens": [3555, 22488, 9957, 13412, 38688, 8315, 9122, 33911, 8717, 5016, 12610, 2423, 11015, 8685, 5296, 732, 2758, 1185, 5551, 12610, 44049, 6225, 42213, 8315, 3566, 8546, 10344, 24976, 11015, 8685, 666, 732, 23935], "avg_logprob": -0.25045956583584056, "compression_ratio": 1.2538461538461538, "no_speech_prob": 0.0, "words": [{"start": 93.71, "end": 94.21, "word": "بعدين", "probability": 0.693115234375}, {"start": 94.21, "end": 94.49, "word": " شوفنا", "probability": 0.8450520833333334}, {"start": 94.49, "end": 94.65, "word": " كيف", "probability": 0.98046875}, {"start": 94.65, "end": 95.11, "word": " نحول", "probability": 0.8533528645833334}, {"start": 95.11, "end": 95.21, "word": " ال", "probability": 0.72265625}, {"start": 95.21, "end": 95.57, "word": " connecting", "probability": 0.81982421875}, {"start": 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analysis بطريقة مختلفة ماجيبش equivalent masses هذه فاي", "tokens": [3224, 15730, 23032, 3555, 3615, 995, 5296, 19528, 2407, 11242, 45367, 4724, 8592, 28820, 9122, 10943, 1211, 8978, 23032, 16572, 28671, 6055, 7649, 10632, 16472, 1975, 25957, 1211, 3464, 5215, 4724, 9566, 16572, 28671, 3714, 46456, 46538, 3660, 3714, 26108, 1829, 3555, 8592, 10344, 23935, 29538, 6156, 47302], "avg_logprob": -0.22975128037588938, "compression_ratio": 1.2773722627737227, "no_speech_prob": 0.0, "words": [{"start": 569.58, "end": 569.94, "word": "هذا", "probability": 0.72021484375}, {"start": 569.94, "end": 570.32, "word": " طبعا", "probability": 0.86102294921875}, {"start": 570.32, "end": 571.94, "word": " للموضوع", "probability": 0.87890625}, {"start": 571.94, "end": 572.48, "word": " بشكل", "probability": 0.92626953125}, {"start": 572.48, "end": 573.14, "word": " كامل", "probability": 0.9934895833333334}, {"start": 573.14, "end": 574.0, "word": " في", "probability": 0.32177734375}, {"start": 574.0, 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a", "probability": 0.92431640625}, {"start": 2396.66, "end": 2396.84, "word": " g", "probability": 0.95849609375}, {"start": 2396.84, "end": 2397.36, "word": " a", "probability": 0.99072265625}, {"start": 2397.36, "end": 2398.38, "word": " normal", "probability": 0.82177734375}, {"start": 2398.38, "end": 2399.52, "word": " وال", "probability": 0.7490234375}, {"start": 2399.52, "end": 2399.76, "word": " a", "probability": 0.80810546875}, {"start": 2399.76, "end": 2399.96, "word": " g", "probability": 0.9716796875}, {"start": 2399.96, "end": 2400.18, "word": " a", "probability": 0.98876953125}, {"start": 2400.18, "end": 2400.86, "word": " tangential", "probability": 0.97314453125}, {"start": 2400.86, "end": 2405.34, "word": " بالساوية", "probability": 0.815673828125}, {"start": 2405.34, "end": 2406.26, "word": " اللي", "probability": 0.547119140625}, {"start": 2406.26, "end": 2406.44, "word": " هي", "probability": 0.615234375}, {"start": 2406.44, "end": 2406.72, "word": " alpha", "probability": 0.41796875}, {"start": 2406.72, "end": 2407.0, "word": " بتاعة", "probability": 0.700927734375}, {"start": 2407.0, "end": 2407.14, "word": " ال", "probability": 0.95556640625}, {"start": 2407.14, "end": 2408.26, "word": " connecting", "probability": 0.9375}, {"start": 2408.26, "end": 2408.68, "word": " rod", "probability": 0.6005859375}, {"start": 2408.68, "end": 2409.98, "word": " في", "probability": 0.89697265625}, {"start": 2409.98, "end": 2410.28, "word": " ال", "probability": 0.96337890625}, {"start": 2410.28, "end": 2410.58, "word": " L", "probability": 0.51171875}, {"start": 2410.58, "end": 2413.3, "word": " في", "probability": 0.3427734375}, {"start": 2413.3, "end": 2413.44, "word": " ال", "probability": 0.91015625}, {"start": 2413.44, "end": 2413.56, "word": " L", "probability": 0.9541015625}, {"start": 2413.56, "end": 2414.04, "word": " واحد", "probability": 0.9443359375}, {"start": 2414.04, "end": 2414.58, "word": " صح", "probability": 0.7330322265625}, {"start": 2414.58, "end": 2415.62, "word": " انا", "probability": 0.7012939453125}, {"start": 2415.62, "end": 2415.84, "word": " بحث", "probability": 0.7527669270833334}, {"start": 2415.84, "end": 2416.06, "word": " قيم", "probability": 0.900390625}, {"start": 2416.06, "end": 2416.38, "word": " حاليا", "probability": 0.7477213541666666}, {"start": 2416.38, "end": 2416.56, "word": " مش", "probability": 0.94580078125}, {"start": 2416.56, "end": 2416.7, "word": " ع", "probability": 0.166259765625}, {"start": 2416.7, "end": 2417.18, "word": " التجاهات", "probability": 0.873291015625}], "temperature": 1.0}, {"id": 86, "seek": 243967, "start": 2418.02, "end": 2439.68, "text": "و ال a g a normal بس omega square لل connecting rod في L واحد هي كتكون عملنا complete force analysis في اي سؤال؟", "tokens": [2407, 2423, 257, 290, 257, 2710, 4724, 3794, 10498, 3732, 24976, 11015, 8685, 8978, 441, 36764, 24401, 39896, 9122, 2655, 30544, 6225, 42213, 8315, 3566, 3464, 5215, 8978, 1975, 1829, 8608, 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"probability": 0.71044921875}, {"start": 2424.0, "end": 2424.4, "word": " rod", "probability": 0.8134765625}, {"start": 2424.4, "end": 2425.14, "word": " في", "probability": 0.6787109375}, {"start": 2425.14, "end": 2425.54, "word": " L", "probability": 0.451171875}, {"start": 2425.54, "end": 2427.4, "word": " واحد", "probability": 0.84521484375}, {"start": 2427.4, "end": 2432.76, "word": " هي", "probability": 0.220458984375}, {"start": 2432.76, "end": 2433.18, "word": " كتكون", "probability": 0.6112467447916666}, {"start": 2433.18, "end": 2434.44, "word": " عملنا", "probability": 0.974609375}, {"start": 2434.44, "end": 2434.78, "word": " complete", "probability": 0.75390625}, {"start": 2434.78, "end": 2435.38, "word": " force", "probability": 0.93994140625}, {"start": 2435.38, "end": 2437.06, "word": " analysis", "probability": 0.8154296875}, {"start": 2437.06, "end": 2438.92, "word": " في", "probability": 0.7626953125}, {"start": 2438.92, "end": 2439.06, "word": " اي", "probability": 0.706787109375}, {"start": 2439.06, "end": 2439.68, "word": " سؤال؟", "probability": 0.9508056640625}], "temperature": 1.0}, {"id": 87, "seek": 246626, "start": 2443.52, "end": 2466.26, "text": "طبعا هذا يعني مركز كتير فبتكون تعملوا تفاصيل ممكن اعطيكوا مثلة تحلوها بالكامل تعملوا kinematic analysis و بعدين تنقلوا ال .. تحصلوا ال accelerations at the center of gravity لكل link ممكن برضه اسهل الشغل اروح اعمل شي زي هيك", "tokens": [9566, 3555, 3615, 995, 23758, 37495, 22653, 3714, 31747, 11622, 9122, 2655, 13546, 6156, 3555, 2655, 30544, 6055, 25957, 1211, 14407, 6055, 5172, 33546, 26895, 3714, 43020, 1975, 3615, 9566, 1829, 4117, 14407, 50113, 37977, 6055, 5016, 1211, 2407, 11296, 20666, 4117, 10943, 1211, 6055, 25957, 1211, 14407, 15784, 14911, 5215, 4032, 39182, 9957, 6055, 1863, 4587, 1211, 14407, 2423, 4386, 6055, 5016, 36520, 14407, 2423, 10172, 763, 412, 264, 3056, 295, 12110, 5296, 28820, 2113, 3714, 43020, 4724, 43042, 3224, 1975, 3794, 3224, 1211, 25124, 17082, 1211, 1975, 32887, 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اعطيكوا", "probability": 0.8435872395833334}, {"start": 2450.46, "end": 2450.84, "word": " مثلة", "probability": 0.901123046875}, {"start": 2450.84, "end": 2452.12, "word": " تحلوها", "probability": 0.8873046875}, {"start": 2452.12, "end": 2452.98, "word": " بالكامل", "probability": 0.9874267578125}, {"start": 2452.98, "end": 2454.14, "word": " تعملوا", "probability": 0.894775390625}, {"start": 2454.14, "end": 2454.6, "word": " kinematic", "probability": 0.7008056640625}, {"start": 2454.6, "end": 2455.24, "word": " analysis", "probability": 0.798828125}, {"start": 2455.24, "end": 2455.96, "word": " و", "probability": 0.6357421875}, {"start": 2455.96, "end": 2456.32, "word": " بعدين", "probability": 0.8642578125}, {"start": 2456.32, "end": 2456.94, "word": " تنقلوا", "probability": 0.91943359375}, {"start": 2456.94, "end": 2457.16, "word": " ال", "probability": 0.33740234375}, {"start": 2457.16, "end": 2457.16, "word": " ..", "probability": 0.87890625}, {"start": 2457.16, "end": 2457.76, "word": " تحصلوا", "probability": 0.84381103515625}, {"start": 2457.76, "end": 2457.8, "word": " ال", "probability": 0.94677734375}, {"start": 2457.8, "end": 2458.4, "word": " accelerations", "probability": 0.811279296875}, {"start": 2458.4, "end": 2458.7, "word": " at", "probability": 0.880859375}, {"start": 2458.7, "end": 2458.82, "word": " the", "probability": 0.94384765625}, {"start": 2458.82, "end": 2459.06, "word": " center", "probability": 0.69921875}, {"start": 2459.06, "end": 2459.16, "word": " of", "probability": 0.974609375}, {"start": 2459.16, "end": 2459.62, "word": " gravity", "probability": 0.892578125}, {"start": 2459.62, "end": 2460.6, "word": " لكل", "probability": 0.97412109375}, {"start": 2460.6, "end": 2461.32, "word": " link", "probability": 0.9541015625}, {"start": 2461.32, "end": 2462.48, "word": " ممكن", "probability": 0.904052734375}, {"start": 2462.48, "end": 2463.14, "word": " برضه", "probability": 0.9596354166666666}, {"start": 2463.14, "end": 2463.64, "word": " اسهل", "probability": 0.81036376953125}, {"start": 2463.64, "end": 2464.68, "word": " الشغل", "probability": 0.9930013020833334}, {"start": 2464.68, "end": 2465.34, "word": " اروح", "probability": 0.9251302083333334}, {"start": 2465.34, "end": 2465.56, "word": " اعمل", "probability": 0.9197591145833334}, {"start": 2465.56, "end": 2465.68, "word": " شي", "probability": 0.50439453125}, {"start": 2465.68, "end": 2465.88, "word": " زي", "probability": 0.942626953125}, {"start": 2465.88, "end": 2466.26, "word": " هيك", "probability": 0.98046875}], "temperature": 1.0}, {"id": 88, "seek": 250323, "start": 2475.61, "end": 2503.23, "text": "هذه الـ crank وهذه الـ connecting rod أستخدم الـ instant center method المفهوم الأكثر شيء تحتاجه هي عرفها ماشي وهذه الجي", "tokens": [3224, 24192, 2423, 39184, 21263, 37037, 24192, 2423, 39184, 11015, 8685, 5551, 14851, 9778, 40448, 2423, 39184, 9836, 3056, 3170, 9673, 5172, 3224, 20498, 16247, 4117, 49115, 44049, 38207, 6055, 33753, 26108, 3224, 39896, 6225, 28480, 11296, 3714, 33599, 1829, 37037, 24192, 25724, 1829], "avg_logprob": -0.5357638623979356, "compression_ratio": 1.3455882352941178, "no_speech_prob": 0.0, "words": [{"start": 2475.61, "end": 2475.89, "word": "هذه", "probability": 0.6163330078125}, {"start": 2475.89, "end": 2476.03, "word": " الـ", "probability": 0.3477783203125}, {"start": 2476.03, "end": 2476.43, "word": " crank", "probability": 0.578125}, {"start": 2476.43, "end": 2481.13, "word": " وهذه", "probability": 0.84326171875}, {"start": 2481.13, "end": 2481.51, "word": " الـ", "probability": 0.5404052734375}, {"start": 2481.51, "end": 2481.89, "word": " connecting", "probability": 0.88525390625}, {"start": 2481.89, "end": 2482.27, "word": " rod", "probability": 0.900390625}, {"start": 2482.27, "end": 2486.87, "word": " أستخدم", "probability": 0.81591796875}, {"start": 2486.87, "end": 2489.05, "word": " الـ", "probability": 0.43658447265625}, {"start": 2489.05, "end": 2489.29, "word": " instant", "probability": 0.43310546875}, {"start": 2489.29, "end": 2489.73, "word": " center", "probability": 0.6787109375}, {"start": 2489.73, "end": 2490.41, "word": " method", "probability": 0.986328125}, {"start": 2490.41, "end": 2496.45, "word": " المفهوم", "probability": 0.44110107421875}, {"start": 2496.45, "end": 2497.41, "word": " الأكثر", "probability": 0.7176106770833334}, {"start": 2497.41, "end": 2497.55, "word": " شيء", "probability": 0.78466796875}, {"start": 2497.55, "end": 2497.83, "word": " تحتاجه", "probability": 0.41754150390625}, {"start": 2497.83, "end": 2497.97, "word": " هي", "probability": 0.546875}, {"start": 2497.97, "end": 2498.59, "word": " عرفها", "probability": 0.9072265625}, {"start": 2498.59, "end": 2501.71, "word": " ماشي", "probability": 0.7163899739583334}, {"start": 2501.71, "end": 2502.85, "word": " وهذه", "probability": 0.7255859375}, {"start": 2502.85, "end": 2503.23, "word": " الجي", "probability": 0.6204833984375}], "temperature": 1.0}, {"id": 89, "seek": 253235, "start": 2506.53, "end": 2532.35, "text": "و بدك تطلع هيكون عندك ag normal و ag tangential اذا حبيت تشتغل بالطريقة هذه حاسس ان هذا مركز يعني في اللحظة هذه في اللحظة هذه بيكون ال connecting rod in a pure rotation about this point في اللحظة هذه طبعا النقطة هذه ايش معناها لحظية متغيرة", "tokens": [2407, 47525, 4117, 6055, 9566, 1211, 3615, 8032, 1829, 30544, 43242, 4117, 623, 2710, 4032, 623, 10266, 2549, 1975, 15730, 11331, 21292, 2655, 6055, 8592, 2655, 17082, 1211, 20666, 9566, 16572, 28671, 29538, 11331, 32277, 3794, 16472, 23758, 3714, 31747, 11622, 37495, 22653, 8978, 13672, 5016, 19913, 3660, 29538, 8978, 13672, 5016, 19913, 3660, 29538, 4724, 1829, 30544, 2423, 11015, 8685, 294, 257, 6075, 12447, 466, 341, 935, 8978, 13672, 5016, 19913, 3660, 29538, 23032, 3555, 3615, 995, 28239, 47432, 3660, 29538, 1975, 1829, 8592, 20449, 8315, 11296, 5296, 5016, 19913, 10632, 44650, 17082, 48923], "avg_logprob": -0.18636067397892475, "compression_ratio": 1.6742081447963801, 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b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/JdvnScd5JhA.srt @@ -0,0 +1,1463 @@ +1 +00:00:05,030 --> 00:00:08,930 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل + +2 +00:00:08,930 --> 00:00:13,250 +مادة نظرية الآلات هنبدأ في chapter جديد اللي هو + +3 +00:00:13,250 --> 00:00:18,630 +the truth أو ال gears هنبدأ في بعض المفاهيم + +4 +00:00:18,630 --> 00:00:23,430 +الأساسية يعني + +5 +00:00:23,430 --> 00:00:32,550 +بالأساس حركة أي ترسين كأنه تمثل أو ممثلة بحركة two + +6 +00:00:32,550 --> 00:00:38,200 +discs هي عندي driving disc و driven disk اللي + +7 +00:00:38,200 --> 00:00:41,480 +بيحركهم قوة الاحتكاك بين ال two discs أنا عندي هاي + +8 +00:00:41,480 --> 00:00:47,720 +disk بدور بعكس عقارب الساعة فإن انتشرت الاحتكاك + +9 +00:00:47,720 --> 00:00:54,500 +الاحتكاك بتولد force P force + +10 +00:00:54,500 --> 00:01:01,780 +P طبعا ال force P بتنتج في عندي أنا أنا خليتهم + +11 +00:01:01,780 --> 00:01:06,730 +يلمسوا بعض، يضغطوا مع بعض معناته في normal force من + +12 +00:01:06,730 --> 00:01:10,670 +الترس الأولى على الثاني ومن الثاني على الأول هذه + +13 +00:01:10,670 --> 00:01:18,090 +ولدت احتكاك لأن قوة الاحتكاك القصوى هتكون معامل + +14 +00:01:18,090 --> 00:01:25,190 +احتكاك في ال normal force μN طالما + +15 +00:01:25,190 --> 00:01:31,110 +ال force P أقل من الاحتكاك، أكبر قيمة الاحتكاك + +16 +00:01:35,000 --> 00:01:41,440 +أنا بأطمئن إن مافيش sliding لكن إذا كانت ال force + +17 +00:01:41,440 --> 00:01:46,080 +اللازمة عشان أدور ال two discs أعلى من الاحتكاك + +18 +00:01:46,080 --> 00:01:51,520 +المتاح، هتصبح sliding، مظهر؟ إذا كانت ال force + +19 +00:01:51,520 --> 00:02:01,100 +اللازمة to rotate the two discs أكثر من الاحتكاك + +20 +00:02:01,100 --> 00:02:03,320 +المتاح، هتصبح sliding أكيد + +21 +00:02:08,000 --> 00:02:11,560 +عشان هيك أنا بسمي في حالة ال discs بسمي يعني .. + +22 +00:02:11,560 --> 00:02:16,200 +يعني الحركة بين ال two discs due to friction + +23 +00:02:16,200 --> 00:02:20,760 +بسميها is not a positive drive ايش يعني is not a + +24 +00:02:20,760 --> 00:02:24,500 +positive drive يعني بقعد مانع انه ما يصيرش sliding + +25 +00:02:24,500 --> 00:02:29,320 +إذا صار sliding معناته ال velocity ratio بين + +26 +00:02:29,320 --> 00:02:34,160 +الترسين بتبطل ثابتة إذا صار sliding ال velocity + +27 +00:02:34,160 --> 00:02:39,580 +ratio بتبطل ثابتة for a drive to be positive لازم + +28 +00:02:39,580 --> 00:02:50,740 +ال frustration لها ايش ثابتة عشان + +29 +00:02:50,740 --> 00:02:57,260 +كأنه عمل the truth the truth طبعا فيه على المحيط الخارجي + +30 +00:02:57,260 --> 00:03:01,620 +فيه تسنين، وفيه تسنين، وفيه engagement تسنين داخلين + +31 +00:03:01,620 --> 00:03:06,920 +في بعض معناته بعد ما كان في friction بيصير نقل + +32 +00:03:06,920 --> 00:03:14,040 +الحركة بدفع سن، بدفع سن، فأنا مضمن في الحالة هذه إنه + +33 +00:03:14,040 --> 00:03:20,760 +مافيش sliding مايعني إن عندي positive drive يعني + +34 +00:03:20,760 --> 00:03:24,560 +الدوائر اللي بيصير عندها rotation بسميها ال pitch + +35 +00:03:24,560 --> 00:03:29,060 +circles يعني هذه ال pitch circle كما لو إنه، كما لو + +36 +00:03:29,060 --> 00:03:35,810 +إن الترسين عبارة عن two discs وبتحرك وبالاحتكاك + +37 +00:03:35,810 --> 00:03:42,670 +عند الدقالتين هدول بس هو حقيقة نقل حركة، نقل دفعة + +38 +00:03:42,670 --> 00:03:50,750 +مش بالاحتكاك عند + +39 +00:03:50,750 --> 00:03:55,510 +نقطة + +40 +00:03:55,510 --> 00:03:59,980 +واحدة يعني هي بتبدأ هنجيلها .. هنجيلها .. هنجيلها + +41 +00:03:59,980 --> 00:04:03,320 +بالتفصيل اللي هي line of contact خط التلامس + +42 +00:04:03,320 --> 00:04:08,060 +هنجيلها بالتفصيل مع الحسابات بتاعتها الآن ايش + +43 +00:04:08,060 --> 00:04:16,990 +مزايا استخدام ال truth ال truth بتضمن نقل الحركة ب + +44 +00:04:16,990 --> 00:04:21,190 +exact and least ratio يعني مثلا السرعة بين ال + +45 +00:04:21,190 --> 00:04:25,110 +driven و ال driver مثلا ال driver خمس أضعاف سرعته + +46 +00:04:25,110 --> 00:04:30,890 +driven بتضل ثابتة خمس أضعاف لو سرعت ال driver + +47 +00:04:30,890 --> 00:04:37,090 +أكيد ال driven هيسرع، لو بطأت هيبطأ بحيث أنا أظن + +48 +00:04:37,090 --> 00:04:40,860 +محافظة على ال exact and least ratio برضه الـ Geary + +49 +00:04:40,860 --> 00:04:46,060 +Drive بتنقل كمية كبيرة من ال power يعني تنقل كمية + +50 +00:04:46,060 --> 00:04:49,000 +كبيرة من ال power ال efficiency بتاعتها بتتخطى ال + +51 +00:04:49,000 --> 00:04:54,620 +35% ال losses فيها قليلة ال Geary Drives ال + +52 +00:04:54,620 --> 00:04:58,620 +service is reliable يعني بتعمر لفترة طويلة بتعطينا + +53 +00:04:58,620 --> 00:05:04,460 +خدمة ممتازة الحجم .. حجم عشان أعمل تقليل في السرعة + +54 +00:05:04,460 --> 00:05:07,260 +أو زيادة في السرعة ما بياخدش حجم كبير يعني مثلا في حالة + +55 +00:05:07,260 --> 00:05:11,320 +ال pulleys بتاخد space كتير لكن ال gears بتاخد space + +56 +00:05:11,320 --> 00:05:16,740 +أقل طبعا + +57 +00:05:16,740 --> 00:05:23,160 +العيوب تصنيع التروس بتطول وبتطلب معدات وأدوات + +58 +00:05:23,160 --> 00:05:31,500 +خاصة، أي خطأ في عملية القطع أو قص الأسنان ممكن يؤدي + +59 +00:05:31,500 --> 00:05:34,440 +ل اهتزازات وضجيج في ال machine + +60 +00:05:39,020 --> 00:05:47,640 +الآن ال .. التروس اللي هم تصنيفات ممكن تصنفهم طبقا + +61 +00:05:47,640 --> 00:05:53,660 +لموضع المحاور اللي راكب عليها التروس، أو طبقا + +62 +00:05:53,660 --> 00:06:01,780 +للسرعة المحيطية للترس، أو طبقا لنوع ال gear أو طبقا + +63 +00:06:01,780 --> 00:06:07,490 +لموضع الأسنان أسنان ال gear هي أسنان متوازية، مائلة، + +64 +00:06:07,490 --> 00:06:12,910 +منحنية هنشوف كل تصنيف، هذا أول تصنيف التصنيف + +65 +00:06:12,910 --> 00:06:18,990 +طبقا لل position of axes of shafts فالحالة هذه + +66 +00:06:18,990 --> 00:06:27,310 +عندي ايش يعني محور ال pinion موازية لمحور ايش ال + +67 +00:06:27,310 --> 00:06:33,890 +gear هي برضه المحورين متوازيين معناه تفهميني parallel + +68 +00:06:33,890 --> 00:06:39,850 +axis عندي + +69 +00:06:39,850 --> 00:06:46,890 +non-parallel intersecting يعني هاي محور وهي محور + +70 +00:06:46,890 --> 00:06:57,010 +متقاطعين في نقطة مش متوازين لكن هم متقاطعين يعني + +71 +00:06:57,010 --> 00:07:00,170 +أنت هنا بتنقل حركة من مستوى لمستوى زي أنت عندك في + +72 +00:07:00,170 --> 00:07:06,610 +السيارة في السيارة أنت طالع ال output shaft + +73 +00:07:06,610 --> 00:07:10,470 +من ال gearbox ورايح للعجلات هو بدور زي هيك + +74 +00:07:10,470 --> 00:07:17,430 +العجلات مش بتدور فأنا نقلت ال axis rotation بدل ما + +75 +00:07:17,430 --> 00:07:20,950 +هو هذا هو المحور صار هو هذا المحور فبلزم نعيش زي + +76 +00:07:20,950 --> 00:07:28,610 +هيك في عندي non-intersecting non-parallel يعني + +77 +00:07:28,610 --> 00:07:34,030 +عندي هاي worm gear هي محور ال worm وهي محور ال + +78 +00:07:34,030 --> 00:07:38,710 +gear أول شيء مش متوازين هي محور وهي محور رقم + +79 +00:07:38,710 --> 00:07:47,210 +اثنين مش متقاطعين حالة ثانية عند هي pinion وهي + +80 +00:07:47,210 --> 00:07:52,430 +gear هي محور هذا وهي محور هذا من تحت مش متقاطعين و + +81 +00:07:52,430 --> 00:07:56,470 +مش متوازين non-intersecting و non-parallel معناه + +82 +00:07:56,470 --> 00:07:59,950 +التصنيف الأول طبقا ال position of axes of the shafts + +83 +00:07:59,950 --> 00:08:04,350 +ممكن تكون ال two axes parallel ممكن تكونوا non + +84 +00:08:04,350 --> 00:08:08,870 +parallel intersecting ممكن تكونوا non intersecting + +85 +00:08:08,870 --> 00:08:13,710 +non parallel التصنيف + +86 +00:08:13,710 --> 00:08:17,870 +الثاني طبقا للسرعة المحيطية على ال gears فإندي low + +87 +00:08:17,870 --> 00:08:20,370 +velocity gearing medium velocity و high velocity + +88 +00:08:21,120 --> 00:08:23,360 +إذا السرعة كانت أقل من ثلاثة متر .. السرعة + +89 +00:08:23,360 --> 00:08:25,400 +المحيطية أقل من ثلاثة متر على الثانية اللي هو + +90 +00:08:25,400 --> 00:08:28,620 +velocity بين الثلاثة والخمس عشر متر على الثانية + +91 +00:08:28,620 --> 00:08:32,100 +median velocity أكبر من خمسة عشر متر per second بتكون + +92 +00:08:32,100 --> 00:08:37,360 +high velocity according + +93 +00:08:37,360 --> 00:08:42,200 +to تصنيف الثالث according to type of gearing عنده + +94 +00:08:42,200 --> 00:08:46,800 +تروس خارجية external gearing عنده + +95 +00:08:46,800 --> 00:08:53,370 +internal gearing عنده rack and pinion يعني ترس عدل + +96 +00:08:53,370 --> 00:09:00,650 +مع ترس عادي rack and pinion + +97 +00:09:00,650 --> 00:09:06,350 +so far حكينا ثلاث طرق للتصنيف، الطريقة الرابعة على + +98 +00:09:06,350 --> 00:09:12,910 +التصنيف اللي هي طبقا لوضعية الأسنان، وضعية الأسنان + +99 +00:09:12,910 --> 00:09:18,030 +ممكن الأسنان تكون straight ال + +100 +00:09:18,030 --> 00:09:26,830 +sparger الأسنان عدل ممكن تكون inclined زي هذا ممكن + +101 +00:09:26,830 --> 00:09:33,410 +تكون curved أو spiral زي هذا، هذا فيه curvature هذا + +102 +00:09:33,410 --> 00:09:43,590 +عدل هذا مايل بس مش فيه curvature يعني + +103 +00:09:43,590 --> 00:09:47,290 +إني straight inclined و curved + +104 +00:09:51,260 --> 00:10:00,180 +الآن تسميات هندسية لل truth على النحو التالي + +105 +00:10:00,180 --> 00:10:06,140 +الدائرة + +106 +00:10:06,140 --> 00:10:11,380 +الخارجية أو القطر الخارجي بسميها ال addendum + +107 +00:10:11,380 --> 00:10:20,050 +circle addendum circle الدائرة الداخلية اسمها ال + +108 +00:10:20,050 --> 00:10:24,210 +root circle أو + +109 +00:10:24,210 --> 00:10:31,090 +ال dedendum circle في دائرة بينهم بسميها ال pitch + +110 +00:10:31,090 --> 00:10:37,690 +circle ال pitch circle طبعا + +111 +00:10:37,690 --> 00:10:42,670 +المسافة بين ال pitch circle و ال addendum circle + +112 +00:10:42,670 --> 00:10:48,580 +هذه المسافة بسميها ال addendum والمسافة بين ال + +113 +00:10:48,580 --> 00:10:56,640 +pitch circle و dedendum circle بسميها dedendum ال + +114 +00:10:56,640 --> 00:11:01,560 +total depth للسن total depth للسن عبارة عن مجموعة + +115 +00:11:01,560 --> 00:11:11,160 +ال addendum زائد dedendum المسافة + +116 +00:11:11,160 --> 00:11:14,040 +بين نقطة وتكرارها يعني أنا لو بديت أكرر هيبدأ + +117 +00:11:14,040 --> 00:11:15,360 +السن لو بديت من النقطة هذه + +118 +00:11:27,910 --> 00:11:34,130 +بعدين بيبدأ السن يتكرر صح؟ هذه المسافة بسميها + +119 +00:11:34,130 --> 00:11:38,650 +ال circular pitch المسافة هذه ال circular pitch + +120 +00:11:38,650 --> 00:11:42,070 +مسافة + +121 +00:11:42,070 --> 00:11:52,450 +من هنا لهنا ال tooth thickness من هنا لهنا ال + +122 +00:11:52,450 --> 00:11:53,250 +tooth space + +123 +00:11:58,250 --> 00:12:05,830 +الآن ال curve من هنا لحد هنا بيسموه + +124 +00:12:05,830 --> 00:12:14,590 +involute involute curve هذا ال pitch circle المنطقة + +125 +00:12:14,590 --> 00:12:22,250 +اللي أعلى involute اللي أعلى ال pitch circle بسميها + +126 +00:12:22,250 --> 00:12:29,450 +ال face اللي تحت ال flank الآن بين ال root diameter + +127 +00:12:29,450 --> 00:12:33,070 +هذا ال root diameter أو ال dedendum diameter فين دي + +128 +00:12:33,070 --> 00:12:40,170 +fillet هذا بسميها ايش ال fillet هذا ال top land + +129 +00:12:40,170 --> 00:12:45,110 +هذا top + +130 +00:12:45,110 --> 00:12:51,830 +land هذا سماكة الترس ال face width ال face width + +131 +00:12:55,190 --> 00:12:59,550 +طبعا لما يكون عندي ترس ثاني engaged مع الترس هذا + +132 +00:12:59,550 --> 00:13:03,070 +هي ترس ما يكونش واصل للاخر بيكون فيه فراغ يعني + +133 +00:13:03,070 --> 00:13:10,530 +السن الثاني بيكون + +134 +00:13:10,530 --> 00:13:15,150 +فيه فراغ بسميه + +135 +00:13:15,150 --> 00:13:20,090 +ال clearance معناته للسن هذا هو ال total depth + +136 +00:13:20,090 --> 00:13:24,310 +اللي هو ال addendum زائد ال dedendum ال working + +137 +00:13:24,310 --> 00:13:29,970 +depth اللي هو ايش؟ اللي هو هذا عبارة عن ال total + +138 +00:13:29,970 --> 00:13:33,870 +depth ناقص ال clearance total depth ناقص ال + +139 +00:13:33,870 --> 00:13:37,710 +clearance هذا هو ال working depth هذا ال total + +140 +00:13:37,710 --> 00:13:48,510 +depth كله + +141 +00:13:48,510 --> 00:13:49,010 +بطلها + +142 +00:13:57,980 --> 00:14:03,560 +في عندي ال pressure line لأن بيكون سن لدرايفر + +143 +00:14:03,560 --> 00:14:11,820 +بيضغط على ال driven مظهر بيضغطه باتجاه معين هذا + +144 +00:14:11,820 --> 00:14:18,080 +مثل خطة ضغط وهذا ال tangent لل two pitch circles + +145 +00:14:18,080 --> 00:14:22,960 +ال two pitch circles للدرايفر وللدرايفر السبب بين + +146 +00:14:22,960 --> 00:14:26,730 +tangent line و ال pressure line بيسموها ال pressure + +147 +00:14:26,730 --> 00:14:34,590 +angle زاوية الضغط ال pressure angle + +148 +00:14:34,590 --> 00:14:43,170 +طبعا الدائرة هذه ال pressure line هو الخط الواصل + +149 +00:14:43,170 --> 00:14:47,310 +بين ال pitch point اللي هي نقطة تماس ال two pitch + +150 +00:14:47,310 --> 00:14:52,930 +circles وماس لدائرة اسمها ال base circle بعدش واحد + +151 +00:14:52,930 --> 00:14:56,880 +يعرف ايش ال base circle ال pressure line هو خط + +152 +00:14:56,880 --> 00:15:01,280 +مماس لل base circle ومور في ال pitch point ال + +153 +00:15:01,280 --> 00:15:05,620 +pitch point هي نقطة تماس two pitch circles لل + +154 +00:15:05,620 --> 00:15:19,300 +driver و لل driven ال + +155 +00:15:19,300 --> 00:15:23,380 +working depth نرسم + +156 +00:15:23,380 --> 00:15:24,020 +السن هنا + +157 +00:15:30,490 --> 00:15:33,670 +لحظة ايه ال working depth من هنا الى هنا بيساوي + +158 +00:15:33,670 --> 00:15:38,950 +الطول هذا زي الطول هذا هذا ال pitch الطول هذا هو + +159 +00:15:38,950 --> 00:15:43,050 +ال addendum لل thirds والطول الثاني addendum لل + +160 +00:15:43,050 --> 00:15:47,950 +thirds المقابل المعنى ال working depth بيساوي ال sum + +161 +00:15:49,550 --> 00:15:53,410 +of two addendums addendum ل driver و addendum ل + +162 +00:15:53,410 --> 00:15:59,610 +driven أو هو ال working total depth ناقص ال + +163 +00:15:59,610 --> 00:16:09,210 +clearance نظريا + +164 +00:16:09,210 --> 00:16:14,890 +المفروض نظريا + +165 +00:16:17,600 --> 00:16:23,760 +ال tooth thickness بيساوي tooth space لكن عاملين + +166 +00:16:23,760 --> 00:16:29,580 +بيخليوا شوية فراغ بينهم بيكون يحدث tooth thickness + +167 +00:16:29,580 --> 00:16:34,540 +أقل من ال tooth space شوية عشان يصير فراغ + +168 +00:16:34,540 --> 00:16:41,700 +otherwise بيحشروا الأسنان في بعض الفراغ بيسموه + +169 +00:16:41,700 --> 00:16:42,500 +backlash + +170 +00:16:48,090 --> 00:16:53,410 +فراغ back ايش معناها خلف فراغ من الخلف يعني بيكون + +171 +00:16:53,410 --> 00:16:59,590 +عندي هاي إذا .. هاي السن هنا و + +172 +00:16:59,590 --> 00:17:03,770 +هذا ال .. drive هذا الاتجاه الفراغ بيكون وراه عشان + +173 +00:17:03,770 --> 00:17:10,150 +إنك تسميه backlash اه + +174 +00:17:10,150 --> 00:17:14,530 +مش كويس يكون لازم يكون قليل كتير لازم يكون قليل + +175 +00:17:14,530 --> 00:17:21,800 +كتير طبعا برضه فيه حل لل backlash ممكن تستخدم ما + +176 +00:17:21,800 --> 00:17:27,760 +يسمى scissor gear عشان لما أول ما تشغل بيكون فيه + +177 +00:17:27,760 --> 00:17:32,520 +فراغ بين السن والسن أول ما تشغل بيخبط، الخبط هذا + +178 +00:17:32,520 --> 00:17:39,580 +ماشي كويس اللي حل 95 + +179 +00:17:39,580 --> 00:17:45,410 +بالمئة من ال efficiency تبع ال gears هي ما بتبدأش إلا + +180 +00:17:45,410 --> 00:17:50,710 +هي ايش يعني efficiency؟ + +181 +00:17:50,710 --> 00:17:56,210 +يعني أنت .. أنت بتنقل 100 وات من .. من .. من .. من + +182 +00:17:56,210 --> 00:18:00,990 +.. من مكان لمكان كويس؟ من شفت لشفت النتيجة النقل + +183 +00:18:00,990 --> 00:18:13,050 +بيصير فيه فاقد، الفاقد معظمها اللي هي بتكون احتكاك في + +184 +00:18:13,050 --> 00:18:20,130 +حالة ال invalid gears بيكون pure rolling action عند + +185 +00:18:20,130 --> 00:18:26,330 +ال pitch point فقط بين لحظة دخول ال driving + +186 +00:18:26,330 --> 00:18:30,770 +التعشيق بين ال driving و ال + +201 +00:19:39,610 --> 00:19:42,870 +أنت فيك وفيك وفي شيء بيقاومك يعني واضح بتفقد يزول + +202 +00:19:42,870 --> 00:19:50,430 +من قدرتك طيب + +203 +00:19:50,430 --> 00:20:00,510 +ال + +204 +00:20:00,510 --> 00:20:04,390 +circular pitch أنا عندي high السن + +205 +00:20:16,230 --> 00:20:23,410 +لو قديت بالنقطة هذه هذه المسافة طول + +206 +00:20:23,410 --> 00:20:27,590 +الأرك هذا اللي هو ال circular pitch سمي اللي هي P + +207 +00:20:27,590 --> 00:20:35,790 +small C المحيط الدائرة هذي أكم المحيط + +208 +00:20:35,790 --> 00:20:42,890 +ال باي في دي باي في دي عشان مش مسافة بقسم على عدد + +209 +00:20:42,890 --> 00:20:48,910 +الأسنان يعني من هنا إلى هنا أكم سن مر علي واحد على + +210 +00:20:48,910 --> 00:20:57,470 +عدد الأسنان T عدد الأسنان بيعطيني المسافة هذه + +211 +00:20:57,470 --> 00:21:02,090 +يعني هي تقسيمة المحيط على عدد الأسنان تقسيمة + +212 +00:21:02,090 --> 00:21:07,430 +المحيط على عدد الأسنان اللي هي circular pitch عشان + +213 +00:21:07,430 --> 00:21:12,320 +ال gears يلفوا مع بعض لازم ال circular pitch على ال + +214 +00:21:12,320 --> 00:21:16,480 +ترسين نفس الشيء تكون يعني الترس ده ماشي هذه + +215 +00:21:16,480 --> 00:21:19,920 +المسافة الترس الثاني يمشي معاه بالعكس نفس المسافة + +216 +00:21:19,920 --> 00:21:24,560 +ماشي؟ هيك منطقي لازم ال circular pitch for the two + +217 +00:21:24,560 --> 00:21:31,140 +gears يعني هتكون ال piece هتكون π D الكبيرة على + +218 +00:21:31,140 --> 00:21:34,660 +D1 على ال T1 + +219 +00:21:40,570 --> 00:21:44,190 +يعني D1 على T1 يستوي D2 على T + +220 +00:21:44,190 --> 00:21:50,830 +1 على T2 اه طبعًا + +221 +00:21:50,830 --> 00:21:55,130 +ما هي الفكرة أنهم طبعًا هم لازم عدد الأسنان يختلف عشان + +222 +00:21:55,130 --> 00:22:01,090 +ال circular pitch تكون متساوية اضغط عشان ال PC + +223 +00:22:01,090 --> 00:22:07,510 +تتساوى لازم عدد الأسنان يختلف إلا إذا كانوا ترسين نفس + +224 +00:22:07,510 --> 00:22:09,210 +الحجم اضغط + +225 +00:22:14,420 --> 00:22:18,240 +في مصطلح ما يسمى ال diametral pitch اللي هي + +226 +00:22:18,240 --> 00:22:21,360 +النسبة بين قعدت في الوحدات الإنجليزية النسبة بين + +227 +00:22:21,360 --> 00:22:27,920 +عدد الأسنان على ال pitch diameter على ال pitch + +228 +00:22:27,920 --> 00:22:35,080 +diameter بيساوي برضه ال π على ال circular pitch + +229 +00:22:35,080 --> 00:22:39,480 +ال π على ال circular pitch في نظام ال metric ال + +230 +00:22:39,480 --> 00:22:44,070 +metric system بيستخدم الموديول الموديول هو النسبة + +231 +00:22:44,070 --> 00:22:51,310 +بين ال pitch diameter على عدد الأسنان الموديول + +232 +00:22:51,310 --> 00:22:53,930 +بيساوة 1 على ال pitch diameter الموديول + +233 +00:22:53,930 --> 00:23:04,110 +بيساوة 1 على ال pitch diameter الآن + +234 +00:23:04,110 --> 00:23:07,550 +خلينا نفهم ال law of gearing من أين أجت فكرة ال + +235 +00:23:07,550 --> 00:23:07,930 +truth + +236 +00:23:15,880 --> 00:23:18,800 +في عندي two bodies ال body اللي باللون الأخضر + +237 +00:23:18,800 --> 00:23:32,820 +anybody وشكله أي شكل بيدور حوالي محور O1 وفي + +238 +00:23:32,820 --> 00:23:36,180 +جسم ثاني بيدور حوالي محور O2 + +239 +00:23:44,570 --> 00:23:49,190 +والجسمين هذين المتلامسين عند نقطة C هذا نقطة + +240 +00:23:49,190 --> 00:23:57,370 +التلامس طبعًا الجسم + +241 +00:23:57,370 --> 00:24:08,150 +هذا اللي أي شكل بيدور بسرعة زاوية ω1 الجسم + +242 +00:24:08,150 --> 00:24:12,150 +الثاني هيدور بسرعة زاوية ω2 + +243 +00:24:16,950 --> 00:24:23,630 +معنى سرعة النقطة C كما + +244 +00:24:23,630 --> 00:24:34,050 +لو كانت على ال body الأولاني هتكون VC + +245 +00:24:34,050 --> 00:24:39,910 +1 VC1 ماشي يساوي ω + +246 +00:24:39,910 --> 00:24:44,450 +1 في O1C صح؟ + +247 +00:24:52,390 --> 00:24:57,450 +لأن جسم الثاني النقطة C برضه واقعة على جسم الثاني + +248 +00:24:57,450 --> 00:25:02,690 +هتكون VC2 طبعًا هذه زاوية تسعين درجة هتكون هذه + +249 +00:25:02,690 --> 00:25:07,150 +تسعين + +250 +00:25:07,150 --> 00:25:10,290 +درجة + +251 +00:25:10,290 --> 00:25:17,090 +هذه + +252 +00:25:17,090 --> 00:25:18,130 +O2C + +253 +00:25:25,740 --> 00:25:41,360 +هي O2C هتكون VC2 برضه + +254 +00:25:41,360 --> 00:25:44,100 +هتكون عمودية على ال O2TC + +255 +00:25:59,000 --> 00:26:03,280 +في عنده خطين في واحد common tangent بين ال two + +256 +00:26:03,280 --> 00:26:23,380 +surfaces ونقطة C هذا common tangent هذا + +257 +00:26:23,380 --> 00:26:24,120 +common tangent + +258 +00:26:27,780 --> 00:26:32,440 +وفي common normal اللي هيكون عمودي على ال tangent + +259 +00:26:32,440 --> 00:26:35,460 +صح هذا common normal + +260 +00:26:59,850 --> 00:27:03,710 +سرعة النقطة C1 الواقعة على ال body الأولاني VC1 + +261 +00:27:03,710 --> 00:27:14,290 +بتعمل زاوية α مع + +262 +00:27:14,290 --> 00:27:22,430 +ال common normal VC2 + +263 +00:27:22,430 --> 00:27:26,370 +بتعمل زاوية β مع ال common normal + +264 +00:27:40,190 --> 00:27:47,090 +لو أخدت مركبة ال VC1 باتجاه ال common normal و + +265 +00:27:47,090 --> 00:27:53,290 +مركبة ال VC2 along common normal هتكون إيه؟ هتكون + +266 +00:27:53,290 --> 00:27:58,870 +عند VC1 Cos + +267 +00:27:58,870 --> 00:28:06,110 +α و VC2 + +268 +00:28:06,110 --> 00:28:15,300 +Cos β صح لأن + +269 +00:28:15,300 --> 00:28:23,960 +عندي المركبة هذه VC1 Cos α ممكن تكون تساوي هذه + +270 +00:28:23,960 --> 00:28:32,300 +أو أكبر أو أصغر في احتمالات غير هيك طيب لو كانت + +271 +00:28:32,300 --> 00:28:35,620 +VC1 أقل + +272 +00:28:38,990 --> 00:28:44,950 +المركبة VC1 Cos α أقل من VC2 Cos β إيش + +273 +00:28:44,950 --> 00:28:55,510 +هيصير؟ هيفلطوا عن بعض We will lose contact صح؟ + +274 +00:28:55,510 --> 00:29:00,190 +الاحتمال + +275 +00:29:00,190 --> 00:29:10,430 +الثاني لو كانت VC1 Cos α أكبر من VC2 Cos β + +276 +00:29:10,430 --> 00:29:21,650 +معناته هذه هتكون أسرع فهيغرزوا بعض صح؟ + +277 +00:29:21,650 --> 00:29:30,930 +معناته عشان أبضن الجسمين يظلوا متلمسين نقطة C لازم + +278 +00:29:30,930 --> 00:29:35,350 +VC1 Cos α تساوي VC2 Cos β + +279 +00:29:38,670 --> 00:29:45,090 +Cos α لازم تكون تساوي VC2 Cos + +280 +00:29:45,090 --> 00:29:53,230 +β VC1 إيش يساوي حاكينا ω1 في + +281 +00:29:53,230 --> 00:29:57,930 +O1C في + +282 +00:29:57,930 --> 00:30:07,190 +Cos α بيساوي ω1 ω2 في O2C في + +283 +00:30:07,190 --> 00:30:11,950 +Cos β هذا + +284 +00:30:11,950 --> 00:30:16,010 +زوايا α وهذه + +285 +00:30:16,010 --> 00:30:22,310 +تسعين صح وخط هذا هذا زوايا إيش هتكون هتكون 180 + +286 +00:30:22,310 --> 00:30:26,790 +ناقص 90 ناقص α يعني هتكون 90 ناقص + +287 +00:30:26,790 --> 00:30:33,230 +α هذا هتكون 90 minus α وهذا المثلث أنا + +288 +00:30:33,230 --> 00:30:44,310 +عامل هنا عمودي ما تزادش هتكون α بنفس المنطقة + +289 +00:30:44,310 --> 00:30:54,170 +الزاوية هذه هتكون + +290 +00:30:54,170 --> 00:31:04,320 +إيه؟ هذه β، صح؟ معناته، عندي هتكون ω1 في + +291 +00:31:04,320 --> 00:31:18,460 +O1C في Cos α هتكون O1M على O1C صح O1M على O1C So + +292 +00:31:18,460 --> 00:31:29,440 +ω2 في O2C في Cos β اللي هي O2N على + +293 +00:31:29,440 --> 00:31:36,020 +O2C معناته هتروح وحاسس إن عندي ω1 في O + +294 +00:31:36,020 --> 00:31:50,960 +1M ω2 في O2N لأن + +295 +00:31:50,960 --> 00:31:54,340 +لو وصلت ال two centers أي O أو O1 مع O2 + +296 +00:32:08,240 --> 00:32:16,560 +هتقطع في نقطة هسميها P لو + +297 +00:32:16,560 --> 00:32:25,140 +أخدت المثلثين طبعًا الزاوية هذه هذه + +298 +00:32:25,140 --> 00:32:35,280 +الزاوية تساوي هذه الزاوية صح؟ المثلثين O1M + +299 +00:32:35,280 --> 00:32:36,420 +المثلثين + +300 +00:32:42,210 --> 00:32:53,270 +O1MP و O2NP إيش معاهم متشابهين صح يعني + +301 +00:32:53,270 --> 00:32:55,690 +عندي تسعين وهذه بتساوي هذه معناه الثالثة بتساوي + +302 +00:32:55,690 --> 00:33:00,110 +الثالثة اللي هي الزاوية هذه هذه الزاوية هي أكيد + +303 +00:33:00,110 --> 00:33:05,270 +بتساوي هذه الزاوية معناه تحكون عندهم متناظرين + +304 +00:33:05,270 --> 00:33:06,030 +وثلاثات + +305 +00:33:12,590 --> 00:33:18,650 +O1M O2N O1P + +306 +00:33:18,650 --> 00:33:23,090 +O2P + +307 +00:33:23,090 --> 00:33:26,950 +يعني + +308 +00:33:26,950 --> 00:33:36,290 +من المعادلة ω1 ω2 على + +309 +00:33:36,290 --> 00:33:47,070 +ω1 بيساوي O1M من هذه المعادلة على O2N اللي + +310 +00:33:47,070 --> 00:33:53,490 +هي بيساوي O1M على O2N بيساوي O1P على + +311 +00:33:53,490 --> 00:33:56,910 +O2P + +312 +00:33:56,910 --> 00:34:04,210 +يعني ال ratio بين السرعة الزاوية هذه ω2 على + +313 +00:34:04,210 --> 00:34:07,670 +السرعة الزاوية للجسم الأولاني بيساوي + +314 +00:34:10,600 --> 00:34:18,000 +O1P على O2P عشان تكون ال ratio بين ω2 و ω + +315 +00:34:18,000 --> 00:34:29,940 +1 ثابتة لازم تكون نقطة P ثابتة صح؟ إذا تغير موقعها، + +316 +00:34:29,940 --> 00:34:35,040 +بتبطل ال ratio ثابتة هذا هو ال law of gearing + +317 +00:34:38,140 --> 00:34:42,380 +يعني to assure constant velocity ratio between + +318 +00:34:42,380 --> 00:34:46,800 +body one and body two النقطة P تسمى ال pitch + +319 +00:34:46,800 --> 00:34:57,520 +point should be fixed should be fixed ال + +320 +00:34:57,520 --> 00:35:05,000 +pitch point هي تقاطع ال common normal مع ال line + +321 +00:35:05,000 --> 00:35:05,640 +of centers + +322 +00:35:08,560 --> 00:35:12,640 +في ال truth of what I'm trying to say في ال common + +323 +00:35:12,640 --> 00:35:16,180 +normal وال line .. يعني برضه ال pitch .. ال pitch + +324 +00:35:16,180 --> 00:35:23,560 +point هي تقاطع ال common normal مع ال center to + +325 +00:35:23,560 --> 00:35:27,680 +center distance common normal جاي على إيش؟ ال + +326 +00:35:27,680 --> 00:35:32,040 +pressure line بتقاطع مع إيش؟ مع ال line of centers + +327 +00:35:32,040 --> 00:35:37,040 +معناته تقول law of gearing for two bodies in contact + +328 +00:35:37,040 --> 00:35:40,260 +تعشر اللي هو constant proliferation ω2 على + +329 +00:35:40,260 --> 00:35:43,160 +ω1 عشان هي تكون constant لازم موقع النقطة هذه + +330 +00:35:43,160 --> 00:35:53,000 +يكون ثابت هذا ما يسمى ال law of gearing طيب + +331 +00:35:53,000 --> 00:35:59,640 +طيب + +332 +00:35:59,640 --> 00:36:01,760 +في الاتجاه هذا مركبة + +333 +00:36:05,010 --> 00:36:10,610 +مركبة ال VC1 في اتجاه ال common tangent إذا حتصير + +334 +00:36:10,610 --> 00:36:14,830 +sliding فهذه ال tangents هتصير ال sliding velocity + +335 +00:36:14,830 --> 00:36:23,390 +Vs أو V sliding sliding velocity هتكون مركبة ال + +336 +00:36:23,390 --> 00:36:30,410 +VC1 along ال common tangent VC1 sin + +337 +00:36:30,410 --> 00:36:43,120 +α-VC2 Sine β هذه + +338 +00:36:43,120 --> 00:36:49,760 +المركبة هذه VC2 و + +339 +00:36:49,760 --> 00:36:54,680 +VC2 + +340 +00:36:54,680 --> 00:36:59,400 +Sine β و VC1 Sine β إذا لدي جسمين + +341 +00:37:03,370 --> 00:37:08,490 +جسمين ماشيين في نفس الاتجاه إذا جسمين ماشيين في + +342 +00:37:08,490 --> 00:37:14,390 +نفس السرعة مش هيسير بينهم sliding صح؟ إذا واحد ماشي + +343 +00:37:14,390 --> 00:37:17,210 +أسرع من الثانية أو أبطأ من الثانية هيسير sliding + +344 +00:37:17,210 --> 00:37:29,170 +صح؟ صح مثلاً ينزلق للسيارة على أرض الشارع السيارة + +345 +00:37:29,170 --> 00:37:34,440 +والعجل هو يتدحرج سرعة نقطة التلامس بين الأرض والعجل + +346 +00:37:34,440 --> 00:37:41,760 +بيساوي صفر، مظبوط؟ لما تضرب brake بال inertia + +347 +00:37:41,760 --> 00:37:45,260 +بتاعة السيارة، بيبطل العجل، فبيصير sliding، بيصير + +348 +00:37:45,260 --> 00:37:48,760 +نقطة التلامس اللي هي على العجل، إلها سرعة، ونقطة + +349 +00:37:48,760 --> 00:37:51,700 +التلامس على الأرض ما هي الأرض ثابتة، صفر، فبيصير + +350 +00:37:51,700 --> 00:37:57,160 +إيش؟ بنفس المنطقة دي بيكون في ال V هتكون ال sliding + +351 +00:37:57,160 --> 00:38:01,200 +velocity اللي هي VC1 Sin α minus VC2 + +352 +00:38:01,200 --> 00:38:07,220 +Sin β اللي هي هتكون تساوي اللي هي ω1 في + +353 +00:38:07,220 --> 00:38:15,280 +O1C واحنا حاكينا Sin α إيش بيساوي Sin α + +354 +00:38:15,280 --> 00:38:24,000 +بيساوي hα بيساوي MC على O1C في MC + +355 +00:38:24,000 --> 00:38:33,040 +على O1C minus ω2 في O2C في + +356 +00:38:33,040 --> 00:38:43,500 +Sin β Sin β اللي هو هتكون NC NC على + +357 +00:38:43,500 --> 00:38:58,060 +O2C يعني هتكون ω1MC-ω2NC لأن + +358 +00:38:58,060 --> 00:39:04,900 +ω1 هعمل حركة ال MC هذا ال MC هنرفع سندي ال + +359 +00:39:04,900 --> 00:39:10,880 +pitch point بيساوي MP زائد PC + +360 +00:39:14,870 --> 00:39:24,070 +زائد PC minus ω2 NC هاي ال pitch point NP + +361 +00:39:24,070 --> 00:39:27,350 +PC + +362 +00:39:27,350 --> 00:39:32,070 +NP minus + +363 +00:39:32,070 --> 00:39:43,890 +PC حيكون يعني ω1 MB minus ω2 NP + +364 +00:39:46,430 --> 00:39:56,090 +طبعًا هذه هتكون minus minus plus زائد زائد هتكون PC + +365 +00:39:56,090 --> 0:40:08,590 +مشترك PC في ω1 زائد ω2 إذا + +366 +00:40:08,590 --> 00:40:11,210 +فاكرين احنا عكينا قبل شوية + +367 +00:40:13,920 --> 00:40:16,280 +ω1 على ω2 بيساوي NP على ω2 + +368 +00:40:16,280 --> 00:40:17,440 +بيساوي NP بيساوي NP بيساوي NP بيساوي N + +369 +00:40:17,440 --> 00:40:27,300 +بيساوي NP بيساوي NP بيساوي NP بيساوي NP بيساوي + +370 +00:40:27,300 --> 00:40:29,620 +NP بيساوي NP بيساوي NP بيساوي NP بيساوي NP + +371 +00:40:29,620 --> 00:40:40,760 +NP بيساوي NP بيساوي NP بيساوي NP بيساوي NP بيساوي + +372 +00:40:44,280 --> 00:40:50,880 +على بعد ال pitch point عن ال contact point يعني لو + +373 +00:40:50,880 --> 00:40:54,080 +ال pitch point انطبقت على ال contact point مايكون + +374 +00:40:54,080 --> 00:40:58,400 +فيه sliding ما فيش sliding عشان في ال gear عند ال + +375 +00:40:58,400 --> 00:41:05,040 +pitch point ما فيش sliding لأن ال pitch منطبقة على + +376 +00:41:05,040 --> 00:41:14,710 +ال contact point ف ال sliding velocity تعتمد على + +377 +00:41:14,710 --> 00:41:18,830 +مسافة PC كل ما يبعد من ال C كل ما تقل إذا انطبقت + +378 +00:41:18,830 --> 00:41:33,810 +على C بيساوي Zero طيب + +379 +00:41:41,360 --> 00:41:45,400 +اليوم نكتفي والمحاضرة الجاية بنكمل إن شاء الله + +380 +00:41:45,400 --> 00:41:46,300 +أعطيكم العافية diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/JdvnScd5JhA_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/JdvnScd5JhA_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..174007c9487f70199ea2a021f3895a9bc9027e3c --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/JdvnScd5JhA_postprocess.srt @@ -0,0 +1,1520 @@ +1 +00:00:05,030 --> 00:00:08,930 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل + +2 +00:00:08,930 --> 00:00:13,250 +همادة نظرية الألات هنبدأ في chapter جديد اللي هو + +3 +00:00:13,250 --> 00:00:18,630 +ال truth او ال gears هنبدأ في بعض المفاهيم + +4 +00:00:18,630 --> 00:00:23,430 +الأساسية يعني + +5 +00:00:23,430 --> 00:00:32,550 +بالأساس حركة أي ترسين كأنه تمثل او ممثل بحركة two + +6 +00:00:32,550 --> 00:00:38,200 +discsهي عندى driving disk و driving disk اللى + +7 +00:00:38,200 --> 00:00:41,480 +بيحركهم قوة الاحتكاك بين ال two disks انا عندى هاي + +8 +00:00:41,480 --> 00:00:47,720 +disk بدور بعكس عقارب الساعة ان انتش الاحتكاك + +9 +00:00:47,720 --> 00:00:54,500 +الاحتكاك بتولد force P force + +10 +00:00:54,500 --> 00:01:01,780 +P طبعا ال force P بتتنجى في عندى انا انا خلتهم + +11 +00:01:01,780 --> 00:01:06,730 +يلمسوا بعضدغطوا مع بعض معناته فى normal force من + +12 +00:01:06,730 --> 00:01:10,670 +الترس الأولى على التانى ومن التانى على الأول هذه + +13 +00:01:10,670 --> 00:01:18,090 +ولدت احتكاك لأن قوة الاحتكاك القصوى هتكون معامل + +14 +00:01:18,090 --> 00:01:25,190 +احتكاك فى ال normal force URN طالما + +15 +00:01:25,190 --> 00:01:31,110 +ال force P أقل من الاحتكاك اكبر قيمة الاحتكاك + +16 +00:01:35,000 --> 00:01:41,440 +أنا بأطبع إن مافيش sliding لكن إذا كانت ال force + +17 +00:01:41,440 --> 00:01:46,080 +اللازمة عشان أدور ال two discs أعلى من الاحتكاك + +18 +00:01:46,080 --> 00:01:51,520 +المتاح، هتصبح sliding، مظهر؟ إذا كانت ال force + +19 +00:01:51,520 --> 00:02:01,100 +اللازمة to rotate the disc أكتر من الاحتكاك + +20 +00:02:01,100 --> 00:02:03,320 +المتاح، هتصبح sliding أكيد + +21 +00:02:08,000 --> 00:02:11,560 +عشان هيك انا بسميش في حالة ال disk بسمي يعني .. + +22 +00:02:11,560 --> 00:02:16,200 +يعني الحركة بين ال two disks due to friction + +23 +00:02:16,200 --> 00:02:20,760 +بسميها is not a positive drive ايش يعني is not a + +24 +00:02:20,760 --> 00:02:24,500 +positive drive يعني بقعد مانش انه مايصيرش sliding + +25 +00:02:24,500 --> 00:02:29,320 +إذا صار sliding معناته ال velocity ratio بين + +26 +00:02:29,320 --> 00:02:34,160 +التانين بتبطل ثابتة إذا صار sliding ال velocity + +27 +00:02:34,160 --> 00:02:39,580 +ratio بتبطل ثابتةfor a drive to be positive لازم + +28 +00:02:39,580 --> 00:02:50,740 +ال frustration دلها ايش ثابتة عشان + +29 +00:02:50,740 --> 00:02:57,260 +كعمل ال truth ال truth طبعا فيه على المحيط الخارجي + +30 +00:02:57,260 --> 00:03:01,620 +فيه تسنين وفيه تسنين وفيه engagement تسنين داخلين + +31 +00:03:01,620 --> 00:03:06,920 +في بعض معناته بعد ما كان في frictionبصير نقل + +32 +00:03:06,920 --> 00:03:14,040 +الحركة بدفع سن بدفع سن فانا مضمن في الحالة هذه انه + +33 +00:03:14,040 --> 00:03:20,760 +مافيش sliding مايعني ان عندي positive drive يعني + +34 +00:03:20,760 --> 00:03:24,560 +الدوائر اللي بيصير عندها rotation بسميها ال pitch + +35 +00:03:24,560 --> 00:03:29,060 +circles يعني هذه ال pitch circle كما لو انه كما لو + +36 +00:03:29,060 --> 00:03:35,810 +انه الترسين عبارة عن two discsو بتحرك و بالاحتكاك + +37 +00:03:35,810 --> 00:03:42,670 +عند الدقالتين هدول بس هو حقيقة نقل حركة نقل دفعي + +38 +00:03:42,670 --> 00:03:50,750 +مش بالاحتكاك عند + +39 +00:03:50,750 --> 00:03:55,510 +نقطة + +40 +00:03:55,510 --> 00:03:59,980 +واحدة يعني هي بتبدأهنجيلها .. هنجيلها .. هنجيلها + +41 +00:03:59,980 --> 00:04:03,320 +بالتفصيل اللي هي line of contact خط التلامس + +42 +00:04:03,320 --> 00:04:08,060 +هنجيلها بالتفصيل مع الحسابات بتاعتها الآن ايش + +43 +00:04:08,060 --> 00:04:16,990 +مزايا استخدام ال truth ال truth بتضمن نقل الحركةب + +44 +00:04:16,990 --> 00:04:21,190 +exact and least ratio يعني مثلا السرعة بين ال + +45 +00:04:21,190 --> 00:04:25,110 +driven و ال driver مثلا ال driver خمس أضعاف سرعته + +46 +00:04:25,110 --> 00:04:30,890 +driven بضالها ثابتة خمس أضعاف لو سرعت ال driver + +47 +00:04:30,890 --> 00:04:37,090 +أكيد ال driven هيسرع لو بطأت هيبطأ بحيث أنا أظن + +48 +00:04:37,090 --> 00:04:40,860 +محافظة على ال exact and least ratioبرضه الـ Geary + +49 +00:04:40,860 --> 00:04:46,060 +Drive بتنقل كمية كبيرة من ال power يعني تنقل كمية + +50 +00:04:46,060 --> 00:04:49,000 +كبيرة من ال power ال efficiency بتاعتها بتتخطى ال + +51 +00:04:49,000 --> 00:04:54,620 +35% ال losses فيها قليلة ال Geary Drives ال + +52 +00:04:54,620 --> 00:04:58,620 +service is reliable يعني بتعمر لفترة طوية بتعطينا + +53 +00:04:58,620 --> 00:05:04,460 +خدمة ممتازة الحجم .. حجم عشان اعمل تقليل في السرعة + +54 +00:05:04,460 --> 00:05:07,260 +او زيادة في السرعة بديش حجم كبير يعني مثلا في حالة + +55 +00:05:07,260 --> 00:05:11,320 +ال policeبتاخد space كتير لكن ال gears أخد space + +56 +00:05:11,320 --> 00:05:16,740 +أقل طبعا + +57 +00:05:16,740 --> 00:05:23,160 +العيوب تصنيع التروس بتطول و بتطلب معدات و أدوات + +58 +00:05:23,160 --> 00:05:31,500 +خاصة أي خطأ في عملية القطع أو قص الأسنان ممكن يؤدي + +59 +00:05:31,500 --> 00:05:34,440 +لاهتزازات وضجيج في ال machine + +60 +00:05:39,020 --> 00:05:47,640 +الان ال .. التروس اللي هم تصنفات ممكن تصنفهم طبقا + +61 +00:05:47,640 --> 00:05:53,660 +لوضعية المحاور اللي راكب عليها التروس أو طبقا + +62 +00:05:53,660 --> 00:06:01,780 +للصرعة المحطية للترس أو طبقا لنوع الجير أو طبقا + +63 +00:06:01,780 --> 00:06:07,490 +لوضعية الأسنانأسنان الـ gear هى أسنان متوازية ميلة + +64 +00:06:07,490 --> 00:06:12,910 +منحنية هنشب تشوف كل تصنيف هدا اول تصنيف التصنيف + +65 +00:06:12,910 --> 00:06:18,990 +طبقا لل position of axes of shafts فالحالة هدى + +66 +00:06:18,990 --> 00:06:27,310 +عندي إيش يعني محور ال pinion موازية لمحور إيش ال + +67 +00:06:27,310 --> 00:06:33,890 +gear هى برضه المحورينمتوازين معناه تفهمني parallel + +68 +00:06:33,890 --> 00:06:39,850 +axis عندي + +69 +00:06:39,850 --> 00:06:46,890 +non-parallel intersecting يعني هاي محور وهي محور + +70 +00:06:46,890 --> 00:06:57,010 +متقاطعين في نقطة مش متوازين لكن هم متقاطعين يعني + +71 +00:06:57,010 --> 00:07:00,170 +انت هنا بتنقل حركة من مستوى لمستوى زي انت عندك في + +72 +00:07:00,170 --> 00:07:06,610 +السيارةفي السيارة انت طالع المخرج ال output shaft + +73 +00:07:06,610 --> 00:07:10,470 +من ال gearbox و رايحة العجلات هو بدور زي هيك + +74 +00:07:10,470 --> 00:07:17,430 +العجلات مش بتدور فانا نقلت ال ax rotation بدل ما + +75 +00:07:17,430 --> 00:07:20,950 +هو هذا هو المحور صار هو هذا المحور فبلزم نعيش زي + +76 +00:07:20,950 --> 00:07:28,610 +هيك في عندي non-intersecting non-parallel يعني + +77 +00:07:28,610 --> 00:07:34,030 +عندي هاي warm gearهي محور ال word و هى محور ال + +78 +00:07:34,030 --> 00:07:38,710 +gear اول الشىء مش متوازين هى محور و هى محور رقم + +79 +00:07:38,710 --> 00:07:47,210 +اتنين مش متقاطين حالة تانية عند هى opinion و هى + +80 +00:07:47,210 --> 00:07:52,430 +gear هى محور هذا و هى محور هذا من تحت مش متقاطين و + +81 +00:07:52,430 --> 00:07:56,470 +مش متوازين non-intersecting و non-parallel معناه + +82 +00:07:56,470 --> 00:07:59,950 +التصنيف الأولطبق ال position of axes of the chess + +83 +00:07:59,950 --> 00:08:04,350 +ممكن تكون ال two axes parallel ممكن تكونوا non + +84 +00:08:04,350 --> 00:08:08,870 +parallel intersecting ممكن تكونوا non intersecting + +85 +00:08:08,870 --> 00:08:13,710 +non parallel التصنيف + +86 +00:08:13,710 --> 00:08:17,870 +التاني طبق السرع المحطية على ال gears فاندي low + +87 +00:08:17,870 --> 00:08:20,370 +velocity gearing medium velocity و high velocity + +88 +00:08:21,120 --> 00:08:23,360 +إذا السرعة كانت أقل من تلاتة متر .. السرعة + +89 +00:08:23,360 --> 00:08:25,400 +المحيطية أقل من تلاتة متر على الثانية اللي هو + +90 +00:08:25,400 --> 00:08:28,620 +velocity بين التلاتة والخمس عشر متر على الثانية + +91 +00:08:28,620 --> 00:08:32,100 +median velocity أكبر خمس عشر متر per second بتكون + +92 +00:08:32,100 --> 00:08:37,360 +high velocity according + +93 +00:08:37,360 --> 00:08:42,200 +to تصنيف التالت according to type of gearing عنده + +94 +00:08:42,200 --> 00:08:46,800 +طروز خارجية external gearing عنده + +95 +00:08:46,800 --> 00:08:53,370 +internal gearing عندهrack and pinion يعني ترس عدل + +96 +00:08:53,370 --> 00:09:00,650 +مع ترس عادي rack and pinion + +97 +00:09:00,650 --> 00:09:06,350 +so far حكينا تلقى طرق للتصنيف الطريقة الرابعة على + +98 +00:09:06,350 --> 00:09:12,910 +التصنيف اللى هى طبقا لوضعية الإسنان وضعية الإسنان + +99 +00:09:12,910 --> 00:09:18,030 +ممكن الإسنان تكون straight ال + +100 +00:09:18,030 --> 00:09:26,830 +sparger الإسنان عدلممكن تكون inclined زي هذا ممكن + +101 +00:09:26,830 --> 00:09:33,410 +تكون curved او spiral زي هذا هذا فيه curvature هذا + +102 +00:09:33,410 --> 00:09:43,590 +عدل هذا مايل بس مش فيه curvature يعني + +103 +00:09:43,590 --> 00:09:47,290 +انه straight inclined و curved + +104 +00:09:51,260 --> 00:10:00,180 +الان تسميات الهندسية لل truth على نحو التالي + +105 +00:10:00,180 --> 00:10:06,140 +الدائرة + +106 +00:10:06,140 --> 00:10:11,380 +الخارجية أو القطر الخارجي بسميها ال addendum + +107 +00:10:11,380 --> 00:10:20,050 +circle addendum circle الدائرة الداخليةاسمها ال + +108 +00:10:20,050 --> 00:10:24,210 +route circle أو + +109 +00:10:24,210 --> 00:10:31,090 +ال addendum circle في دائرة بينهم بسميها ال pitch + +110 +00:10:31,090 --> 00:10:37,690 +circle ال pitch circle طبعا + +111 +00:10:37,690 --> 00:10:42,670 +المسافة بين ال pitch circle و ال addendum circle + +112 +00:10:42,670 --> 00:10:48,580 +هذه المسافة بسميها ال addendumوالمسافة بين ال + +113 +00:10:48,580 --> 00:10:56,640 +pitch circle و addendum circle بسميها addendum ال + +114 +00:10:56,640 --> 00:11:01,560 +total depth للسن total depth للسن عبارة عن مجموعة + +115 +00:11:01,560 --> 00:11:11,160 +ال addendum زاد addendum المسافة + +116 +00:11:11,160 --> 00:11:14,040 +بين نقطة و تكرارها يعني انا لو بديت اكرر هيبدأ + +117 +00:11:14,040 --> 00:11:15,360 +السن لو بديت من النقطة هذه + +118 +00:11:27,910 --> 00:11:34,130 +بعدين بيبدأ السيارة تتكرار صح؟ هذه المسافة بسميها + +119 +00:11:34,130 --> 00:11:38,650 +ال circular pitch المسافة هذه ال circular pitch + +120 +00:11:38,650 --> 00:11:42,070 +مسافة + +121 +00:11:42,070 --> 00:11:52,450 +من هنا لهنا ال tooth thickness من هنا لهنا ال + +122 +00:11:52,450 --> 00:11:53,250 +tooth space + +123 +00:11:58,250 --> 00:12:05,830 +الان ال curve من هنا لحد هنا بيسمو + +124 +00:12:05,830 --> 00:12:14,590 +انفليوت انفليوت curve هاد ال pitch circle المنطقة + +125 +00:12:14,590 --> 00:12:22,250 +اللي أعلى انفليوت اللي أعلى ال pitch circle بسميها + +126 +00:12:22,250 --> 00:12:29,450 +ال face اللي تحت ال flankالان بين ال root diameter + +127 +00:12:29,450 --> 00:12:33,070 +هذا ال root diameter او ال dendrum ديامتر فين دي + +128 +00:12:33,070 --> 00:12:40,170 +fillet هذا بسميها ايش ال fillet هذا ال top land + +129 +00:12:40,170 --> 00:12:45,110 +هذا top + +130 +00:12:45,110 --> 00:12:51,830 +land هذا سماكة الترس ال face width ال face width + +131 +00:12:55,190 --> 00:12:59,550 +طبعا لما يكون عندى ترس تانى engaged مع الترس هذا + +132 +00:12:59,550 --> 00:13:03,070 +هى ترس مايكونش مواصل للاخر بيكون فيه فراغ يعنى + +133 +00:13:03,070 --> 00:13:10,530 +السن تانى بيكون + +134 +00:13:10,530 --> 00:13:15,150 +فيه فراغ بسميه + +135 +00:13:15,150 --> 00:13:20,090 +ال clearance معناته للسن هذا هو ال total depth + +136 +00:13:20,090 --> 00:13:24,310 +اللى هو ال addendum زاد ال addendum ال working + +137 +00:13:24,310 --> 00:13:29,970 +depthاللي هو إيش؟ اللي هو هذا عبارة عن ال total + +138 +00:13:29,970 --> 00:13:33,870 +depth ناقص ال clearance total depth ناقص ال + +139 +00:13:33,870 --> 00:13:37,710 +clearance هذا هو ال working depth هذا ال total + +140 +00:13:37,710 --> 00:13:48,510 +depth كله + +141 +00:13:48,510 --> 00:13:49,010 +بطلها + +142 +00:13:57,980 --> 00:14:03,560 +في عيني ال pressure line لأن بيكون سن لدرايفر + +143 +00:14:03,560 --> 00:14:11,820 +بيضغط على ال driven مظهور بيضغطه باتجاه معين هذا + +144 +00:14:11,820 --> 00:14:18,080 +مثل خطة ضغط وهذا ال tangent لل two pitch circles + +145 +00:14:18,080 --> 00:14:22,960 +ال two pitch circles لدرايفر ولدرايفر السبب بين + +146 +00:14:22,960 --> 00:14:26,730 +tangent lineو ال pressure line بيسموها ال pressure + +147 +00:14:26,730 --> 00:14:34,590 +angle زاوية الضغط ال pressure angle + +148 +00:14:34,590 --> 00:14:43,170 +طبعا الدائرة هذه ال pressure line هو الخط الواصل + +149 +00:14:43,170 --> 00:14:47,310 +بين ال pitch point اللي هي نقطة تماث ال two pitch + +150 +00:14:47,310 --> 00:14:52,930 +circles وماس لدائرة اسمها ال base circle بعدش واحد + +151 +00:14:52,930 --> 00:14:56,880 +يعرف ايش ال base circleالـ pressure line هو خط + +152 +00:14:56,880 --> 00:15:01,280 +مماس لل base circle و مور في ال pitch point ال + +153 +00:15:01,280 --> 00:15:05,620 +pitch point هي نقطة تلامس two pitch circles لل + +154 +00:15:05,620 --> 00:15:19,300 +driver و لل driven ال + +155 +00:15:19,300 --> 00:15:23,380 +working depth نرسم + +156 +00:15:23,380 --> 00:15:24,020 +السن هنا + +157 +00:15:30,490 --> 00:15:33,670 +لحظة ايه ال working depth من هنا الى هنا بسوة + +158 +00:15:33,670 --> 00:15:38,950 +الطول هذا زي الطول هذا هذا ال pitch الطول هذا هو + +159 +00:15:38,950 --> 00:15:43,050 +ال addendum لل thirds والطول التان addendum لل + +160 +00:15:43,050 --> 00:15:47,950 +thirds المقابل المعنى ال working depth بسوة ال sum + +161 +00:15:49,550 --> 00:15:53,410 +of two addendums addendum لـ driver و addendum ل + +162 +00:15:53,410 --> 00:15:59,610 +driven او هو ال working total depth ناقص ال + +163 +00:15:59,610 --> 00:16:09,210 +clearance نظريا + +164 +00:16:09,210 --> 00:16:14,890 +المفروض نظريا + +165 +00:16:17,600 --> 00:16:23,760 +ال tooth thickness بيساوي tooth space لكن عاملين + +166 +00:16:23,760 --> 00:16:29,580 +بيخلوا شوية فراغ بينهم يكون هدث tooth thickness + +167 +00:16:29,580 --> 00:16:34,540 +أقل من ال tooth space شوية عشان يصير فراغ + +168 +00:16:34,540 --> 00:16:41,700 +otherwise بيحشروا الإسنان في بعض الفراغ بيسموه + +169 +00:16:41,700 --> 00:16:42,500 +backlash + +170 +00:16:48,090 --> 00:16:53,410 +فراغ back إيش معناها خلف فراغ من الخلف يعني بيكون + +171 +00:16:53,410 --> 00:16:59,590 +عندي هاي إذا .. هاي السن هنا و + +172 +00:16:59,590 --> 00:17:03,770 +هذا ال .. drive هذا الاتجاه الفراغ بيكون وراه عشان + +173 +00:17:03,770 --> 00:17:10,150 +أنك تسموه backlash أه + +174 +00:17:10,150 --> 00:17:14,530 +مش كويس يكون لازم يكون قليل كتير لازم يكون قليل + +175 +00:17:14,530 --> 00:17:21,800 +كتير طبعابرضه فيه لحل لل backlash ممكن تستخدم ما + +176 +00:17:21,800 --> 00:17:27,760 +يسمى scissor gear عساس لما اول ما تشغل بيكون فيه + +177 +00:17:27,760 --> 00:17:32,520 +فراغ بين السن والسن اول ما تشغل بخبط الخبط هذا + +178 +00:17:32,520 --> 00:17:39,580 +ماشي كويس اللي لحل خمسة + +179 +00:17:39,580 --> 00:17:45,410 +بالمئة من ال efficiency تبع ال games هي مايبدأشلأ + +180 +00:17:45,410 --> 00:17:50,710 +هي إيش يعني efficiency؟ + +181 +00:17:50,710 --> 00:17:56,210 +يعني أنت .. أنت بتنقل مئة وات من .. من .. من .. من + +182 +00:17:56,210 --> 00:18:00,990 +.. من مكان لمكان كويس؟ من شفت لشفت النتيجة النقل + +183 +00:18:00,990 --> 00:18:13,050 +بيصير فواقد الفواقد معظمها اللي هي بتكون احتكاك في + +184 +00:18:13,050 --> 00:18:20,130 +حالةال invalid gears بيكون pure rolling action عند + +185 +00:18:20,130 --> 00:18:26,330 +ال pitch point فقط بين لحظة دخول ال driving + +186 +00:18:26,330 --> 00:18:30,770 +التعشيق بين ال driving و ال driven لل pitch point + +187 +00:18:30,770 --> 00:18:34,770 +بيكون فيه sliding من فترة ال pitch point للخروج + +188 +00:18:34,770 --> 00:18:38,030 +السن يطلع من السن بيكون فيه sliding فالمنطقة دي + +189 +00:18:38,030 --> 00:18:43,590 +بيكون عاش في lossesو برضه في عندك اللي هي اللي هو + +190 +00:18:43,590 --> 00:18:48,850 +losses due to deformation انه لما السن يضغط على + +191 +00:18:48,850 --> 00:18:55,210 +السن جزء من ال inertia يعني الأسنان + +192 +00:18:55,210 --> 00:18:59,630 +مادة في الآخر حديد ألماني وانحاس بيصير فيها + +193 +00:18:59,630 --> 00:19:03,670 +deformation نتيجة ال loads بيصير stresses، + +194 +00:19:03,670 --> 00:19:06,510 +stresses بيصير strains يعني جزء من الطاقة I'm + +195 +00:19:06,510 --> 00:19:12,560 +strainingاللي هو ال .. ال .. ال .. ال material + +196 +00:19:12,560 --> 00:19:16,960 +فجزم الطاقة تفقد في ال deformation اللي بيصير في + +197 +00:19:16,960 --> 00:19:20,360 +الأسنان طبعا مش هتدخل ال plastic في ال elastic + +198 +00:19:20,360 --> 00:19:26,960 +deformation يعني انت اعتبر السن كأنه زمبرك لما + +199 +00:19:26,960 --> 00:19:33,300 +تضغط على زمبرك اضغط على زمبرك وضلك ضغط بعد شوية + +200 +00:19:33,300 --> 00:19:36,800 +هتتعب مظبوط؟ ليش اتعبت؟ + +201 +00:19:39,610 --> 00:19:42,870 +انت فيك و فيك و في اشي بقاومك يعني واضح بتفقد يزوء + +202 +00:19:42,870 --> 00:19:50,430 +من قدرتك طيب + +203 +00:19:50,430 --> 00:20:00,510 +ال + +204 +00:20:00,510 --> 00:20:04,390 +circle pitch انا عندى high السن + +205 +00:20:16,230 --> 00:20:23,410 +لو قديت بالنقطة هذه هذه المسافة طول + +206 +00:20:23,410 --> 00:20:27,590 +الاركي هذا اللي هو ال circular pitch سمى اللي هي P + +207 +00:20:27,590 --> 00:20:35,790 +small C المحيط الدقرا هذي أكم المحيط + +208 +00:20:35,790 --> 00:20:42,890 +ال باي في دي باي في دي عشان مش مسافة بقسم على عضل + +209 +00:20:42,890 --> 00:20:48,910 +الصين يعني من هنا إلى هنا أكم سن مر عليواحد على + +210 +00:20:48,910 --> 00:20:57,470 +عدد الإسنان تي عدد الإسنان بيعطيني المسافة هذه + +211 +00:20:57,470 --> 00:21:02,090 +يعني هي تقسيمة المحيط على عدد الإسنان تقسيمة + +212 +00:21:02,090 --> 00:21:07,430 +المحيط على عدد الإسنان اللي هي circular pitch عشان + +213 +00:21:07,430 --> 00:21:12,320 +ال gears يلفوا مع بعضلازم ال circle pitch على ال + +214 +00:21:12,320 --> 00:21:16,480 +ترسين نفس الأشي تكون يعني الترس ده ماشي هذه + +215 +00:21:16,480 --> 00:21:19,920 +المسافة الترس التاني يمشي معاه بالعكس نفس المسافة + +216 +00:21:19,920 --> 00:21:24,560 +ماشي؟ هيك منطقي لازم ال circle pitch for the two + +217 +00:21:24,560 --> 00:21:31,140 +gears يعني هتكون ال piece هتكون by D capital على + +218 +00:21:31,140 --> 00:21:34,660 +دي واحد على ال T واحد + +219 +00:21:40,570 --> 00:21:44,190 +يعني دي واحد على T واحد يستوى دي T اتنين على T + +220 +00:21:44,190 --> 00:21:50,830 +واحد على T اتنين اه طبعا + +221 +00:21:50,830 --> 00:21:55,130 +ما هي الفكرة انهم طبعا هم لازم عدسنان يختلف عشان + +222 +00:21:55,130 --> 00:22:01,090 +ال circle pitch تكون متساوية اضغط عشان ال PC + +223 +00:22:01,090 --> 00:22:07,510 +تتساوى لازم عدسنان يختلف الا اذا كانوا ترسيل نفس + +224 +00:22:07,510 --> 00:22:09,210 +الحجم اضغط + +225 +00:22:14,420 --> 00:22:18,240 +في مصطلح ما يسمى الـ diametral pitch اللي هي + +226 +00:22:18,240 --> 00:22:21,360 +النسبة بين قعدت في الوحدات الإنجليزية النسب بين + +227 +00:22:21,360 --> 00:22:27,920 +عدد الإسنان على ال pitch diameter على ال pitch + +228 +00:22:27,920 --> 00:22:35,080 +diameter بيساوي برضه ال by على ال circular pitch + +229 +00:22:35,080 --> 00:22:39,480 +ال by على ال circular pitch في نظام ال metric ال + +230 +00:22:39,480 --> 00:22:44,070 +metric systemبستخدم الموديول الموديول هو النسبة + +231 +00:22:44,070 --> 00:22:51,310 +بين ال pitch diameter على عدد الأسنان الموديول + +232 +00:22:51,310 --> 00:22:53,930 +بيساوة واحد على ال diameter ال pitch الموديول + +233 +00:22:53,930 --> 00:23:04,110 +بيساوة واحد على ال diameter ال pitch الان + +234 +00:23:04,110 --> 00:23:07,550 +خلينا نفهم ال law of gearing من أين أجت فكرة ال + +235 +00:23:07,550 --> 00:23:07,930 +truth + +236 +00:23:15,880 --> 00:23:18,800 +في عندى two bodies ال body اللى باللون الأخضر + +237 +00:23:18,800 --> 00:23:32,820 +anybody وشكله أي شكل بدور حوالي محور O1 وفي + +238 +00:23:32,820 --> 00:23:36,180 +جسم تاني بدور حوالي محور O2 + +239 +00:23:44,570 --> 00:23:49,190 +والجسمين هذين المتلامسين عند نقطة C هذا نقطة + +240 +00:23:49,190 --> 00:23:57,370 +التلوث طبعا الجسم + +241 +00:23:57,370 --> 00:24:08,150 +هذا اللي اي شكل بيدور بسرعة زاوية Omega 1 الجسم + +242 +00:24:08,150 --> 00:24:12,150 +التاني هيدور بسرعة زاوية اياش Omega 2 + +243 +00:24:16,950 --> 00:24:23,630 +معنى تسرقة النقطة C كما + +244 +00:24:23,630 --> 00:24:34,050 +لو كانت على ال body الأولاني هتكون VC + +245 +00:24:34,050 --> 00:24:39,910 +واحد VC واحد ماشي ساوي Omega + +246 +00:24:39,910 --> 00:24:44,450 +واحد في O واحد C صح؟ + +247 +00:24:52,390 --> 00:24:57,450 +لأن جسم التاني النقطة C برضه واقعه على جسم التاني + +248 +00:24:57,450 --> 00:25:02,690 +هتكون VC2 طبعا هذه زاوية تسعين درجة هتكون هذه + +249 +00:25:02,690 --> 00:25:07,150 +تسعين + +250 +00:25:07,150 --> 00:25:10,290 +درجة + +251 +00:25:10,290 --> 00:25:17,090 +هذه + +252 +00:25:17,090 --> 00:25:18,130 +O2C + +253 +00:25:25,740 --> 00:25:41,360 +هي O تنين C هتكون VC تنين برضه + +254 +00:25:41,360 --> 00:25:44,100 +هتكون عمودية على ال OTC + +255 +00:25:59,000 --> 00:26:03,280 +في عنده خطين في واحد common tangent بين ال two + +256 +00:26:03,280 --> 00:26:23,380 +surfaces and نقطة C هذا common tangent هذا + +257 +00:26:23,380 --> 00:26:24,120 +common tangent + +258 +00:26:27,780 --> 00:26:32,440 +وفي common normal اللي هيكون عمودي على ال tangent + +259 +00:26:32,440 --> 00:26:35,460 +صح هذا common normal + +260 +00:26:59,850 --> 00:27:03,710 +سورة النقطة C1 الواقعة على ال body الأولاني VC1 + +261 +00:27:03,710 --> 00:27:14,290 +بتعمل زاوية Alpha مع + +262 +00:27:14,290 --> 00:27:22,430 +ال common normal VC2 + +263 +00:27:22,430 --> 00:27:26,370 +بتعمل زاوية Beta مع ال common normal + +264 +00:27:40,190 --> 00:27:47,090 +لو أخدت مراكبة ال Vc1 باتجاه ال common normal و + +265 +00:27:47,090 --> 00:27:53,290 +مراكبة ال Vc2 along common normal هتكون ايه؟ هتكون + +266 +00:27:53,290 --> 00:27:58,870 +عند Vc1 Cos + +267 +00:27:58,870 --> 00:28:06,110 +α و Vc2 + +268 +00:28:06,110 --> 00:28:15,300 +Cos αبيتا صح لأن + +269 +00:28:15,300 --> 00:28:23,960 +عندي المركبة هذه VC1 كسان ألفة ممكن تكون تساوي هذه + +270 +00:28:23,960 --> 00:28:32,300 +او اكبر او اصغر في احتمالات غير هيك طيب لو كانت + +271 +00:28:32,300 --> 00:28:35,620 +VC1 اقل + +272 +00:28:38,990 --> 00:28:44,950 +المركبة VC1 كوصين ألف أقل من VC2 كوصين بيتا إيش + +273 +00:28:44,950 --> 00:28:55,510 +هيصير؟ هيفلطوا عن بعض We will lose contact صح؟ + +274 +00:28:55,510 --> 00:29:00,190 +الاحتمال + +275 +00:29:00,190 --> 00:29:10,430 +التاني لو كانت VC1 كوصين ألفةأكبر من VC2 Cos Beta + +276 +00:29:10,430 --> 00:29:21,650 +معناته هذه هتكون أسرع فهيغرزوا بعض صح؟ + +277 +00:29:21,650 --> 00:29:30,930 +معناته عشان أبضن الجسمين يظلوا متلمسين نقطة C لازم + +278 +00:29:30,930 --> 00:29:35,350 +VC1 Cos Alpha سوى VC2 Cos Beta + +279 +00:29:38,670 --> 00:29:45,090 +Cos α لازم تكون تساوي VC2Cos + +280 +00:29:45,090 --> 00:29:53,230 +β VC واحد ايش يساوي حاكينا اوميجا واحد في + +281 +00:29:53,230 --> 00:29:57,930 +O واحد C في + +282 +00:29:57,930 --> 00:30:07,190 +Cos α بيساوي اوميجا واحد اوميجا اتنينفى O2 C فى + +283 +00:30:07,190 --> 00:30:11,950 +Cos Beta هذا + +284 +00:30:11,950 --> 00:30:16,010 +زوايا Alpha وهذه + +285 +00:30:16,010 --> 00:30:22,310 +تسعين صح وخط هذا هذا زوايا ايش هتكون هتكون مية و + +286 +00:30:22,310 --> 00:30:26,790 +تمانين ناقص تسعين ناقص Alpha يعني هتكون تسعين ناقص + +287 +00:30:26,790 --> 00:30:33,230 +Alpha هذا هتكون تسعين minus Alpha وهذا المثلق أنا + +288 +00:30:33,230 --> 00:30:44,310 +عامل هناعمودي ما تزادش هتكون Alpha بنفس المنطقة + +289 +00:30:44,310 --> 00:30:54,170 +الزاوية هذه هتكون + +290 +00:30:54,170 --> 00:31:04,320 +إيه؟ هذه Beta، صح؟ معناته، عندي هتكون Omega واحدفي + +291 +00:31:04,320 --> 00:31:18,460 +O1C في Cos α هتكون O1M على O1C صح O1M على O1C So + +292 +00:31:18,460 --> 00:31:29,440 +Omega 2 في O2C في Cos β اللي هي O2N على + +293 +00:31:29,440 --> 00:31:36,020 +O2Cمعناته هتروح و حاسس ان عندي omega واحد في o + +294 +00:31:36,020 --> 00:31:50,960 +واحد ام omega اتنين في o two ان لان + +295 +00:31:50,960 --> 00:31:54,340 +لو وصلت ال two centers اي او او واحد مع او اتنين + +296 +00:32:08,240 --> 00:32:16,560 +هتقطع فى نقطة هسميها P لو + +297 +00:32:16,560 --> 00:32:25,140 +خدت المثلثين طبعا الزاوية هذه هذه + +298 +00:32:25,140 --> 00:32:35,280 +الزاوية تساوي هذه الزاوية صح؟ المثلثين او واحد ام + +299 +00:32:35,280 --> 00:32:36,420 +المثلثين + +300 +00:32:42,210 --> 00:32:53,270 +O1MP و O2NP ايش معلهم متشابهين صح يعني + +301 +00:32:53,270 --> 00:32:55,690 +عندي تسعين و هذه بتساوي هذه معناه التالتة بتساوي + +302 +00:32:55,690 --> 00:33:00,110 +التالتة اللي هي الزاوية هذه هذه الزاوية هي اكيد + +303 +00:33:00,110 --> 00:33:05,270 +بتساوي هذه الزاوية معناه تحكون عنده منتشرهم + +304 +00:33:05,270 --> 00:33:06,030 +وثلاثات + +305 +00:33:12,590 --> 00:33:18,650 +O1M O2N O1P + +306 +00:33:18,650 --> 00:33:23,090 +O2P + +307 +00:33:23,090 --> 00:33:26,950 +يعني + +308 +00:33:26,950 --> 00:33:36,290 +من المعادلة اميجا واحد او اميجا اتنين على + +309 +00:33:36,290 --> 00:33:47,070 +اميجا واحدبساوية O1M من هذه المعادلة على O2N اللي + +310 +00:33:47,070 --> 00:33:53,490 +هي بساوية O1M على O2N بساوية O1P على + +311 +00:33:53,490 --> 00:33:56,910 +O2P + +312 +00:33:56,910 --> 00:34:04,210 +يعني ال ratio بين السرعة الزاوية هذه Omega 2 على + +313 +00:34:04,210 --> 00:34:07,670 +السرعة الزاوية للجسم الأولاني بالساوية + +314 +00:34:10,600 --> 00:34:18,000 +O1P على O2P عشان تكون ال ratio بين Omega 2 و Omega + +315 +00:34:18,000 --> 00:34:29,940 +1 ثابتة لازم تكون نقطة P ثابتة صح؟ إذا تغير موقعك، + +316 +00:34:29,940 --> 00:34:35,040 +بتبطل ال ratio ثابتة هذا هو ال law of gearing + +317 +00:34:38,140 --> 00:34:42,380 +يعني to assure constant velocity ratio between + +318 +00:34:42,380 --> 00:34:46,800 +body one and body two النقطة P حسمها ال pitch + +319 +00:34:46,800 --> 00:34:57,520 +point should be fixed should be fixed ال + +320 +00:34:57,520 --> 00:35:05,000 +pitch point هي تقاطع ال common normal مع ال line + +321 +00:35:05,000 --> 00:35:05,640 +of centers + +322 +00:35:08,560 --> 00:35:12,640 +في ال truth of what i'm trying to say في ال common + +323 +00:35:12,640 --> 00:35:16,180 +normal وال line .. يعني برضه ال pitch .. ال pitch + +324 +00:35:16,180 --> 00:35:23,560 +point هي تقاطع ال common normal مع ال center to + +325 +00:35:23,560 --> 00:35:27,680 +center distance common normal جاي على إيش؟ ال + +326 +00:35:27,680 --> 00:35:32,040 +pressure line بتقاطع مع إيش؟ مع ال line of centers + +327 +00:35:32,040 --> 00:35:37,040 +معناه تقول love gearingfor two bodies in contact + +328 +00:35:37,040 --> 00:35:40,260 +تعشر اللي هو constant proliferation omega 2 على + +329 +00:35:40,260 --> 00:35:43,160 +جواننا عشان هي تكون constant لازم موقع النقطة هذه + +330 +00:35:43,160 --> 00:35:53,000 +كونهاش ثابت هذا ما يسمى ال law of gearing طيب + +331 +00:35:53,000 --> 00:35:59,640 +طيب + +332 +00:35:59,640 --> 00:36:01,760 +في الاتجاه هذا مركبة + +333 +00:36:05,010 --> 00:36:10,610 +مراكبة ال Vc1 في اتجاه ال common tangent اذا حتصير + +334 +00:36:10,610 --> 00:36:14,830 +sliding فهذه ال tangents هتصير ال sliding velocity + +335 +00:36:14,830 --> 00:36:23,390 +Vs او V sliding sliding velocity هتكون مراكبة ال + +336 +00:36:23,390 --> 00:36:30,410 +Vc1 along ال common tangent Vc1 sin + +337 +00:36:30,410 --> 00:36:43,120 +α-VC2 Sine Beta هذه + +338 +00:36:43,120 --> 00:36:49,760 +المراكبة هذه VC2 و + +339 +00:36:49,760 --> 00:36:54,680 +VC2 + +340 +00:36:54,680 --> 00:36:59,400 +Sine Beta و VC1 Sine Beta إذا لدي جسمين + +341 +00:37:03,370 --> 00:37:08,490 +جسمين ماشيين في نفس الاتجاه إذا جسمين ماشيين في + +342 +00:37:08,490 --> 00:37:14,390 +نفس السرعة مش هسير بينهم sliding صح؟ إذا واحد ماشي + +343 +00:37:14,390 --> 00:37:17,210 +أسرع من التانية أو أبطأ من التانية هسير sliding + +344 +00:37:17,210 --> 00:37:29,170 +صح؟ صح ماتبس ينزلق للسيارة على أرض الشارع السيارة + +345 +00:37:29,170 --> 00:37:34,440 +و العجل هو يتدهرجسرعة نقطة التلمس بين الأرض والعجل + +346 +00:37:34,440 --> 00:37:41,760 +بيساوي صفر، مظبوط؟ لما تضرب brake بال inertia + +347 +00:37:41,760 --> 00:37:45,260 +بتاعة السيارة، بيبطل عجله، فبيصير sliding، بيصير + +348 +00:37:45,260 --> 00:37:48,760 +نقطة التلمس اللي هي على العجل، إلها سرعة، ونقطة + +349 +00:37:48,760 --> 00:37:51,700 +التلمس على الأرض ما هي الأرض ثابتة، سفر، فبيصير + +350 +00:37:51,700 --> 00:37:57,160 +إيش؟بنفس المنطقة دي بيكون في ال V هتكون ال sliding + +351 +00:37:57,160 --> 00:38:01,200 +velocity اللي هي VC واحد سين ألفة minus VC تنين + +352 +00:38:01,200 --> 00:38:07,220 +سين بيتا اللي هي هتكون تساوي اللي هي أميجا واحد في + +353 +00:38:07,220 --> 00:38:15,280 +O واحد C واحنا حاكينا سين ألفة ايش بيستوى سين ألفة + +354 +00:38:15,280 --> 00:38:24,000 +بيستوى هاي ألفة بيستوى MCم سي على اوها سي في م سي 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عن مجموعة ال addendum زاد addendum المسافة بين نقطة و تكرارها يعني انا لو بديت اكرر هيبدأ السن لو بديت من النقطة هذه", "tokens": [2407, 45340, 3794, 31845, 3660, 49374, 2423, 7293, 6329, 4032, 909, 27574, 6329, 4724, 38251, 1829, 11296, 909, 27574, 2423, 3217, 7161, 24976, 3794, 1863, 3217, 7161, 24976, 3794, 1863, 6225, 3555, 9640, 3660, 18871, 3714, 7435, 2304, 2407, 27884, 2423, 909, 27574, 30767, 18513, 909, 27574, 9673, 3794, 31845, 3660, 49374, 8717, 47432, 3660, 4032, 6055, 37983, 9640, 11296, 37495, 22653, 1975, 8315, 45164, 47525, 36081, 1975, 37983, 2288, 39896, 44510, 10721, 2423, 3794, 1863, 45164, 47525, 36081, 9154, 28239, 47432, 3660, 29538], "avg_logprob": -0.20514705671983607, "compression_ratio": 1.8108108108108107, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 647.54, "end": 648.24, "word": "والمسافة", "probability": 0.8474609375}, {"start": 648.24, "end": 648.42, "word": " بين", "probability": 0.90283203125}, {"start": 648.42, "end": 648.58, "word": " ال", "probability": 0.92724609375}, {"start": 648.58, "end": 648.8, "word": " pitch", "probability": 0.83544921875}, {"start": 648.8, "end": 649.42, "word": " circle", "probability": 0.93212890625}, {"start": 649.42, "end": 650.74, "word": " و", "probability": 0.9599609375}, {"start": 650.74, "end": 651.22, "word": " addendum", "probability": 0.43804931640625}, {"start": 651.22, "end": 652.08, "word": " circle", "probability": 0.8994140625}, {"start": 652.08, "end": 653.5, "word": " بسميها", "probability": 0.9647216796875}, {"start": 653.5, "end": 655.16, "word": " addendum", "probability": 0.826171875}, {"start": 655.16, "end": 656.64, "word": " ال", "probability": 0.9306640625}, {"start": 656.64, "end": 656.96, "word": " total", "probability": 0.8740234375}, {"start": 656.96, "end": 657.36, "word": " depth", "probability": 0.97216796875}, {"start": 657.36, "end": 657.98, "word": " للسن", "probability": 0.9161783854166666}, {"start": 657.98, "end": 659.06, "word": " total", 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674.74, "end": 675.06, "word": " النقطة", "probability": 0.9436848958333334}, {"start": 675.06, "end": 675.36, "word": " هذه", "probability": 0.78564453125}], "temperature": 1.0}, {"id": 25, "seek": 71325, "start": 687.91, "end": 713.25, "text": "بعدين بيبدأ السيارة تتكرار صح؟ هذه المسافة بسميها ال circular pitch المسافة هذه ال circular pitch مسافة من هنا لهنا ال tooth thickness من هنا لهنا ال tooth space", "tokens": [3555, 22488, 9957, 4724, 1829, 44510, 10721, 21136, 1829, 9640, 3660, 6055, 2655, 37983, 9640, 20328, 5016, 22807, 29538, 9673, 3794, 31845, 3660, 4724, 38251, 1829, 11296, 2423, 16476, 7293, 9673, 3794, 31845, 3660, 29538, 2423, 16476, 7293, 47524, 31845, 3660, 9154, 34105, 46740, 8315, 2423, 11680, 14855, 9154, 34105, 46740, 8315, 2423, 11680, 1901], "avg_logprob": -0.26688058195369585, "compression_ratio": 1.6827586206896552, "no_speech_prob": 0.0, "words": [{"start": 687.91, "end": 688.39, "word": "بعدين", "probability": 0.87158203125}, {"start": 688.39, "end": 689.13, "word": " بيبدأ", "probability": 0.7860107421875}, {"start": 689.13, "end": 689.29, "word": " السيارة", "probability": 0.694580078125}, {"start": 689.29, "end": 689.77, "word": " تتكرار", "probability": 0.784423828125}, {"start": 689.77, "end": 690.85, "word": " صح؟", "probability": 0.690185546875}, {"start": 690.85, "end": 691.05, "word": " هذه", "probability": 0.65869140625}, {"start": 691.05, "end": 691.79, "word": " المسافة", "probability": 0.9833984375}, {"start": 691.79, "end": 694.13, "word": " بسميها", "probability": 0.8670654296875}, {"start": 694.13, "end": 694.27, "word": " ال", "probability": 0.76904296875}, {"start": 694.27, "end": 694.61, "word": " circular", "probability": 0.638671875}, {"start": 694.61, "end": 695.11, "word": " pitch", "probability": 0.86181640625}, {"start": 695.11, "end": 695.87, "word": " المسافة", "probability": 0.82476806640625}, {"start": 695.87, "end": 696.09, "word": " هذه", "probability": 0.54345703125}, {"start": 696.09, "end": 697.01, "word": " ال", "probability": 0.8857421875}, {"start": 697.01, "end": 697.41, "word": " circular", "probability": 0.7001953125}, {"start": 697.41, "end": 698.65, "word": " pitch", "probability": 0.9248046875}, {"start": 698.65, "end": 702.07, "word": " مسافة", "probability": 0.8306477864583334}, {"start": 702.07, "end": 702.23, "word": " من", "probability": 0.9716796875}, {"start": 702.23, "end": 702.35, "word": " هنا", "probability": 0.904296875}, {"start": 702.35, "end": 702.83, "word": " لهنا", "probability": 0.6982421875}, {"start": 702.83, "end": 705.47, "word": " ال", "probability": 0.83837890625}, {"start": 705.47, "end": 705.95, "word": " tooth", "probability": 0.7744140625}, {"start": 705.95, "end": 707.47, "word": " thickness", "probability": 0.9404296875}, {"start": 707.47, "end": 709.93, "word": " من", "probability": 0.58935546875}, {"start": 709.93, "end": 709.93, "word": " هنا", "probability": 0.9404296875}, {"start": 709.93, "end": 711.03, "word": " لهنا", "probability": 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"end": 731.13, "word": " ال", "probability": 0.9892578125}, {"start": 731.13, "end": 732.11, "word": " pitch", "probability": 0.78955078125}, {"start": 732.11, "end": 732.65, "word": " circle", "probability": 0.96728515625}, {"start": 732.65, "end": 734.59, "word": " المنطقة", "probability": 0.9501953125}, {"start": 734.59, "end": 736.27, "word": " اللي", "probability": 0.805908203125}, {"start": 736.27, "end": 736.59, "word": " أعلى", "probability": 0.8333333333333334}, {"start": 736.59, "end": 737.59, "word": " انفليوت", "probability": 0.7738037109375}, {"start": 737.59, "end": 738.53, "word": " اللي", "probability": 0.910888671875}, {"start": 738.53, "end": 738.91, "word": " أعلى", "probability": 0.94580078125}, {"start": 738.91, "end": 739.43, "word": " ال", "probability": 0.88330078125}, {"start": 739.43, "end": 741.25, "word": " pitch", "probability": 0.7138671875}, {"start": 741.25, "end": 741.73, "word": " circle", "probability": 0.96728515625}, {"start": 741.73, "end": 742.25, "word": " بسميها", "probability": 0.9359130859375}, {"start": 742.25, "end": 742.51, "word": " ال", "probability": 0.89990234375}, {"start": 742.51, "end": 743.05, "word": " face", "probability": 0.88330078125}, {"start": 743.05, "end": 744.55, "word": " اللي", "probability": 0.970458984375}, {"start": 744.55, "end": 745.03, "word": " تحت", "probability": 0.991943359375}, {"start": 745.03, "end": 746.13, "word": " ال", "probability": 0.6826171875}, {"start": 746.13, "end": 746.63, "word": " flank", "probability": 0.9248046875}], "temperature": 1.0}, {"id": 27, "seek": 77183, "start": 747.31, "end": 771.83, "text": "الان بين ال root diameter هذا ال root diameter او ال dendrum ديامتر فين دي fillet هذا بسميها ايش ال fillet هذا ال top land هذا top land هذا سماكة الترس ال face width ال face width", "tokens": [6027, 7649, 49374, 2423, 5593, 14196, 23758, 2423, 5593, 14196, 1975, 2407, 2423, 274, 521, 6247, 11778, 1829, 10943, 2655, 2288, 6156, 9957, 11778, 1829, 2836, 302, 23758, 4724, 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"temperature": 1.0}, {"id": 29, "seek": 82901, "start": 806.29, "end": 829.01, "text": "اللي هو إيش؟ اللي هو هذا عبارة عن ال total depth ناقص ال clearance total depth ناقص ال clearance هذا هو ال working depth هذا ال total depth كله بطلها", "tokens": [6027, 20292, 31439, 11933, 1829, 8592, 22807, 13672, 1829, 31439, 23758, 6225, 3555, 9640, 3660, 18871, 2423, 3217, 7161, 8717, 995, 4587, 9381, 2423, 27218, 3217, 7161, 8717, 995, 4587, 9381, 2423, 27218, 23758, 31439, 2423, 1364, 7161, 23758, 2423, 3217, 7161, 28242, 3224, 4724, 9566, 1211, 11296], "avg_logprob": -0.2224170918367347, "compression_ratio": 1.685483870967742, "no_speech_prob": 0.0, "words": [{"start": 806.29, "end": 806.55, "word": "اللي", "probability": 0.82470703125}, {"start": 806.55, "end": 806.73, "word": " هو", "probability": 0.9814453125}, {"start": 806.73, "end": 807.37, "word": " إيش؟", "probability": 0.647216796875}, {"start": 807.37, "end": 807.59, "word": " اللي", "probability": 0.947265625}, {"start": 807.59, 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1465.33, "end": 1466.25, "word": " الأولاني", "probability": 0.9306640625}, {"start": 1466.25, "end": 1467.43, "word": " هتكون", "probability": 0.8092447916666666}, {"start": 1467.43, "end": 1474.05, "word": " VC", "probability": 0.32080078125}, {"start": 1474.05, "end": 1474.89, "word": " واحد", "probability": 0.580322265625}, {"start": 1474.89, "end": 1475.29, "word": " VC", "probability": 0.59375}, {"start": 1475.29, "end": 1475.67, "word": " واحد", "probability": 0.966552734375}, {"start": 1475.67, "end": 1475.83, "word": " ماشي", "probability": 0.4713541666666667}, {"start": 1475.83, "end": 1476.17, "word": " ساوي", "probability": 0.7732747395833334}, {"start": 1476.17, "end": 1479.91, "word": " Omega", "probability": 0.5341796875}, {"start": 1479.91, "end": 1480.61, "word": " واحد", "probability": 0.973388671875}, {"start": 1480.61, "end": 1482.61, "word": " في", "probability": 0.73583984375}, {"start": 1482.61, "end": 1482.91, "word": " O", "probability": 0.85693359375}, {"start": 1482.91, "end": 1483.31, "word": " واحد", "probability": 0.8798828125}, {"start": 1483.31, "end": 1483.55, "word": " C", "probability": 0.94580078125}, {"start": 1483.55, "end": 1484.45, "word": " صح؟", "probability": 0.8984375}], "temperature": 1.0}, {"id": 52, "seek": 151813, "start": 1492.39, "end": 1518.13, "text": "لأن جسم التاني النقطة C برضه واقعه على جسم التاني هتكون VC2 طبعا هذه زاوية تسعين درجة هتكون هذه تسعين درجة هذه O2C", "tokens": [1211, 33456, 10874, 38251, 16712, 7649, 1829, 28239, 47432, 3660, 383, 4724, 43042, 3224, 36764, 4587, 3615, 3224, 15844, 10874, 38251, 16712, 7649, 1829, 8032, 2655, 30544, 41922, 17, 23032, 3555, 3615, 995, 29538, 30767, 995, 2407, 10632, 6055, 3794, 3615, 9957, 11778, 47341, 3660, 8032, 2655, 30544, 29538, 6055, 3794, 3615, 9957, 11778, 47341, 3660, 29538, 422, 17, 34], "avg_logprob": -0.2551229566824241, "compression_ratio": 1.6048387096774193, "no_speech_prob": 0.0, "words": [{"start": 1492.39, "end": 1492.77, "word": "لأن", "probability": 0.799072265625}, {"start": 1492.77, "end": 1493.15, "word": " جسم", "probability": 0.912353515625}, {"start": 1493.15, "end": 1493.79, "word": " التاني", "probability": 0.7732747395833334}, {"start": 1493.79, "end": 1495.77, "word": " النقطة", "probability": 0.7989095052083334}, {"start": 1495.77, "end": 1495.91, "word": " C", "probability": 0.63916015625}, {"start": 1495.91, "end": 1496.17, "word": " برضه", "probability": 0.7185872395833334}, {"start": 1496.17, "end": 1496.49, "word": " واقعه", "probability": 0.8134765625}, {"start": 1496.49, "end": 1496.63, "word": " على", "probability": 0.767578125}, {"start": 1496.63, "end": 1496.85, "word": " جسم", "probability": 0.827392578125}, {"start": 1496.85, "end": 1497.45, "word": " التاني", "probability": 0.9739583333333334}, {"start": 1497.45, "end": 1498.61, "word": " هتكون", "probability": 0.7637532552083334}, {"start": 1498.61, "end": 1499.43, "word": " VC2", "probability": 0.759765625}, {"start": 1499.43, "end": 1499.79, "word": " طبعا", "probability": 0.87646484375}, {"start": 1499.79, "end": 1499.93, "word": " هذه", "probability": 0.63916015625}, {"start": 1499.93, "end": 1500.13, "word": " زاوية", "probability": 0.7088470458984375}, {"start": 1500.13, "end": 1500.45, "word": " تسعين", "probability": 0.9124755859375}, {"start": 1500.45, "end": 1500.73, "word": " درجة", "probability": 0.97314453125}, {"start": 1500.73, "end": 1501.13, "word": " هتكون", "probability": 0.9117838541666666}, {"start": 1501.13, "end": 1502.69, "word": " هذه", "probability": 0.480224609375}, {"start": 1502.69, "end": 1507.15, "word": " تسعين", "probability": 0.958984375}, {"start": 1507.15, "end": 1510.29, "word": " درجة", "probability": 0.98779296875}, {"start": 1510.29, "end": 1517.09, "word": " هذه", "probability": 0.09893798828125}, {"start": 1517.09, "end": 1518.13, "word": " O2C", "probability": 0.9430338541666666}], "temperature": 1.0}, {"id": 53, "seek": 154410, "start": 1525.74, "end": 1544.1, "text": "هي O تنين C هتكون VC تنين برضه هتكون عمودية على ال OTC", "tokens": [3224, 1829, 422, 6055, 1863, 9957, 383, 8032, 2655, 30544, 41922, 6055, 1863, 9957, 4724, 43042, 3224, 8032, 2655, 30544, 6225, 2304, 23328, 10632, 15844, 2423, 422, 18238], "avg_logprob": -0.26831897784923686, "compression_ratio": 1.1866666666666668, "no_speech_prob": 0.0, "words": [{"start": 1525.74, "end": 1526.98, "word": "هي", "probability": 0.452392578125}, {"start": 1526.98, "end": 1527.14, "word": " O", "probability": 0.66259765625}, {"start": 1527.14, "end": 1527.7, "word": " تنين", "probability": 0.6774088541666666}, {"start": 1527.7, "end": 1529.38, "word": " C", "probability": 0.7333984375}, {"start": 1529.38, "end": 1530.88, "word": " هتكون", "probability": 0.8922526041666666}, {"start": 1530.88, "end": 1531.24, "word": " VC", "probability": 0.50927734375}, {"start": 1531.24, "end": 1532.48, "word": " تنين", "probability": 0.96728515625}, {"start": 1532.48, "end": 1541.36, "word": " برضه", "probability": 0.9485677083333334}, {"start": 1541.36, "end": 1541.66, "word": " هتكون", "probability": 0.9801432291666666}, {"start": 1541.66, "end": 1542.28, "word": " عمودية", "probability": 0.890625}, {"start": 1542.28, "end": 1543.58, "word": " على", "probability": 0.61474609375}, {"start": 1543.58, "end": 1543.68, "word": " ال", "probability": 0.47021484375}, {"start": 1543.68, "end": 1544.1, "word": " OTC", "probability": 0.85498046875}], "temperature": 1.0}, {"id": 54, "seek": 158412, "start": 1559.0, "end": 1584.12, "text": "في عنده خطين في واحد common tangent بين ال two surfaces and نقطة C هذا common tangent هذا common tangent", "tokens": [41185, 43242, 3224, 16490, 9566, 9957, 8978, 36764, 24401, 2689, 27747, 49374, 2423, 732, 16130, 293, 8717, 47432, 3660, 383, 23758, 2689, 27747, 23758, 2689, 27747], "avg_logprob": -0.3041087940887169, "compression_ratio": 1.3106796116504855, "no_speech_prob": 0.0, "words": [{"start": 1559.0, "end": 1559.2, "word": "في", "probability": 0.09613037109375}, {"start": 1559.2, "end": 1559.54, "word": " عنده", "probability": 0.667724609375}, {"start": 1559.54, "end": 1560.12, "word": " خطين", "probability": 0.8902994791666666}, {"start": 1560.12, "end": 1560.34, "word": " في", "probability": 0.55224609375}, {"start": 1560.34, "end": 1560.74, "word": " واحد", "probability": 0.989501953125}, {"start": 1560.74, "end": 1562.2, "word": " common", "probability": 0.8583984375}, {"start": 1562.2, "end": 1562.78, "word": " tangent", "probability": 0.8955078125}, {"start": 1562.78, "end": 1563.04, "word": " بين", "probability": 0.72216796875}, {"start": 1563.04, "end": 1563.18, "word": " ال", "probability": 0.85498046875}, {"start": 1563.18, "end": 1563.28, "word": " two", "probability": 0.56884765625}, {"start": 1563.28, "end": 1563.7, "word": " surfaces", "probability": 0.83447265625}, {"start": 1563.7, "end": 1563.98, "word": " and", "probability": 0.49365234375}, {"start": 1563.98, "end": 1564.24, "word": " نقطة", "probability": 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"no_speech_prob": 0.0, "words": [{"start": 1587.78, "end": 1588.26, "word": "وفي", "probability": 0.58502197265625}, {"start": 1588.26, "end": 1588.82, "word": " common", "probability": 0.8603515625}, {"start": 1588.82, "end": 1589.38, "word": " normal", "probability": 0.392333984375}, {"start": 1589.38, "end": 1591.0, "word": " اللي", "probability": 0.5313720703125}, {"start": 1591.0, "end": 1591.64, "word": " هيكون", "probability": 0.62353515625}, {"start": 1591.64, "end": 1591.98, "word": " عمودي", "probability": 0.8643798828125}, {"start": 1591.98, "end": 1592.1, "word": " على", "probability": 0.56591796875}, {"start": 1592.1, "end": 1592.16, "word": " ال", "probability": 0.4873046875}, {"start": 1592.16, "end": 1592.44, "word": " tangent", "probability": 0.572265625}, {"start": 1592.44, "end": 1592.9, "word": " صح", "probability": 0.7353515625}, {"start": 1592.9, "end": 1594.68, "word": " هذا", "probability": 0.71923828125}, {"start": 1594.68, "end": 1595.0, "word": " common", "probability": 0.91748046875}, {"start": 1595.0, "end": 1595.46, "word": " normal", "probability": 0.85693359375}], "temperature": 1.0}, {"id": 56, "seek": 164637, "start": 1619.85, "end": 1646.37, "text": "سورة النقطة C1 الواقعة على ال body الأولاني VC1 بتعمل زاوية Alpha مع ال common normal VC2 بتعمل زاوية Beta مع ال common normal", "tokens": [3794, 13063, 3660, 28239, 47432, 3660, 383, 16, 2423, 14407, 4587, 27884, 15844, 2423, 1772, 16247, 12610, 7649, 1829, 41922, 16, 39894, 25957, 1211, 30767, 995, 2407, 10632, 20588, 20449, 2423, 2689, 2710, 41922, 17, 39894, 25957, 1211, 30767, 995, 2407, 10632, 33286, 20449, 2423, 2689, 2710], "avg_logprob": -0.2104492255796989, "compression_ratio": 1.5081967213114753, "no_speech_prob": 0.0, "words": [{"start": 1619.85, "end": 1620.33, "word": "سورة", "probability": 0.7349446614583334}, {"start": 1620.33, "end": 1620.73, "word": " النقطة", "probability": 0.8701171875}, {"start": 1620.73, "end": 1621.11, "word": " C1", "probability": 0.6275634765625}, {"start": 1621.11, "end": 1621.65, "word": " الواقعة", "probability": 0.7493896484375}, {"start": 1621.65, "end": 1621.83, "word": " على", "probability": 0.87841796875}, {"start": 1621.83, "end": 1621.91, "word": " ال", "probability": 0.90234375}, {"start": 1621.91, "end": 1622.07, "word": " body", "probability": 0.47412109375}, {"start": 1622.07, "end": 1622.71, "word": " الأولاني", "probability": 0.7901611328125}, {"start": 1622.71, "end": 1623.71, "word": " VC1", "probability": 0.6136474609375}, {"start": 1623.71, "end": 1625.59, "word": " بتعمل", "probability": 0.87939453125}, {"start": 1625.59, "end": 1626.13, "word": " زاوية", "probability": 0.9405517578125}, {"start": 1626.13, "end": 1628.77, "word": " Alpha", "probability": 0.7900390625}, {"start": 1628.77, "end": 1634.29, "word": " مع", "probability": 0.8984375}, {"start": 1634.29, "end": 1634.43, "word": " ال", "probability": 0.79150390625}, {"start": 1634.43, "end": 1634.57, "word": " common", "probability": 0.84912109375}, {"start": 1634.57, "end": 1634.93, "word": " normal", "probability": 0.83642578125}, {"start": 1634.93, "end": 1642.43, "word": " VC2", "probability": 0.834228515625}, {"start": 1642.43, "end": 1644.77, "word": " بتعمل", "probability": 0.9228515625}, {"start": 1644.77, "end": 1645.07, "word": " زاوية", "probability": 0.9833984375}, {"start": 1645.07, "end": 1645.45, "word": " Beta", "probability": 0.80859375}, {"start": 1645.45, "end": 1645.75, "word": " مع", "probability": 0.9931640625}, {"start": 1645.75, "end": 1645.85, "word": " ال", "probability": 0.828125}, {"start": 1645.85, "end": 1646.01, "word": " common", "probability": 0.9365234375}, {"start": 1646.01, "end": 1646.37, "word": " normal", "probability": 0.8740234375}], "temperature": 1.0}, {"id": 57, "seek": 168807, "start": 1660.19, "end": 1688.07, "text": "لو أخدت مراكبة ال Vc1 باتجاه ال common normal و مراكبة ال Vc2 along common normal هتكون ايه؟ هتكون عند Vc1 Cos α و Vc2 Cos α", "tokens": 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"tokens": [12, 53, 34, 17, 318, 533, 33286, 29538, 9673, 23557, 4117, 49401, 29538, 41922, 17, 4032, 41922, 17, 318, 533, 33286, 4032, 41922, 16, 318, 533, 33286, 11933, 15730, 5296, 16254, 10874, 38251, 9957], "avg_logprob": -0.39218750851494927, "compression_ratio": 1.255813953488372, "no_speech_prob": 0.0, "words": [{"start": 2191.94, "end": 2193.68, "word": "-VC2", "probability": 0.66253662109375}, {"start": 2193.68, "end": 2195.16, "word": " Sine", "probability": 0.3668212890625}, {"start": 2195.16, "end": 2197.16, "word": " Beta", "probability": 0.81494140625}, {"start": 2197.16, "end": 2203.12, "word": " هذه", "probability": 0.290771484375}, {"start": 2203.12, "end": 2203.58, "word": " المراكبة", "probability": 0.67352294921875}, {"start": 2203.58, "end": 2204.06, "word": " هذه", "probability": 0.2440185546875}, {"start": 2204.06, "end": 2206.42, "word": " VC2", "probability": 0.753662109375}, {"start": 2206.42, "end": 2209.76, "word": " و", "probability": 0.53515625}, {"start": 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أسرع من التانية أو أبطأ من التانية هسير sliding صح؟ صح ماتبس ينزلق للسيارة على أرض الشارع السيارة و العجل هو يتدهرج", "tokens": [7435, 38251, 9957, 3714, 33599, 1829, 9957, 8978, 8717, 36178, 2423, 9307, 7435, 40294, 11933, 15730, 10874, 38251, 9957, 3714, 33599, 1829, 9957, 8978, 8717, 36178, 21136, 2288, 27884, 37893, 8032, 3794, 13546, 49374, 16095, 21169, 20328, 5016, 22807, 11933, 15730, 36764, 24401, 3714, 33599, 1829, 5551, 3794, 2288, 3615, 9154, 16712, 7649, 10632, 34051, 5551, 3555, 9566, 10721, 9154, 16712, 7649, 10632, 8032, 3794, 13546, 21169, 20328, 5016, 22807, 20328, 5016, 3714, 9307, 3555, 3794, 7251, 1863, 11622, 1211, 4587, 24976, 3794, 1829, 9640, 3660, 15844, 5551, 43042, 25124, 9640, 3615, 21136, 1829, 9640, 3660, 4032, 18863, 7435, 1211, 31439, 7251, 2655, 3215, 3224, 47341], "avg_logprob": -0.1472692706874598, "compression_ratio": 1.9378238341968912, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2223.37, "end": 2224.21, "word": "جسمين", 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"word": " هسير", "probability": 0.7408854166666666}, {"start": 2230.91, "end": 2231.17, "word": " بينهم", "probability": 0.982421875}, {"start": 2231.17, "end": 2231.53, "word": " sliding", "probability": 0.98486328125}, {"start": 2231.53, "end": 2232.81, "word": " صح؟", "probability": 0.7721354166666666}, {"start": 2232.81, "end": 2233.65, "word": " إذا", "probability": 0.92919921875}, {"start": 2233.65, "end": 2234.01, "word": " واحد", "probability": 0.98876953125}, {"start": 2234.01, "end": 2234.39, "word": " ماشي", "probability": 0.92626953125}, {"start": 2234.39, "end": 2234.81, "word": " أسرع", "probability": 0.98193359375}, {"start": 2234.81, "end": 2234.95, "word": " من", "probability": 0.9951171875}, {"start": 2234.95, "end": 2235.35, "word": " التانية", "probability": 0.8177083333333334}, {"start": 2235.35, "end": 2235.43, "word": " أو", "probability": 0.76171875}, {"start": 2235.43, "end": 2235.79, "word": " أبطأ", "probability": 0.8857421875}, {"start": 2235.79, "end": 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b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/JdvnScd5JhA_raw.srt @@ -0,0 +1,1536 @@ +1 +00:00:05,030 --> 00:00:08,930 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل + +2 +00:00:08,930 --> 00:00:13,250 +همادة نظرية الألات هنبدأ في chapter جديد اللي هو + +3 +00:00:13,250 --> 00:00:18,630 +ال truth او ال gears هنبدأ في بعض المفاهيم + +4 +00:00:18,630 --> 00:00:23,430 +الأساسية يعني + +5 +00:00:23,430 --> 00:00:32,550 +بالأساس حركة أي ترسين كأنه تمثل او ممثل بحركة two + +6 +00:00:32,550 --> 00:00:38,200 +discsهي عندى driving disk و driving disk اللى + +7 +00:00:38,200 --> 00:00:41,480 +بيحركهم قوة الاحتكاك بين ال two disks انا عندى هاي + +8 +00:00:41,480 --> 00:00:47,720 +disk بدور بعكس عقارب الساعة ان انتش الاحتكاك + +9 +00:00:47,720 --> 00:00:54,500 +الاحتكاك بتولد force P force + +10 +00:00:54,500 --> 00:01:01,780 +P طبعا ال force P بتتنجى في عندى انا انا خلتهم + +11 +00:01:01,780 --> 00:01:06,730 +يلمسوا بعضدغطوا مع بعض معناته فى normal force من + +12 +00:01:06,730 --> 00:01:10,670 +الترس الأولى على التانى ومن التانى على الأول هذه + +13 +00:01:10,670 --> 00:01:18,090 +ولدت احتكاك لأن قوة الاحتكاك القصوى هتكون معامل + +14 +00:01:18,090 --> 00:01:25,190 +احتكاك فى ال normal force URN طالما + +15 +00:01:25,190 --> 00:01:31,110 +ال force P أقل من الاحتكاك اكبر قيمة الاحتكاك + +16 +00:01:35,000 --> 00:01:41,440 +أنا بأطبع إن مافيش sliding لكن إذا كانت ال force + +17 +00:01:41,440 --> 00:01:46,080 +اللازمة عشان أدور ال two discs أعلى من الاحتكاك + +18 +00:01:46,080 --> 00:01:51,520 +المتاح، هتصبح sliding، مظهر؟ إذا كانت ال force + +19 +00:01:51,520 --> 00:02:01,100 +اللازمة to rotate the disc أكتر من الاحتكاك + +20 +00:02:01,100 --> 00:02:03,320 +المتاح، هتصبح sliding أكيد + +21 +00:02:08,000 --> 00:02:11,560 +عشان هيك انا بسميش في حالة ال disk بسمي يعني .. + +22 +00:02:11,560 --> 00:02:16,200 +يعني الحركة بين ال two disks due to friction + +23 +00:02:16,200 --> 00:02:20,760 +بسميها is not a positive drive ايش يعني is not a + +24 +00:02:20,760 --> 00:02:24,500 +positive drive يعني بقعد مانش انه مايصيرش sliding + +25 +00:02:24,500 --> 00:02:29,320 +إذا صار sliding معناته ال velocity ratio بين + +26 +00:02:29,320 --> 00:02:34,160 +التانين بتبطل ثابتة إذا صار sliding ال velocity + +27 +00:02:34,160 --> 00:02:39,580 +ratio بتبطل ثابتةfor a drive to be positive لازم + +28 +00:02:39,580 --> 00:02:50,740 +ال frustration دلها ايش ثابتة عشان + +29 +00:02:50,740 --> 00:02:57,260 +كعمل ال truth ال truth طبعا فيه على المحيط الخارجي + +30 +00:02:57,260 --> 00:03:01,620 +فيه تسنين وفيه تسنين وفيه engagement تسنين داخلين + +31 +00:03:01,620 --> 00:03:06,920 +في بعض معناته بعد ما كان في frictionبصير نقل + +32 +00:03:06,920 --> 00:03:14,040 +الحركة بدفع سن بدفع سن فانا مضمن في الحالة هذه انه + +33 +00:03:14,040 --> 00:03:20,760 +مافيش sliding مايعني ان عندي positive drive يعني + +34 +00:03:20,760 --> 00:03:24,560 +الدوائر اللي بيصير عندها rotation بسميها ال pitch + +35 +00:03:24,560 --> 00:03:29,060 +circles يعني هذه ال pitch circle كما لو انه كما لو + +36 +00:03:29,060 --> 00:03:35,810 +انه الترسين عبارة عن two discsو بتحرك و بالاحتكاك + +37 +00:03:35,810 --> 00:03:42,670 +عند الدقالتين هدول بس هو حقيقة نقل حركة نقل دفعي + +38 +00:03:42,670 --> 00:03:50,750 +مش بالاحتكاك عند + +39 +00:03:50,750 --> 00:03:55,510 +نقطة + +40 +00:03:55,510 --> 00:03:59,980 +واحدة يعني هي بتبدأهنجيلها .. هنجيلها .. هنجيلها + +41 +00:03:59,980 --> 00:04:03,320 +بالتفصيل اللي هي line of contact خط التلامس + +42 +00:04:03,320 --> 00:04:08,060 +هنجيلها بالتفصيل مع الحسابات بتاعتها الآن ايش + +43 +00:04:08,060 --> 00:04:16,990 +مزايا استخدام ال truth ال truth بتضمن نقل الحركةب + +44 +00:04:16,990 --> 00:04:21,190 +exact and least ratio يعني مثلا السرعة بين ال + +45 +00:04:21,190 --> 00:04:25,110 +driven و ال driver مثلا ال driver خمس أضعاف سرعته + +46 +00:04:25,110 --> 00:04:30,890 +driven بضالها ثابتة خمس أضعاف لو سرعت ال driver + +47 +00:04:30,890 --> 00:04:37,090 +أكيد ال driven هيسرع لو بطأت هيبطأ بحيث أنا أظن + +48 +00:04:37,090 --> 00:04:40,860 +محافظة على ال exact and least ratioبرضه الـ Geary + +49 +00:04:40,860 --> 00:04:46,060 +Drive بتنقل كمية كبيرة من ال power يعني تنقل كمية + +50 +00:04:46,060 --> 00:04:49,000 +كبيرة من ال power ال efficiency بتاعتها بتتخطى ال + +51 +00:04:49,000 --> 00:04:54,620 +35% ال losses فيها قليلة ال Geary Drives ال + +52 +00:04:54,620 --> 00:04:58,620 +service is reliable يعني بتعمر لفترة طوية بتعطينا + +53 +00:04:58,620 --> 00:05:04,460 +خدمة ممتازة الحجم .. حجم عشان اعمل تقليل في السرعة + +54 +00:05:04,460 --> 00:05:07,260 +او زيادة في السرعة بديش حجم كبير يعني مثلا في حالة + +55 +00:05:07,260 --> 00:05:11,320 +ال policeبتاخد space كتير لكن ال gears أخد space + +56 +00:05:11,320 --> 00:05:16,740 +أقل طبعا + +57 +00:05:16,740 --> 00:05:23,160 +العيوب تصنيع التروس بتطول و بتطلب معدات و أدوات + +58 +00:05:23,160 --> 00:05:31,500 +خاصة أي خطأ في عملية القطع أو قص الأسنان ممكن يؤدي + +59 +00:05:31,500 --> 00:05:34,440 +لاهتزازات وضجيج في ال machine + +60 +00:05:39,020 --> 00:05:47,640 +الان ال .. التروس اللي هم تصنفات ممكن تصنفهم طبقا + +61 +00:05:47,640 --> 00:05:53,660 +لوضعية المحاور اللي راكب عليها التروس أو طبقا + +62 +00:05:53,660 --> 00:06:01,780 +للصرعة المحطية للترس أو طبقا لنوع الجير أو طبقا + +63 +00:06:01,780 --> 00:06:07,490 +لوضعية الأسنانأسنان الـ gear هى أسنان متوازية ميلة + +64 +00:06:07,490 --> 00:06:12,910 +منحنية هنشب تشوف كل تصنيف هدا اول تصنيف التصنيف + +65 +00:06:12,910 --> 00:06:18,990 +طبقا لل position of axes of shafts فالحالة هدى + +66 +00:06:18,990 --> 00:06:27,310 +عندي إيش يعني محور ال pinion موازية لمحور إيش ال + +67 +00:06:27,310 --> 00:06:33,890 +gear هى برضه المحورينمتوازين معناه تفهمني parallel + +68 +00:06:33,890 --> 00:06:39,850 +axis عندي + +69 +00:06:39,850 --> 00:06:46,890 +non-parallel intersecting يعني هاي محور وهي محور + +70 +00:06:46,890 --> 00:06:57,010 +متقاطعين في نقطة مش متوازين لكن هم متقاطعين يعني + +71 +00:06:57,010 --> 00:07:00,170 +انت هنا بتنقل حركة من مستوى لمستوى زي انت عندك في + +72 +00:07:00,170 --> 00:07:06,610 +السيارةفي السيارة انت طالع المخرج ال output shaft + +73 +00:07:06,610 --> 00:07:10,470 +من ال gearbox و رايحة العجلات هو بدور زي هيك + +74 +00:07:10,470 --> 00:07:17,430 +العجلات مش بتدور فانا نقلت ال ax rotation بدل ما + +75 +00:07:17,430 --> 00:07:20,950 +هو هذا هو المحور صار هو هذا المحور فبلزم نعيش زي + +76 +00:07:20,950 --> 00:07:28,610 +هيك في عندي non-intersecting non-parallel يعني + +77 +00:07:28,610 --> 00:07:34,030 +عندي هاي warm gearهي محور ال word و هى محور ال + +78 +00:07:34,030 --> 00:07:38,710 +gear اول الشىء مش متوازين هى محور و هى محور رقم + +79 +00:07:38,710 --> 00:07:47,210 +اتنين مش متقاطين حالة تانية عند هى opinion و هى + +80 +00:07:47,210 --> 00:07:52,430 +gear هى محور هذا و هى محور هذا من تحت مش متقاطين و + +81 +00:07:52,430 --> 00:07:56,470 +مش متوازين non-intersecting و non-parallel معناه + +82 +00:07:56,470 --> 00:07:59,950 +التصنيف الأولطبق ال position of axes of the chess + +83 +00:07:59,950 --> 00:08:04,350 +ممكن تكون ال two axes parallel ممكن تكونوا non + +84 +00:08:04,350 --> 00:08:08,870 +parallel intersecting ممكن تكونوا non intersecting + +85 +00:08:08,870 --> 00:08:13,710 +non parallel التصنيف + +86 +00:08:13,710 --> 00:08:17,870 +التاني طبق السرع المحطية على ال gears فاندي low + +87 +00:08:17,870 --> 00:08:20,370 +velocity gearing medium velocity و high velocity + +88 +00:08:21,120 --> 00:08:23,360 +إذا السرعة كانت أقل من تلاتة متر .. السرعة + +89 +00:08:23,360 --> 00:08:25,400 +المحيطية أقل من تلاتة متر على الثانية اللي هو + +90 +00:08:25,400 --> 00:08:28,620 +velocity بين التلاتة والخمس عشر متر على الثانية + +91 +00:08:28,620 --> 00:08:32,100 +median velocity أكبر خمس عشر متر per second بتكون + +92 +00:08:32,100 --> 00:08:37,360 +high velocity according + +93 +00:08:37,360 --> 00:08:42,200 +to تصنيف التالت according to type of gearing عنده + +94 +00:08:42,200 --> 00:08:46,800 +طروز خارجية external gearing عنده + +95 +00:08:46,800 --> 00:08:53,370 +internal gearing عندهrack and pinion يعني ترس عدل + +96 +00:08:53,370 --> 00:09:00,650 +مع ترس عادي rack and pinion + +97 +00:09:00,650 --> 00:09:06,350 +so far حكينا تلقى طرق للتصنيف الطريقة الرابعة على + +98 +00:09:06,350 --> 00:09:12,910 +التصنيف اللى هى طبقا لوضعية الإسنان وضعية الإسنان + +99 +00:09:12,910 --> 00:09:18,030 +ممكن الإسنان تكون straight ال + +100 +00:09:18,030 --> 00:09:26,830 +sparger الإسنان عدلممكن تكون inclined زي هذا ممكن + +101 +00:09:26,830 --> 00:09:33,410 +تكون curved او spiral زي هذا هذا فيه curvature هذا + +102 +00:09:33,410 --> 00:09:43,590 +عدل هذا مايل بس مش فيه curvature يعني + +103 +00:09:43,590 --> 00:09:47,290 +انه straight inclined و curved + +104 +00:09:51,260 --> 00:10:00,180 +الان تسميات الهندسية لل truth على نحو التالي + +105 +00:10:00,180 --> 00:10:06,140 +الدائرة + +106 +00:10:06,140 --> 00:10:11,380 +الخارجية أو القطر الخارجي بسميها ال addendum + +107 +00:10:11,380 --> 00:10:20,050 +circle addendum circle الدائرة الداخليةاسمها ال + +108 +00:10:20,050 --> 00:10:24,210 +route circle أو + +109 +00:10:24,210 --> 00:10:31,090 +ال addendum circle في دائرة بينهم بسميها ال pitch + +110 +00:10:31,090 --> 00:10:37,690 +circle ال pitch circle طبعا + +111 +00:10:37,690 --> 00:10:42,670 +المسافة بين ال pitch circle و ال addendum circle + +112 +00:10:42,670 --> 00:10:48,580 +هذه المسافة بسميها ال addendumوالمسافة بين ال + +113 +00:10:48,580 --> 00:10:56,640 +pitch circle و addendum circle بسميها addendum ال + +114 +00:10:56,640 --> 00:11:01,560 +total depth للسن total depth للسن عبارة عن مجموعة + +115 +00:11:01,560 --> 00:11:11,160 +ال addendum زاد addendum المسافة + +116 +00:11:11,160 --> 00:11:14,040 +بين نقطة و تكرارها يعني انا لو بديت اكرر هيبدأ + +117 +00:11:14,040 --> 00:11:15,360 +السن لو بديت من النقطة هذه + +118 +00:11:27,910 --> 00:11:34,130 +بعدين بيبدأ السيارة تتكرار صح؟ هذه المسافة بسميها + +119 +00:11:34,130 --> 00:11:38,650 +ال circular pitch المسافة هذه ال circular pitch + +120 +00:11:38,650 --> 00:11:42,070 +مسافة + +121 +00:11:42,070 --> 00:11:52,450 +من هنا لهنا ال tooth thickness من هنا لهنا ال + +122 +00:11:52,450 --> 00:11:53,250 +tooth space + +123 +00:11:58,250 --> 00:12:05,830 +الان ال curve من هنا لحد هنا بيسمو + +124 +00:12:05,830 --> 00:12:14,590 +انفليوت انفليوت curve هاد ال pitch circle المنطقة + +125 +00:12:14,590 --> 00:12:22,250 +اللي أعلى انفليوت اللي أعلى ال pitch circle بسميها + +126 +00:12:22,250 --> 00:12:29,450 +ال face اللي تحت ال flankالان بين ال root diameter + +127 +00:12:29,450 --> 00:12:33,070 +هذا ال root diameter او ال dendrum ديامتر فين دي + +128 +00:12:33,070 --> 00:12:40,170 +fillet هذا بسميها ايش ال fillet هذا ال top land + +129 +00:12:40,170 --> 00:12:45,110 +هذا top + +130 +00:12:45,110 --> 00:12:51,830 +land هذا سماكة الترس ال face width ال face width + +131 +00:12:55,190 --> 00:12:59,550 +طبعا لما يكون عندى ترس تانى engaged مع الترس هذا + +132 +00:12:59,550 --> 00:13:03,070 +هى ترس مايكونش مواصل للاخر بيكون فيه فراغ يعنى + +133 +00:13:03,070 --> 00:13:10,530 +السن تانى بيكون + +134 +00:13:10,530 --> 00:13:15,150 +فيه فراغ بسميه + +135 +00:13:15,150 --> 00:13:20,090 +ال clearance معناته للسن هذا هو ال total depth + +136 +00:13:20,090 --> 00:13:24,310 +اللى هو ال addendum زاد ال addendum ال working + +137 +00:13:24,310 --> 00:13:29,970 +depthاللي هو إيش؟ اللي هو هذا عبارة عن ال total + +138 +00:13:29,970 --> 00:13:33,870 +depth ناقص ال clearance total depth ناقص ال + +139 +00:13:33,870 --> 00:13:37,710 +clearance هذا هو ال working depth هذا ال total + +140 +00:13:37,710 --> 00:13:48,510 +depth كله + +141 +00:13:48,510 --> 00:13:49,010 +بطلها + +142 +00:13:57,980 --> 00:14:03,560 +في عيني ال pressure line لأن بيكون سن لدرايفر + +143 +00:14:03,560 --> 00:14:11,820 +بيضغط على ال driven مظهور بيضغطه باتجاه معين هذا + +144 +00:14:11,820 --> 00:14:18,080 +مثل خطة ضغط وهذا ال tangent لل two pitch circles + +145 +00:14:18,080 --> 00:14:22,960 +ال two pitch circles لدرايفر ولدرايفر السبب بين + +146 +00:14:22,960 --> 00:14:26,730 +tangent lineو ال pressure line بيسموها ال pressure + +147 +00:14:26,730 --> 00:14:34,590 +angle زاوية الضغط ال pressure angle + +148 +00:14:34,590 --> 00:14:43,170 +طبعا الدائرة هذه ال pressure line هو الخط الواصل + +149 +00:14:43,170 --> 00:14:47,310 +بين ال pitch point اللي هي نقطة تماث ال two pitch + +150 +00:14:47,310 --> 00:14:52,930 +circles وماس لدائرة اسمها ال base circle بعدش واحد + +151 +00:14:52,930 --> 00:14:56,880 +يعرف ايش ال base circleالـ pressure line هو خط + +152 +00:14:56,880 --> 00:15:01,280 +مماس لل base circle و مور في ال pitch point ال + +153 +00:15:01,280 --> 00:15:05,620 +pitch point هي نقطة تلامس two pitch circles لل + +154 +00:15:05,620 --> 00:15:19,300 +driver و لل driven ال + +155 +00:15:19,300 --> 00:15:23,380 +working depth نرسم + +156 +00:15:23,380 --> 00:15:24,020 +السن هنا + +157 +00:15:30,490 --> 00:15:33,670 +لحظة ايه ال working depth من هنا الى هنا بسوة + +158 +00:15:33,670 --> 00:15:38,950 +الطول هذا زي الطول هذا هذا ال pitch الطول هذا هو + +159 +00:15:38,950 --> 00:15:43,050 +ال addendum لل thirds والطول التان addendum لل + +160 +00:15:43,050 --> 00:15:47,950 +thirds المقابل المعنى ال working depth بسوة ال sum + +161 +00:15:49,550 --> 00:15:53,410 +of two addendums addendum لـ driver و addendum ل + +162 +00:15:53,410 --> 00:15:59,610 +driven او هو ال working total depth ناقص ال + +163 +00:15:59,610 --> 00:16:09,210 +clearance نظريا + +164 +00:16:09,210 --> 00:16:14,890 +المفروض نظريا + +165 +00:16:17,600 --> 00:16:23,760 +ال tooth thickness بيساوي tooth space لكن عاملين + +166 +00:16:23,760 --> 00:16:29,580 +بيخلوا شوية فراغ بينهم يكون هدث tooth thickness + +167 +00:16:29,580 --> 00:16:34,540 +أقل من ال tooth space شوية عشان يصير فراغ + +168 +00:16:34,540 --> 00:16:41,700 +otherwise بيحشروا الإسنان في بعض الفراغ بيسموه + +169 +00:16:41,700 --> 00:16:42,500 +backlash + +170 +00:16:48,090 --> 00:16:53,410 +فراغ back إيش معناها خلف فراغ من الخلف يعني بيكون + +171 +00:16:53,410 --> 00:16:59,590 +عندي هاي إذا .. هاي السن هنا و + +172 +00:16:59,590 --> 00:17:03,770 +هذا ال .. drive هذا الاتجاه الفراغ بيكون وراه عشان + +173 +00:17:03,770 --> 00:17:10,150 +أنك تسموه backlash أه + +174 +00:17:10,150 --> 00:17:14,530 +مش كويس يكون لازم يكون قليل كتير لازم يكون قليل + +175 +00:17:14,530 --> 00:17:21,800 +كتير طبعابرضه فيه لحل لل backlash ممكن تستخدم ما + +176 +00:17:21,800 --> 00:17:27,760 +يسمى scissor gear عساس لما اول ما تشغل بيكون فيه + +177 +00:17:27,760 --> 00:17:32,520 +فراغ بين السن والسن اول ما تشغل بخبط الخبط هذا + +178 +00:17:32,520 --> 00:17:39,580 +ماشي كويس اللي لحل خمسة + +179 +00:17:39,580 --> 00:17:45,410 +بالمئة من ال efficiency تبع ال games هي مايبدأشلأ + +180 +00:17:45,410 --> 00:17:50,710 +هي إيش يعني efficiency؟ + +181 +00:17:50,710 --> 00:17:56,210 +يعني أنت .. أنت بتنقل مئة وات من .. من .. من .. من + +182 +00:17:56,210 --> 00:18:00,990 +.. من مكان لمكان كويس؟ من شفت لشفت النتيجة النقل + +183 +00:18:00,990 --> 00:18:13,050 +بيصير فواقد الفواقد معظمها اللي هي بتكون احتكاك في + +184 +00:18:13,050 --> 00:18:20,130 +حالةال invalid gears بيكون pure rolling action عند + +185 +00:18:20,130 --> 00:18:26,330 +ال pitch point فقط بين لحظة دخول ال driving + +186 +00:18:26,330 --> 00:18:30,770 +التعشيق بين ال driving و ال driven لل pitch point + +187 +00:18:30,770 --> 00:18:34,770 +بيكون فيه sliding من فترة ال pitch point للخروج + +188 +00:18:34,770 --> 00:18:38,030 +السن يطلع من السن بيكون فيه sliding فالمنطقة دي + +189 +00:18:38,030 --> 00:18:43,590 +بيكون عاش في lossesو برضه في عندك اللي هي اللي هو + +190 +00:18:43,590 --> 00:18:48,850 +losses due to deformation انه لما السن يضغط على + +191 +00:18:48,850 --> 00:18:55,210 +السن جزء من ال inertia يعني الأسنان + +192 +00:18:55,210 --> 00:18:59,630 +مادة في الآخر حديد ألماني وانحاس بيصير فيها + +193 +00:18:59,630 --> 00:19:03,670 +deformation نتيجة ال loads بيصير stresses، + +194 +00:19:03,670 --> 00:19:06,510 +stresses بيصير strains يعني جزء من الطاقة I'm + +195 +00:19:06,510 --> 00:19:12,560 +strainingاللي هو ال .. ال .. ال .. ال material + +196 +00:19:12,560 --> 00:19:16,960 +فجزم الطاقة تفقد في ال deformation اللي بيصير في + +197 +00:19:16,960 --> 00:19:20,360 +الأسنان طبعا مش هتدخل ال plastic في ال elastic + +198 +00:19:20,360 --> 00:19:26,960 +deformation يعني انت اعتبر السن كأنه زمبرك لما + +199 +00:19:26,960 --> 00:19:33,300 +تضغط على زمبرك اضغط على زمبرك وضلك ضغط بعد شوية + +200 +00:19:33,300 --> 00:19:36,800 +هتتعب مظبوط؟ ليش اتعبت؟ + +201 +00:19:39,610 --> 00:19:42,870 +انت فيك و فيك و في اشي بقاومك يعني واضح بتفقد يزوء + +202 +00:19:42,870 --> 00:19:50,430 +من قدرتك طيب + +203 +00:19:50,430 --> 00:20:00,510 +ال + +204 +00:20:00,510 --> 00:20:04,390 +circle pitch انا عندى high السن + +205 +00:20:16,230 --> 00:20:23,410 +لو قديت بالنقطة هذه هذه المسافة طول + +206 +00:20:23,410 --> 00:20:27,590 +الاركي هذا اللي هو ال circular pitch سمى اللي هي P + +207 +00:20:27,590 --> 00:20:35,790 +small C المحيط الدقرا هذي أكم المحيط + +208 +00:20:35,790 --> 00:20:42,890 +ال باي في دي باي في دي عشان مش مسافة بقسم على عضل + +209 +00:20:42,890 --> 00:20:48,910 +الصين يعني من هنا إلى هنا أكم سن مر عليواحد على + +210 +00:20:48,910 --> 00:20:57,470 +عدد الإسنان تي عدد الإسنان بيعطيني المسافة هذه + +211 +00:20:57,470 --> 00:21:02,090 +يعني هي تقسيمة المحيط على عدد الإسنان تقسيمة + +212 +00:21:02,090 --> 00:21:07,430 +المحيط على عدد الإسنان اللي هي circular pitch عشان + +213 +00:21:07,430 --> 00:21:12,320 +ال gears يلفوا مع بعضلازم ال circle pitch على ال + +214 +00:21:12,320 --> 00:21:16,480 +ترسين نفس الأشي تكون يعني الترس ده ماشي هذه + +215 +00:21:16,480 --> 00:21:19,920 +المسافة الترس التاني يمشي معاه بالعكس نفس المسافة + +216 +00:21:19,920 --> 00:21:24,560 +ماشي؟ هيك منطقي لازم ال circle pitch for the two + +217 +00:21:24,560 --> 00:21:31,140 +gears يعني هتكون ال piece هتكون by D capital على + +218 +00:21:31,140 --> 00:21:34,660 +دي واحد على ال T واحد + +219 +00:21:40,570 --> 00:21:44,190 +يعني دي واحد على T واحد يستوى دي T اتنين على T + +220 +00:21:44,190 --> 00:21:50,830 +واحد على T اتنين اه طبعا + +221 +00:21:50,830 --> 00:21:55,130 +ما هي الفكرة انهم طبعا هم لازم عدسنان يختلف عشان + +222 +00:21:55,130 --> 00:22:01,090 +ال circle pitch تكون متساوية اضغط عشان ال PC + +223 +00:22:01,090 --> 00:22:07,510 +تتساوى لازم عدسنان يختلف الا اذا كانوا ترسيل نفس + +224 +00:22:07,510 --> 00:22:09,210 +الحجم اضغط + +225 +00:22:14,420 --> 00:22:18,240 +في مصطلح ما يسمى الـ diametral pitch اللي هي + +226 +00:22:18,240 --> 00:22:21,360 +النسبة بين قعدت في الوحدات الإنجليزية النسب بين + +227 +00:22:21,360 --> 00:22:27,920 +عدد الإسنان على ال pitch diameter على ال pitch + +228 +00:22:27,920 --> 00:22:35,080 +diameter بيساوي برضه ال by على ال circular pitch + +229 +00:22:35,080 --> 00:22:39,480 +ال by على ال circular pitch في نظام ال metric ال + +230 +00:22:39,480 --> 00:22:44,070 +metric systemبستخدم الموديول الموديول هو النسبة + +231 +00:22:44,070 --> 00:22:51,310 +بين ال pitch diameter على عدد الأسنان الموديول + +232 +00:22:51,310 --> 00:22:53,930 +بيساوة واحد على ال diameter ال pitch الموديول + +233 +00:22:53,930 --> 00:23:04,110 +بيساوة واحد على ال diameter ال pitch الان + +234 +00:23:04,110 --> 00:23:07,550 +خلينا نفهم ال law of gearing من أين أجت فكرة ال + +235 +00:23:07,550 --> 00:23:07,930 +truth + +236 +00:23:15,880 --> 00:23:18,800 +في عندى two bodies ال body اللى باللون الأخضر + +237 +00:23:18,800 --> 00:23:32,820 +anybody وشكله أي شكل بدور حوالي محور O1 وفي + +238 +00:23:32,820 --> 00:23:36,180 +جسم تاني بدور حوالي محور O2 + +239 +00:23:44,570 --> 00:23:49,190 +والجسمين هذين المتلامسين عند نقطة C هذا نقطة + +240 +00:23:49,190 --> 00:23:57,370 +التلوث طبعا الجسم + +241 +00:23:57,370 --> 00:24:08,150 +هذا اللي اي شكل بيدور بسرعة زاوية Omega 1 الجسم + +242 +00:24:08,150 --> 00:24:12,150 +التاني هيدور بسرعة زاوية اياش Omega 2 + +243 +00:24:16,950 --> 00:24:23,630 +معنى تسرقة النقطة C كما + +244 +00:24:23,630 --> 00:24:34,050 +لو كانت على ال body الأولاني هتكون VC + +245 +00:24:34,050 --> 00:24:39,910 +واحد VC واحد ماشي ساوي Omega + +246 +00:24:39,910 --> 00:24:44,450 +واحد في O واحد C صح؟ + +247 +00:24:52,390 --> 00:24:57,450 +لأن جسم التاني النقطة C برضه واقعه على جسم التاني + +248 +00:24:57,450 --> 00:25:02,690 +هتكون VC2 طبعا هذه زاوية تسعين درجة هتكون هذه + +249 +00:25:02,690 --> 00:25:07,150 +تسعين + +250 +00:25:07,150 --> 00:25:10,290 +درجة + +251 +00:25:10,290 --> 00:25:17,090 +هذه + +252 +00:25:17,090 --> 00:25:18,130 +O2C + +253 +00:25:25,740 --> 00:25:41,360 +هي O تنين C هتكون VC تنين برضه + +254 +00:25:41,360 --> 00:25:44,100 +هتكون عمودية على ال OTC + +255 +00:25:59,000 --> 00:26:03,280 +في عنده خطين في واحد common tangent بين ال two + +256 +00:26:03,280 --> 00:26:23,380 +surfaces and نقطة C هذا common tangent هذا + +257 +00:26:23,380 --> 00:26:24,120 +common tangent + +258 +00:26:27,780 --> 00:26:32,440 +وفي common normal اللي هيكون عمودي على ال tangent + +259 +00:26:32,440 --> 00:26:35,460 +صح هذا common normal + +260 +00:26:59,850 --> 00:27:03,710 +سورة النقطة C1 الواقعة على ال body الأولاني VC1 + +261 +00:27:03,710 --> 00:27:14,290 +بتعمل زاوية Alpha مع + +262 +00:27:14,290 --> 00:27:22,430 +ال common normal VC2 + +263 +00:27:22,430 --> 00:27:26,370 +بتعمل زاوية Beta مع ال common normal + +264 +00:27:40,190 --> 00:27:47,090 +لو أخدت مراكبة ال Vc1 باتجاه ال common normal و + +265 +00:27:47,090 --> 00:27:53,290 +مراكبة ال Vc2 along common normal هتكون ايه؟ هتكون + +266 +00:27:53,290 --> 00:27:58,870 +عند Vc1 Cos + +267 +00:27:58,870 --> 00:28:06,110 +α و Vc2 + +268 +00:28:06,110 --> 00:28:15,300 +Cos αبيتا صح لأن + +269 +00:28:15,300 --> 00:28:23,960 +عندي المركبة هذه VC1 كسان ألفة ممكن تكون تساوي هذه + +270 +00:28:23,960 --> 00:28:32,300 +او اكبر او اصغر في احتمالات غير هيك طيب لو كانت + +271 +00:28:32,300 --> 00:28:35,620 +VC1 اقل + +272 +00:28:38,990 --> 00:28:44,950 +المركبة VC1 كوصين ألف أقل من VC2 كوصين بيتا إيش + +273 +00:28:44,950 --> 00:28:55,510 +هيصير؟ هيفلطوا عن بعض We will lose contact صح؟ + +274 +00:28:55,510 --> 00:29:00,190 +الاحتمال + +275 +00:29:00,190 --> 00:29:10,430 +التاني لو كانت VC1 كوصين ألفةأكبر من VC2 Cos Beta + +276 +00:29:10,430 --> 00:29:21,650 +معناته هذه هتكون أسرع فهيغرزوا بعض صح؟ + +277 +00:29:21,650 --> 00:29:30,930 +معناته عشان أبضن الجسمين يظلوا متلمسين نقطة C لازم + +278 +00:29:30,930 --> 00:29:35,350 +VC1 Cos Alpha سوى VC2 Cos Beta + +279 +00:29:38,670 --> 00:29:45,090 +Cos α لازم تكون تساوي VC2Cos + +280 +00:29:45,090 --> 00:29:53,230 +β VC واحد ايش يساوي حاكينا اوميجا واحد في + +281 +00:29:53,230 --> 00:29:57,930 +O واحد C في + +282 +00:29:57,930 --> 00:30:07,190 +Cos α بيساوي اوميجا واحد اوميجا اتنينفى O2 C فى + +283 +00:30:07,190 --> 00:30:11,950 +Cos Beta هذا + +284 +00:30:11,950 --> 00:30:16,010 +زوايا Alpha وهذه + +285 +00:30:16,010 --> 00:30:22,310 +تسعين صح وخط هذا هذا زوايا ايش هتكون هتكون مية و + +286 +00:30:22,310 --> 00:30:26,790 +تمانين ناقص تسعين ناقص Alpha يعني هتكون تسعين ناقص + +287 +00:30:26,790 --> 00:30:33,230 +Alpha هذا هتكون تسعين minus Alpha وهذا المثلق أنا + +288 +00:30:33,230 --> 00:30:44,310 +عامل هناعمودي ما تزادش هتكون Alpha بنفس المنطقة + +289 +00:30:44,310 --> 00:30:54,170 +الزاوية هذه هتكون + +290 +00:30:54,170 --> 00:31:04,320 +إيه؟ هذه Beta، صح؟ معناته، عندي هتكون Omega واحدفي + +291 +00:31:04,320 --> 00:31:18,460 +O1C في Cos α هتكون O1M على O1C صح O1M على O1C So + +292 +00:31:18,460 --> 00:31:29,440 +Omega 2 في O2C في Cos β اللي هي O2N على + +293 +00:31:29,440 --> 00:31:36,020 +O2Cمعناته هتروح و حاسس ان عندي omega واحد في o + +294 +00:31:36,020 --> 00:31:50,960 +واحد ام omega اتنين في o two ان لان + +295 +00:31:50,960 --> 00:31:54,340 +لو وصلت ال two centers اي او او واحد مع او اتنين + +296 +00:32:08,240 --> 00:32:16,560 +هتقطع فى نقطة هسميها P لو + +297 +00:32:16,560 --> 00:32:25,140 +خدت المثلثين طبعا الزاوية هذه هذه + +298 +00:32:25,140 --> 00:32:35,280 +الزاوية تساوي هذه الزاوية صح؟ المثلثين او واحد ام + +299 +00:32:35,280 --> 00:32:36,420 +المثلثين + +300 +00:32:42,210 --> 00:32:53,270 +O1MP و O2NP ايش معلهم متشابهين صح يعني + +301 +00:32:53,270 --> 00:32:55,690 +عندي تسعين و هذه بتساوي هذه معناه التالتة بتساوي + +302 +00:32:55,690 --> 00:33:00,110 +التالتة اللي هي الزاوية هذه هذه الزاوية هي اكيد + +303 +00:33:00,110 --> 00:33:05,270 +بتساوي هذه الزاوية معناه تحكون عنده منتشرهم + +304 +00:33:05,270 --> 00:33:06,030 +وثلاثات + +305 +00:33:12,590 --> 00:33:18,650 +O1M O2N O1P + +306 +00:33:18,650 --> 00:33:23,090 +O2P + +307 +00:33:23,090 --> 00:33:26,950 +يعني + +308 +00:33:26,950 --> 00:33:36,290 +من المعادلة اميجا واحد او اميجا اتنين على + +309 +00:33:36,290 --> 00:33:47,070 +اميجا واحدبساوية O1M من هذه المعادلة على O2N اللي + +310 +00:33:47,070 --> 00:33:53,490 +هي بساوية O1M على O2N بساوية O1P على + +311 +00:33:53,490 --> 00:33:56,910 +O2P + +312 +00:33:56,910 --> 00:34:04,210 +يعني ال ratio بين السرعة الزاوية هذه Omega 2 على + +313 +00:34:04,210 --> 00:34:07,670 +السرعة الزاوية للجسم الأولاني بالساوية + +314 +00:34:10,600 --> 00:34:18,000 +O1P على O2P عشان تكون ال ratio بين Omega 2 و Omega + +315 +00:34:18,000 --> 00:34:29,940 +1 ثابتة لازم تكون نقطة P ثابتة صح؟ إذا تغير موقعك، + +316 +00:34:29,940 --> 00:34:35,040 +بتبطل ال ratio ثابتة هذا هو ال law of gearing + +317 +00:34:38,140 --> 00:34:42,380 +يعني to assure constant velocity ratio between + +318 +00:34:42,380 --> 00:34:46,800 +body one and body two النقطة P حسمها ال pitch + +319 +00:34:46,800 --> 00:34:57,520 +point should be fixed should be fixed ال + +320 +00:34:57,520 --> 00:35:05,000 +pitch point هي تقاطع ال common normal مع ال line + +321 +00:35:05,000 --> 00:35:05,640 +of centers + +322 +00:35:08,560 --> 00:35:12,640 +في ال truth of what i'm trying to say في ال common + +323 +00:35:12,640 --> 00:35:16,180 +normal وال line .. يعني برضه ال pitch .. ال pitch + +324 +00:35:16,180 --> 00:35:23,560 +point هي تقاطع ال common normal مع ال center to + +325 +00:35:23,560 --> 00:35:27,680 +center distance common normal جاي على إيش؟ ال + +326 +00:35:27,680 --> 00:35:32,040 +pressure line بتقاطع مع إيش؟ مع ال line of centers + +327 +00:35:32,040 --> 00:35:37,040 +معناه تقول love gearingfor two bodies in contact + +328 +00:35:37,040 --> 00:35:40,260 +تعشر اللي هو constant proliferation omega 2 على + +329 +00:35:40,260 --> 00:35:43,160 +جواننا عشان هي تكون constant لازم موقع النقطة هذه + +330 +00:35:43,160 --> 00:35:53,000 +كونهاش ثابت هذا ما يسمى ال law of gearing طيب + +331 +00:35:53,000 --> 00:35:59,640 +طيب + +332 +00:35:59,640 --> 00:36:01,760 +في الاتجاه هذا مركبة + +333 +00:36:05,010 --> 00:36:10,610 +مراكبة ال Vc1 في اتجاه ال common tangent اذا حتصير + +334 +00:36:10,610 --> 00:36:14,830 +sliding فهذه ال tangents هتصير ال sliding velocity + +335 +00:36:14,830 --> 00:36:23,390 +Vs او V sliding sliding velocity هتكون مراكبة ال + +336 +00:36:23,390 --> 00:36:30,410 +Vc1 along ال common tangent Vc1 sin + +337 +00:36:30,410 --> 00:36:43,120 +α-VC2 Sine Beta هذه + +338 +00:36:43,120 --> 00:36:49,760 +المراكبة هذه VC2 و + +339 +00:36:49,760 --> 00:36:54,680 +VC2 + +340 +00:36:54,680 --> 00:36:59,400 +Sine Beta و VC1 Sine Beta إذا لدي جسمين + +341 +00:37:03,370 --> 00:37:08,490 +جسمين ماشيين في نفس الاتجاه إذا جسمين ماشيين في + +342 +00:37:08,490 --> 00:37:14,390 +نفس السرعة مش هسير بينهم sliding صح؟ إذا واحد ماشي + +343 +00:37:14,390 --> 00:37:17,210 +أسرع من التانية أو أبطأ من التانية هسير sliding + +344 +00:37:17,210 --> 00:37:29,170 +صح؟ صح ماتبس ينزلق للسيارة على أرض الشارع السيارة + +345 +00:37:29,170 --> 00:37:34,440 +و العجل هو يتدهرجسرعة نقطة التلمس بين الأرض والعجل + +346 +00:37:34,440 --> 00:37:41,760 +بيساوي صفر، مظبوط؟ لما تضرب brake بال inertia + +347 +00:37:41,760 --> 00:37:45,260 +بتاعة السيارة، بيبطل عجله، فبيصير sliding، بيصير + +348 +00:37:45,260 --> 00:37:48,760 +نقطة التلمس اللي هي على العجل، إلها سرعة، ونقطة + +349 +00:37:48,760 --> 00:37:51,700 +التلمس على الأرض ما هي الأرض ثابتة، سفر، فبيصير + +350 +00:37:51,700 --> 00:37:57,160 +إيش؟بنفس المنطقة دي بيكون في ال V هتكون ال sliding + +351 +00:37:57,160 --> 00:38:01,200 +velocity اللي هي VC واحد سين ألفة minus VC تنين + +352 +00:38:01,200 --> 00:38:07,220 +سين بيتا اللي هي هتكون تساوي اللي هي أميجا واحد في + +353 +00:38:07,220 --> 00:38:15,280 +O واحد C واحنا حاكينا سين ألفة ايش بيستوى سين ألفة + +354 +00:38:15,280 --> 00:38:24,000 +بيستوى هاي ألفة بيستوى MCم سي على اوها سي في م سي + +355 +00:38:24,000 --> 00:38:33,040 +على او واحد سي minus omega اتنين في اتنين سي في + +356 +00:38:33,040 --> 00:38:43,500 +sin beta sin beta اللي هو هتكون ان سي ان سي على + +357 +00:38:43,500 --> 00:38:58,060 +اتنين سي يعني هتكون omega واحدMC-Omega 2 NC لأن + +358 +00:38:58,060 --> 00:39:04,900 +Omega واحد هعمل حركة ال MC هذا ال MC هنرفع سندي ال + +359 +00:39:04,900 --> 00:39:10,880 +pitch point بيساو MP زاد PC + +360 +00:39:14,870 --> 00:39:24,070 +زاد PC مينوس أميجا اتنين NC هاي ال pitch point NP + +361 +00:39:24,070 --> 00:39:27,350 +PC + +362 +00:39:27,350 --> 00:39:32,070 +NP مينوس + +363 +00:39:32,070 --> 00:39:43,890 +PC حيكون يعني أميجا واحد MB مينوس أميجا اتنين NP + +364 +00:39:46,430 --> 00:39:56,090 +طبعا هذه هتكون minus minus plus زاد زاد هتكون pc + +365 +00:39:56,090 --> 00:40:08,590 +مشترك pc في omega واحد زاد omega اتنين اذا + +366 +00:40:08,590 --> 00:40:11,210 +فاكرين احنا عكينا قبل شوية + +367 +00:40:13,920 --> 00:40:16,280 +ومجة واحد على امجة اتنين بيستوي ان بي على امجة + +368 +00:40:16,280 --> 00:40:17,440 +اتنين بيستوي ان بيستوي ان بيستوي ان بيستوي ان + +369 +00:40:17,440 --> 00:40:27,300 +بيستوي ان بيستوي ان بيستوي ان بيستوي ان بيستوي + +370 +00:40:27,300 --> 00:40:29,620 +ان بيستوي ان بيستوي ان بيستوي ان بيستوي ان بيستوي + +371 +00:40:29,620 --> 00:40:29,620 +ان بيستوي ان بيستوي ان بيستوي ان بيستوي ان بيستوي + +372 +00:40:29,620 --> 00:40:29,620 +ان بيستوي ان بيستوي ان بيستوي ان بيستوي ان بيستوي + +373 +00:40:29,620 --> 00:40:29,620 +ان بيستوي ان بيستوي ان بيستوي ان بيستوي ان بيستوي + +374 +00:40:29,620 --> 00:40:29,620 +ان بيستوي ان بيستوي ان بيستوي ان بيستوي ان بيستوي + +375 +00:40:29,620 --> 00:40:40,760 +ان بيستوي ان بيستوي ان بيستوي ان بيستوي ان بيستوي + +376 +00:40:44,280 --> 00:40:50,880 +على بعد ال pitch point عن ال contact point يعني لو + +377 +00:40:50,880 --> 00:40:54,080 +ال pitch point انطبقت على ال contact point مايكون + +378 +00:40:54,080 --> 00:40:58,400 +فيه sliding مافيش sliding عشان في ال gear عند ال + +379 +00:40:58,400 --> 00:41:05,040 +pitch point مافيش sliding لأن ال pitch منطبقة على + +380 +00:41:05,040 --> 00:41:14,710 +ال contact point ف ال sliding velocityتعتمد على + +381 +00:41:14,710 --> 00:41:18,830 +مسافة pc كل ما يررب من ال c كل ما تقل إذا انطبقت + +382 +00:41:18,830 --> 00:41:33,810 +على c بالساوية Zero طيب + +383 +00:41:41,360 --> 00:41:45,400 +اليوم نكتفي و المحاضرة الجاي بنكمل ان شاء الله + +384 +00:41:45,400 --> 00:41:46,300 +اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/KtjzxTDeAHA.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/KtjzxTDeAHA.srt new file mode 100644 index 0000000000000000000000000000000000000000..7c65d0275f1802409fce0d94681a30c5d2fed226 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/KtjzxTDeAHA.srt @@ -0,0 +1,827 @@ +1 +00:00:05,570 --> 00:00:08,550 +السلام عليكم ورحمة الله وبركاته اليوم هنكمل في + +2 +00:00:08,550 --> 00:00:12,930 +مادة نظرية الآلات chapter الخمستاشر inertia forces + +3 +00:00:12,930 --> 00:00:17,030 +in diversifying parts المحاضرة السابقة حلينا + +4 +00:00:17,030 --> 00:00:23,430 +example على some engine حسبنا ال piston effort و + +5 +00:00:23,430 --> 00:00:28,040 +ال force المنتقلة خلال ال connecting rod و ال + +6 +00:00:28,040 --> 00:00:31,180 +tangential force أو ال force العمودية على ال crank + +7 +00:00:31,180 --> 00:00:35,060 +و ال force اللي في اتجاه ال crank بعدين حسبنا ال + +8 +00:00:35,060 --> 00:00:37,720 +torque بعد ما حسبنا ال torque على ال crank حسبنا + +9 +00:00:37,720 --> 00:00:41,900 +ال power وطلعنا ال power تقريبا في حدود خمسمية و + +10 +00:00:41,900 --> 00:00:48,360 +تسعة حصان تقريبا اليوم هنكمل هنتعرف + +11 +00:00:48,360 --> 00:00:55,020 +على ال components لل slotted crank بتفاصيل أكثر + +12 +00:00:56,120 --> 00:01:02,200 +عندي مثلا ال connecting rod هذا شكله بيكون الشكل + +13 +00:01:02,200 --> 00:01:07,540 +هذا هذا ال piston طبعا ال connecting rod لما + +14 +00:01:07,540 --> 00:01:14,470 +تنتيجي في المنطقة هذه تفصل فيه بيكون عندي circuit + +15 +00:01:14,470 --> 00:01:19,890 +clip وعندي needle sleeve bearing وعندي pin gadjon + +16 +00:01:19,890 --> 00:01:25,450 +or wrist pin عند المنطقة هذه وهي بيكون عندك بيكون + +17 +00:01:25,450 --> 00:01:30,990 +قطعتين ممسوكة ببراغي هذه العمليات معمولة عشان + +18 +00:01:30,990 --> 00:01:38,050 +سهولة الفك والتركيب والصيانة الآن + +19 +00:01:39,220 --> 00:01:45,140 +أنا ما بعطيكوا piston حقيقي connecting + +20 +00:01:45,140 --> 00:01:52,300 +rod وال crank هترسموه مع solid work 3D هترسموه + +21 +00:01:52,300 --> 00:01:58,100 +عندي هاي piston هاي details ل piston هاي + +22 +00:01:58,100 --> 00:02:01,060 +details لنهاية دراع التوصيل لنهاية ال connecting + +23 +00:02:01,060 --> 00:02:11,300 +rod وهاي رسمة ل ال connecting rod نفسه وهذا ال + +24 +00:02:11,300 --> 00:02:15,980 +connecting rod أو ال crank هذا ال crank هذا ال + +25 +00:02:15,980 --> 00:02:22,060 +connecting rod هذا ال crank هذا إيش؟ ال crank ال + +26 +00:02:22,060 --> 00:02:26,240 +connecting rod هو اللي crank هذا اللي crank هذا + +27 +00:02:26,240 --> 00:02:31,300 +اللي crank والبعد هو ال connecting rod هترسمه ال + +28 +00:02:31,300 --> 00:02:36,400 +piston قطعة واحدة part الكرانك في مجموعة من القطع + +29 +00:02:36,400 --> 00:02:40,380 +بتعملوا subassembly لكرانك وفي subassembly ل + +30 +00:02:40,380 --> 00:02:48,360 +connect ال rod بعدين بتجمعهم مع بعض واضح؟ هذا كله + +31 +00:02:48,360 --> 00:02:52,520 +يوم اثنين هذا + +32 +00:02:52,520 --> 00:02:55,760 +يوم اثنين أنا عندي طلاب اللي هو المادة solid work + +33 +00:02:55,760 --> 00:03:01,420 +اللي هو أصغر منكم اللي أصغركم سنتين بتعملوا حلقة + +34 +00:03:01,420 --> 00:03:06,280 +أربعين رسمة 3D هذا في الأسبوع الأول من الفصل + +35 +00:03:06,280 --> 00:03:14,280 +الأسبوع الأول فانتوا شغل الدلع هتسيبوكوا منه نعم + +36 +00:03:14,280 --> 00:03:19,400 +هذه و الثانية بتخلصوها وبتسلموها مش مشكلة ده سهلة + +37 +00:03:19,400 --> 00:03:22,560 +وين تبعتوها على ال email للمهندس عبدالله + +38 +00:03:26,500 --> 00:03:30,580 +من معاكم machine design مع المهندس الخميس؟ طب + +39 +00:03:30,580 --> 00:03:32,600 +دكتور هي مش موجودة في ال school مش موجودة في ال + +40 +00:03:32,600 --> 00:03:39,700 +school بنعطيكوا يعني مش مشكلة ماشي طيب هي ضروري + +41 +00:03:39,700 --> 00:03:45,220 +تعملوها عشان يوم + +42 +00:03:45,220 --> 00:03:49,020 +اثنين بتسلموها اللي بيسلمهاش صفر ماشي بعد بكرا + +43 +00:03:54,650 --> 00:04:02,090 +خليني أحل مثال ثاني بعدين كامبل a + +44 +00:04:02,090 --> 00:04:05,730 +vertical double-acting steam engine أولا ال engine + +45 +00:04:05,730 --> 00:04:09,090 +مش horizontal، هو vertical، معناته الوزن بيأثر + +46 +00:04:09,090 --> 00:04:13,030 +الوزن الـ reciprocating ما استخدمت البسطون لأخلاف + +47 +00:04:13,030 --> 00:04:18,870 +التأثير a vertical double-acting steam engine has + +48 +00:04:18,870 --> 00:04:19,490 +a cylinder + +49 +00:04:23,150 --> 00:04:28,250 +الـ 300 ميلي متر دايمتر قطر السرندر دي ال bore + +50 +00:04:28,250 --> 00:04:35,170 +300 ميلي متر and + +51 +00:04:35,170 --> 00:04:43,050 +450 ميلي متر stroke ال stroke أربعمية وخمسين ميلي + +52 +00:04:43,050 --> 00:04:52,330 +متر and runs at 200 rpm الأوميجا 200 + +53 +00:04:53,570 --> 00:05:02,990 +rpm حولوها ل radians per second عشرين فاصلة تسعة أربعة + +54 +00:05:02,990 --> 00:05:06,850 +radians + +55 +00:05:06,850 --> 00:05:14,350 +per second the reciprocating part has a mass mr + +56 +00:05:14,350 --> 00:05:18,310 +بالتساوي + +57 +00:05:18,310 --> 00:05:22,890 +225 كيلوغرام + +58 +00:05:26,500 --> 00:05:40,240 +المحرك البخاري موجه + +59 +00:05:40,240 --> 00:05:51,720 +للبخار دابل اكتنج دابل + +60 +00:05:51,720 --> 00:05:55,340 +اكتنج + +61 +00:05:57,040 --> 00:06:06,880 +الـ دي اللي هي خمسين ميلي متر ال + +62 +00:06:06,880 --> 00:06:12,960 +conrod is 1.2 متر long ال L واحد فاصلة اثنين + +63 +00:06:12,960 --> 00:06:19,180 +من عشرة متر when the crank has turned through one + +64 +00:06:19,180 --> 00:06:21,300 +hundred and twenty five from inner dead + +65 +00:06:21,300 --> 00:06:22,940 +center بدي ارسمه vertical أنا + +66 +00:06:28,020 --> 00:06:32,580 +أنا عندي هي ال inner dead center هي ال inner dead + +67 +00:06:32,580 --> 00:06:43,800 +center هيلف 125 وهي عندي هي + +68 +00:06:43,800 --> 00:06:52,700 +ال piston الزاوية هي ده كم؟ 125 + +69 +00:07:01,030 --> 00:07:07,310 +steam pressure above piston is 30 كيلو نيوتن على + +70 +00:07:07,310 --> 00:07:13,950 +المتر المربع and below the piston is يعني هنا P up + +71 +00:07:13,950 --> 00:07:20,990 +وهنا P lower ال P up كم + +72 +00:07:20,990 --> 00:07:28,710 +30 كيلو نيوتن على المتر المربع 30 كيلو نيوتن + +73 +00:07:28,710 --> 00:07:38,820 +على المتر المربع والـ P lower 1.5 كيلو + +74 +00:07:38,820 --> 00:07:45,520 +نيوتن على المتر المربع calculate + +75 +00:07:45,520 --> 00:07:48,400 +effective turning moment on the crankshaft + +76 +00:07:48,400 --> 00:07:58,400 +effective turning moment on the crankshaft أنت + +77 +00:07:58,400 --> 00:08:00,260 +لما نكون فارد على الآخر + +78 +00:08:02,940 --> 00:08:05,640 +بتكون هذه ال inner dead center يعني هذا بيكون عندك + +79 +00:08:05,640 --> 00:08:10,520 +هاي ال crank وال connecting rod مادة الإعطاء هذه + +80 +00:08:10,520 --> 00:08:16,560 +لما يكون ال crank ضاغط عليه ال connecting rod فأنا + +81 +00:08:16,560 --> 00:08:19,560 +بقيس من ال inner dead center أنا بحكي ل 150 درجة + +82 +00:08:19,560 --> 00:08:21,700 +من ال inner dead center أنا افترضت إنه بدور الشكل + +83 +00:08:21,700 --> 00:08:27,780 +هذا فبدأ + +84 +00:08:27,780 --> 00:08:29,840 +ال effect ال turning moment + +85 +00:08:35,680 --> 00:08:42,700 +اللي هي ال + +86 +00:08:42,700 --> 00:08:54,420 +piston effort في ال radius في sin θ زائد sin 2θ على + +87 +00:08:54,420 --> 00:09:04,100 +2n في شغلات يعني احنا هنكون عارفينها ال n إيش + +88 +00:09:04,100 --> 00:09:13,240 +هتساوي 1200 على 300 4 + +89 +00:09:13,240 --> 00:09:23,080 +والثيتا بيعطيني 125 θ + +90 +00:09:23,080 --> 00:09:26,860 +125 ال piston effort + +91 +00:09:34,460 --> 00:09:45,220 +Piston effort في حالة ال vertical FL + +92 +00:09:45,220 --> 00:09:50,820 +ناقص + +93 +00:09:50,820 --> 00:09:56,040 +زائد FI زائد + +94 +00:09:56,040 --> 00:10:02,600 +ناقص WR يعني هو نازل يعني الوزن بيساعدني + +95 +00:10:09,320 --> 00:10:17,740 +-RF رح نفرض إن RF تساوي صفر ال + +96 +00:10:17,740 --> 00:10:23,640 +F اللي هي جاية من ال load FL أنا عندي هاي ال piston + +97 +00:10:23,640 --> 00:10:29,990 +وهنا جاي عندي ال rod بتاع ال connecting rod هنا P + +98 +00:10:29,990 --> 00:10:35,830 +Upper وهنا P Lower ما نعرفش فين دي Area A Upper وفين + +99 +00:10:35,830 --> 00:10:42,730 +دي A Lower صح ال + +100 +00:10:42,730 --> 00:10:50,110 +FL اللي هتكون تساوي P Upper في A Upper + +101 +00:10:50,110 --> 00:10:53,570 +ناقص P Lower في A Lower + +102 +00:10:58,170 --> 00:11:01,930 +يعني هتكون عند باي على أربعة يعني يعني عند ال بي + +103 +00:11:01,930 --> 00:11:16,610 +برا كم 30000 30 + +104 +00:11:16,610 --> 00:11:25,890 +الف 30 الف في باي على أربعة ال + +105 +00:11:25,890 --> 00:11:26,730 +بوران دي كم + +106 +00:11:30,290 --> 00:11:38,250 +على فكرة هناك خطأ ما انتبهتوش عليه أنتو الان صح + +107 +00:11:38,250 --> 00:11:45,410 +زي هيك خطأ إيش الـ R بيساوي الـ R بيساوي الـ stroke على + +108 +00:11:45,410 --> 00:11:50,410 +2 صح الـ R بيساوي 450 على 2 + +109 +00:11:50,410 --> 00:11:53,550 +بيساوي + +110 +00:11:53,550 --> 00:11:57,730 +225 معناته الـ R بيساوي الـ L اللي هي + +111 +00:11:57,730 --> 00:12:09,120 +1200 على 225 5 + +112 +00:12:09,120 --> 00:12:14,880 +فاصلة 3 فاصلة 3 ادلان حتكون 30 الف باي على أربعة في + +113 +00:12:14,880 --> 00:12:21,000 +الـ bore اللي هي فاصلة 3 تربيع ناقص الـ pay + +114 +00:12:21,000 --> 00:12:27,440 +lower اللي هو 1500 في باي على أربعة + +115 +00:12:32,270 --> 00:12:37,330 +الان في قطر خارجي اللي هو كم 3 من 10 تربيع + +116 +00:12:37,330 --> 00:12:41,990 +والقطر + +117 +00:12:41,990 --> 00:12:45,970 +الداخلي اللي هو 50 اللي هو فاصلة 5 تربيع + +118 +00:12:45,970 --> 00:12:53,890 +الان + +119 +00:12:53,890 --> 00:12:57,750 +الضغط على ال piston جاي اللي هو ال connecting rod + +120 +00:12:57,750 --> 00:13:02,860 +قطر 50 يعني ما بيضغطش على كل المساحة هو بيضغط على + +121 +00:13:02,860 --> 00:13:08,520 +حلقة زي هيك يعني من جوا 50 من برا 300 + +122 +00:13:08,520 --> 00:13:17,940 +تحسوا بالأفعال شوفوا كان بطلب معاكم كم؟ كم؟ 200 + +123 +00:13:17,940 --> 00:13:28,640 +و70000 و70 يعني 20000 وطمنتاش 20000 + +124 +00:13:28,640 --> 00:13:38,890 +وطمنتاش النيوتن شكله فيه مش غلط طيب هذه الأفعال ال + +125 +00:13:38,890 --> 00:13:46,550 +FI إيش + +126 +00:13:46,550 --> 00:13:52,710 +بيساوي M + +127 +00:13:52,710 --> 00:13:56,590 +R ω + +128 +00:13:56,590 --> 00:13:57,110 +Square + +129 +00:14:00,390 --> 00:14:05,130 +في cosine of θ زائد + +130 +00:14:05,130 --> 00:14:16,850 +cosine 2θ على n هتساوي ال MR 225 + +131 +00:14:16,850 --> 00:14:28,550 +الـ ω 20 فاصلة 94 تربيع + +132 +00:14:34,430 --> 00:14:44,350 +في R اللي هو 125 ملي يعني فاصلة 125 في + +133 +00:14:44,350 --> 00:14:48,030 +cosine 125 + +134 +00:14:48,030 --> 00:14:57,010 +زائد cosine 250 على + +135 +00:14:57,010 --> 00:15:04,330 +5 فاصلة 3 كم بيطلع؟ سالب 12724 سالب 12724 سالب 724 + +136 +00:15:04,330 --> 00:15:08,570 +سالب 12724 سالب 724 سالب + +137 +00:15:08,570 --> 00:15:09,030 +724 سالب 12724 سالب + +138 +00:15:09,030 --> 00:15:09,690 +12724 سالب 12724 سالب + +139 +00:15:09,690 --> 00:15:15,770 +724 سالب 12724 + +140 +00:15:15,770 --> 00:15:20,610 +سالب 12724 سالب + +141 +00:15:20,610 --> 00:15:26,350 +12724 سالب 724 سالب 724 + +142 +00:15:26,350 --> 00:15:29,470 +سالب 724 سالب 724 سالب سب + +143 +00:15:34,180 --> 00:15:38,520 +والـ WR اللي + +144 +00:15:38,520 --> 00:15:44,960 +هي الناس في GE اللي هي 225 في 9 فاصلة 8 + +145 +00:15:44,960 --> 00:15:49,560 +في 6 كم يطلع + +146 +00:15:49,560 --> 00:15:55,180 +2000 + +147 +00:15:55,180 --> 00:16:03,500 +و206 نيوتن + +148 +00:16:05,050 --> 00:16:11,610 +معناته ال piston effort هتكون تساوي ال load اللي هو + +149 +00:16:11,610 --> 00:16:18,010 +20000 وطمنتاش قانون + +150 +00:16:18,010 --> 00:16:25,390 +ممكن أخلي القانون ناقص ناقص FI وإيش ما تطلع + +151 +00:16:25,390 --> 00:16:33,070 +إشارة إشارة الـ FI بتعوضها واضح؟ هو كنت تعمل قانون + +152 +00:16:33,070 --> 00:16:37,870 +مختلف عن الكتاب تحكي الإشارة ناقص ناقص وإيش ما + +153 +00:16:37,870 --> 00:16:41,290 +تطلع الإشارة بتاعة الـ FI بتعوضها ناقص ناقص بيصير + +154 +00:16:41,290 --> 00:16:45,650 +زائد فهيكون دي 2018 زائد معناته لإن في طبطبة + +155 +00:16:45,650 --> 00:16:52,010 +معناته بتساعدني ليه 12724 و 724 + +156 +00:16:52,010 --> 00:16:57,010 +الوزن بيزيد بيساعدني هو نهجلي بيساعدني إيش؟ زائد زائد + +157 +00:16:57,010 --> 00:17:04,170 +اللي هو 2026 يعني آه كان piston + +158 +00:17:04,170 --> 00:17:10,690 +effort لأ + +159 +00:17:10,690 --> 00:17:18,950 +بالموجة بطلع لأن الـ .. لأن هنا متباطئ آه آه كان + +160 +00:17:18,950 --> 00:17:19,270 +بطلع + +161 +00:17:22,190 --> 00:17:28,550 +16948 النيوتن + +162 +00:17:28,550 --> 00:17:34,550 +هذا + +163 +00:17:34,550 --> 00:17:39,290 +ال piston effort نرجع نقعد ال torque هيكون الساعة + +164 +00:17:39,290 --> 00:17:43,170 +ال piston + +165 +00:17:43,170 --> 00:17:48,690 +effort اللي هو 16948 في + +166 +00:17:48,690 --> 00:17:57,690 +R اللي هي فاصلة 125 فيه sign 125 زي الـ sign 225 على 5 + +167 +00:17:57,690 --> 00:18:05,890 +فاصلة 3 ضرب 2 كم + +168 +00:18:05,890 --> 00:18:14,070 +بيطلع + +169 +00:18:14,070 --> 00:18:14,610 +بتطلع + +170 +00:18:18,540 --> 00:18:30,320 +القيمة بتاعتها خاطئة يعني؟ آه كده شخصية مصلحة؟ سالب + +171 +00:18:30,320 --> 00:18:34,820 +أكثر أكثر؟ + +172 +00:18:34,820 --> 00:18:45,460 +3164 نيوتن يعني هل هالسير زائد 14104 ومية + +173 +00:18:45,460 --> 00:18:56,170 +و64 كم يطلع الرقم الصح اجمع + +174 +00:18:56,170 --> 00:18:57,330 +دول التلات أرقام + +175 +00:19:20,830 --> 00:19:26,330 +معناه تطلع torque كم ثاني moment هاد موجي بقى هاد + +176 +00:19:26,330 --> 00:19:38,290 +سلبي هتكون كم 3130 نيوتن متر لو دحست + +177 +00:19:38,290 --> 00:19:45,170 +ال power محمد ال power في اللحظة torque في ω + +178 +00:19:45,170 --> 00:19:54,020 +يعني هتكون عند الـ torque اللي هي 3130 الـ ω اللي هي 20 فاصلة 94 + +179 +00:19:54,020 --> 00:20:02,020 +آه كم بيطلع كم + +180 +00:20:02,020 --> 00:20:08,160 +بيطلع 60000 60300 وات اقسم + +181 +00:20:16,040 --> 00:20:18,060 +على 746 حوالي الحصان + +182 +00:20:29,300 --> 00:20:37,000 +أكثر؟ 5000؟ حصان + +183 +00:20:37,000 --> 00:20:42,860 +.. + +184 +00:20:42,860 --> 00:20:47,700 +لأ + +185 +00:20:47,700 --> 00:20:54,470 +بتفرق لما تخش لما تخش أنت دائما اشتغل يعني + +186 +00:20:54,470 --> 00:20:58,250 +الكتاب عيبه في شغلات زي كده بشتغل يعني تقرير تقرير + +187 +00:20:58,250 --> 00:21:05,250 +يُبلغ التفكير أنا بحكيلك دائما ارسم المهندس بيرسم وت + +188 +00:21:05,250 --> 00:21:07,710 +طلع أنت + +201 +00:21:53,610 --> 00:21:57,830 +engine بعد هيك حأحكيلك حط كرانك جانبي كرانك و اعمل + +202 +00:21:57,830 --> 00:22:01,970 +بينهم الزاوية خلال الاول و التالتة و الرابعة و + +203 +00:22:01,970 --> 00:22:03,190 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +204 +00:22:03,190 --> 00:22:04,290 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +205 +00:22:04,290 --> 00:22:05,390 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +206 +00:22:05,390 --> 00:22:06,190 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +207 +00:22:06,190 --> 00:22:06,250 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +208 +00:22:06,250 --> 00:22:07,950 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +209 +00:22:07,950 --> 00:22:07,970 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +210 +00:22:07,970 --> 00:22:11,850 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +211 +00:22:11,850 --> 00:22:20,950 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +212 +00:22:20,950 --> 00:22:27,310 +الرابعة و الرابعة ثمانية ستاشر اتنين و تلاتين + +213 +00:22:27,310 --> 00:22:30,330 +هتشوفوا الفرق كيف بيصير ال engine نعم smooth على + +214 +00:22:30,330 --> 00:22:34,610 +الآخر نعم + +215 +00:22:34,610 --> 00:22:38,070 +لأ + +216 +00:22:38,070 --> 00:22:41,550 +انت مانتوفي ال .. يعني هتاخد البيانات البيانات ال + +217 +00:22:41,550 --> 00:22:45,690 +pressure هتاخدوها جاهزة يعني هنحكي اللي هو احنا + +218 +00:22:45,690 --> 00:22:52,360 +بنحكي ال dynamic analysis هيكون طيب اليوم نكونان + +219 +00:22:52,360 --> 00:22:54,740 +هنا المحاضرة المحاضرة الجاية بنكمل diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/KtjzxTDeAHA_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/KtjzxTDeAHA_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..4d154fc8fdda9b99708e600638f3bddaae300a24 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/KtjzxTDeAHA_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 2623, "start": 5.57, "end": 26.23, "text": "السلام عليكم و رحمة الله و بركاته اليوم هنكمل في مادية نظرية الألات chapter الخمستاش inertia forces in diversifying parts المحاضرة السابقة حلينا example على some engine حسبنا ال piston effort و ال force المنتقلة خلال ال connecting rod", "tokens": [6027, 3794, 37440, 25894, 24793, 4032, 12602, 35571, 3660, 21984, 4032, 4724, 31747, 9307, 3224, 45595, 20498, 8032, 1863, 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" و", "probability": 0.95166015625}, {"start": 927.19, "end": 927.19, "word": " أربع", "probability": 0.9847005208333334}, {"start": 927.19, "end": 927.19, "word": " أشهر", "probability": 0.9569091796875}, {"start": 927.19, "end": 928.31, "word": " سبعمية", "probability": 0.8851318359375}, {"start": 928.31, "end": 928.33, "word": " و", "probability": 0.9072265625}, {"start": 928.33, "end": 928.33, "word": " أربع", "probability": 0.9847005208333334}, {"start": 928.33, "end": 928.63, "word": " أشهر", "probability": 0.9765625}, {"start": 928.63, "end": 929.47, "word": " سب", "probability": 0.771484375}], "temperature": 1.0}, {"id": 33, "seek": 96350, "start": 934.18, "end": 963.5, "text": "و الـ WR اللي هي الناس في GE اللي هي 225 في تسعة point تمانية سفر ستة أكمت طلاق ألفين و ماتين و ستة نيوتن", "tokens": [2407, 2423, 39184, 44175, 13672, 1829, 39896, 2423, 8315, 3794, 8978, 18003, 13672, 1829, 39896, 5853, 20, 8978, 6055, 3794, 27884, 935, 46811, 7649, 10632, 8608, 5172, 2288, 8608, 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{"start": 972.17, "end": 973.57, "word": " و", "probability": 0.96435546875}, {"start": 973.57, "end": 974.81, "word": " طمنتاش", "probability": 0.7974853515625}, {"start": 974.81, "end": 978.01, "word": " قانون", "probability": 0.6280924479166666}, {"start": 978.01, "end": 978.57, "word": " ممكن", "probability": 0.75390625}, {"start": 978.57, "end": 979.03, "word": " اخلي", "probability": 0.6082356770833334}, {"start": 979.03, "end": 979.51, "word": " القانون", "probability": 0.9099934895833334}, {"start": 979.51, "end": 980.65, "word": " minus", "probability": 0.93017578125}, {"start": 980.65, "end": 982.33, "word": " minus", "probability": 0.4296875}, {"start": 982.33, "end": 983.71, "word": " fi", "probability": 0.319580078125}, {"start": 983.71, "end": 984.69, "word": " و", "probability": 0.94873046875}, {"start": 984.69, "end": 984.89, "word": " إيش", "probability": 0.7022298177083334}, {"start": 984.89, "end": 985.01, "word": " ما", "probability": 0.90966796875}, {"start": 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"probability": 0.385009765625}, {"start": 1372.36, "end": 1372.58, "word": " هنا", "probability": 0.8837890625}, {"start": 1372.58, "end": 1373.24, "word": " المحاضرة", "probability": 0.958984375}, {"start": 1373.24, "end": 1373.9, "word": " المحاضرة", "probability": 0.7923583984375}, {"start": 1373.9, "end": 1374.18, "word": " الجاية", "probability": 0.81591796875}, {"start": 1374.18, "end": 1374.74, "word": " بنكمل", "probability": 0.8681640625}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 1375.434, "duration_after_vad": 1266.788749999999} \ No newline at end of file diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/KtjzxTDeAHA_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/KtjzxTDeAHA_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..c2ae6ffb739ef90633ea3f0e7ef59b85a68e96cc --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/KtjzxTDeAHA_raw.srt @@ -0,0 +1,876 @@ +1 +00:00:05,570 --> 00:00:08,550 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل في + +2 +00:00:08,550 --> 00:00:12,930 +مادية نظرية الألات chapter الخمستاش inertia forces + +3 +00:00:12,930 --> 00:00:17,030 +in diversifying parts المحاضرة السابقة حلينا + +4 +00:00:17,030 --> 00:00:23,430 +example على some engine حسبنا ال piston effort و + +5 +00:00:23,430 --> 00:00:28,040 +ال force المنتقلة خلال ال connecting rodو ال + +6 +00:00:28,040 --> 00:00:31,180 +tangential force او ال force العمودية على ال crank + +7 +00:00:31,180 --> 00:00:35,060 +و ال force اللي في اتجاه ال crank بعدين حسبنا ال + +8 +00:00:35,060 --> 00:00:37,720 +torque بعد ما حسبنا ال torque على ال crank حسبنا + +9 +00:00:37,720 --> 00:00:41,900 +ال power و طلعنا ال power تقريبا في حدود خمسمية و + +10 +00:00:41,900 --> 00:00:48,360 +تسعة احصان تقريبا اليوم هنكمل هنتعرف + +11 +00:00:48,360 --> 00:00:55,020 +على ال components لل slotted crank بتفاصيل اكتر + +12 +00:00:56,120 --> 00:01:02,200 +عندي مثلا ال connecting rod هذا شكله بيكون الشكل + +13 +00:01:02,200 --> 00:01:07,540 +هذا هذا ال piston طبعا ال connecting rod لما + +14 +00:01:07,540 --> 00:01:14,470 +انتيجي في المنطقة هذهتفصل فيه بيكون عندي circuit + +15 +00:01:14,470 --> 00:01:19,890 +clip وعندي needle sleeve bearing وعندي pin gadjon + +16 +00:01:19,890 --> 00:01:25,450 +or wrist pin عند المنطقة هذه وهي بيكون عندك بيكون + +17 +00:01:25,450 --> 00:01:30,990 +قطعتين ممسوكة ببراغي هذه العمليات معمولة عشان + +18 +00:01:30,990 --> 00:01:38,050 +سهولة الفك والتركيب والصيانة الآن + +19 +00:01:39,220 --> 00:01:45,140 +أنا مابعطيكوا piston حقيقي connecting + +20 +00:01:45,140 --> 00:01:52,300 +rod و ال crank هترسموه مع solid work 3D هترسموه + +21 +00:01:52,300 --> 00:01:58,100 +عندي هاي piston هاي details ل piston هاي + +22 +00:01:58,100 --> 00:02:01,060 +details لنهاية دراع التوصيل لنهاية ال connecting + +23 +00:02:01,060 --> 00:02:11,300 +rod و هاي رسم ل ال connecting rod نفسهو هذا ال + +24 +00:02:11,300 --> 00:02:15,980 +connecting rod او ال crank هذا ال crank هذا ال + +25 +00:02:15,980 --> 00:02:22,060 +connecting rod هذا ال crank هذا ايش؟ ال crank ال + +26 +00:02:22,060 --> 00:02:26,240 +connecting rod هو اللي crank هذا اللي crank هذا + +27 +00:02:26,240 --> 00:02:31,300 +اللي crank والبعد هو ال connecting rod هترسمه ال + +28 +00:02:31,300 --> 00:02:36,400 +piston قطعة واحدة partالكرانك في مجموعة من القطع + +29 +00:02:36,400 --> 00:02:40,380 +بتعملوا subassembly لكرانك و في subassembly ل + +30 +00:02:40,380 --> 00:02:48,360 +connect ال rod بعدين بتجمعهم مع بعض واضح؟ هذا كله + +31 +00:02:48,360 --> 00:02:52,520 +يوم تتنين هذا + +32 +00:02:52,520 --> 00:02:55,760 +يوم تتنين انا عند طلاب اللي هو المادة solid work + +33 +00:02:55,760 --> 00:03:01,420 +اللي هو اصغر منكوا اللي اصغركم سنتينبتلت أيام حلقه + +34 +00:03:01,420 --> 00:03:06,280 +اربعين رسمة 3D هذا في الأسبوع الأول من الفصل + +35 +00:03:06,280 --> 00:03:14,280 +السبوع الأول فانتوا شغل الدلع هتسيبوكوا منه نعم + +36 +00:03:14,280 --> 00:03:19,400 +هذه و تتانية بتخلصوها و بتسلموها مش مشكلة ده سهلة + +37 +00:03:19,400 --> 00:03:22,560 +وين تبعتوها على ال email للمهندس عبدالله + +38 +00:03:26,500 --> 00:03:30,580 +من معاكم machine design مع المهندس الخميس؟ طب + +39 +00:03:30,580 --> 00:03:32,600 +دكتور هي مش موجودة في ال school مش موجودة في ال + +40 +00:03:32,600 --> 00:03:39,700 +school بنعطيكوا يعنى مش مشكلة ماشي طيب هي ضرور + +41 +00:03:39,700 --> 00:03:45,220 +تعملوها عشان يوم + +42 +00:03:45,220 --> 00:03:49,020 +تتنين بتسلموها اللي بيسلمهاش صفر ماشي بعد بكرا + +43 +00:03:54,650 --> 00:04:02,090 +خلّيني أحل مثال تاني بعدين كامبل a + +44 +00:04:02,090 --> 00:04:05,730 +vertical double-acting steam engine أولا ال engine + +45 +00:04:05,730 --> 00:04:09,090 +مش horizontal، هو vertical، معناته الوزن بيأثر + +46 +00:04:09,090 --> 00:04:13,030 +الوزن الـ reciprocating ما استخدت البسطون لأخلاف + +47 +00:04:13,030 --> 00:04:18,870 +التأثير a vertical double-acting steam engine has + +48 +00:04:18,870 --> 00:04:19,490 +a cylinder + +49 +00:04:23,150 --> 00:04:28,250 +الـ 300 ميلي متر دايمتر قطر السرندر دي ال bore + +50 +00:04:28,250 --> 00:04:35,170 +تلتميت ميلي متر and + +51 +00:04:35,170 --> 00:04:43,050 +450 ميلي متر stroke ال stroke أربعمية و خمسين ميلي + +52 +00:04:43,050 --> 00:04:52,330 +متر and runs at 200 rpm الأوميجا متين + +53 +00:04:53,570 --> 00:05:02,990 +rpm حولوها ل radians per second عشرين تسعة أربعة + +54 +00:05:02,990 --> 00:05:06,850 +radians + +55 +00:05:06,850 --> 00:05:14,350 +per second the reciprocating part has a mass mr + +56 +00:05:14,350 --> 00:05:18,310 +بالساوية + +57 +00:05:18,310 --> 00:05:22,890 +متين و خمسة و عشرين kilogram + +58 +00:05:26,500 --> 00:05:40,240 +المحرك البخاري موجه + +59 +00:05:40,240 --> 00:05:51,720 +للبخار دابل اكتنج دابل + +60 +00:05:51,720 --> 00:05:55,340 +اكتنج + +61 +00:05:57,040 --> 00:06:06,880 +الدى اللى هى خمسين ملي متر ال + +62 +00:06:06,880 --> 00:06:12,960 +conrod is one point two meter long ال L واحد اتنين + +63 +00:06:12,960 --> 00:06:19,180 +من عشرة متر when the crank has turned through one + +64 +00:06:19,180 --> 00:06:21,300 +hundred one hundred twenty five from inner dead + +65 +00:06:21,300 --> 00:06:22,940 +center بدى ارسمه vertical انا + +66 +00:06:28,020 --> 00:06:32,580 +انا عندى هى ال inner dead center هى ال inner dead + +67 +00:06:32,580 --> 00:06:43,800 +center هيلف تسعين مية و خمسة و عشرين وهى عندى هى + +68 +00:06:43,800 --> 00:06:52,700 +ال piston الزاوية هى ده كم؟ مية و خمسة و عشرين + +69 +00:07:01,030 --> 00:07:07,310 +steam pressure above piston is تلاتين كل نيوتن على + +70 +00:07:07,310 --> 00:07:13,950 +المتر المربع and below the piston is يعني هنا P up + +71 +00:07:13,950 --> 00:07:20,990 +وهنا P lower ال P up اكم + +72 +00:07:20,990 --> 00:07:28,710 +تلاتين كل نيوتن على المتر المربع تلاتين كيلو نيوتن + +73 +00:07:28,710 --> 00:07:38,820 +على المتر المربعواللغة واحد و نص كيلو + +74 +00:07:38,820 --> 00:07:45,520 +نيوتن ع المتر المربع calculate + +75 +00:07:45,520 --> 00:07:48,400 +effective turning moment on the crankshaft + +76 +00:07:48,400 --> 00:07:58,400 +effective turning moment on the crankshaft انت + +77 +00:07:58,400 --> 00:08:00,260 +لما نكون فارد على الآخر + +78 +00:08:02,940 --> 00:08:05,640 +بتكون هذه ال inner dead center يعني هذا بيكون عندك + +79 +00:08:05,640 --> 00:08:10,520 +هاي ال crank و ال connecting rod مادة الأعطاء هذه + +80 +00:08:10,520 --> 00:08:16,560 +لما يكون ال crank ضابب عليه ال connecting rod فانا + +81 +00:08:16,560 --> 00:08:19,560 +بقيس من ال inner dead center انا بحكي ل 150 درجة + +82 +00:08:19,560 --> 00:08:21,700 +من ال inner dead center انا افترض انه بدور الشكل + +83 +00:08:21,700 --> 00:08:27,780 +هذا فبدوا + +84 +00:08:27,780 --> 00:08:29,840 +ال effect ال turning moment + +85 +00:08:35,680 --> 00:08:42,700 +اللي هي ال + +86 +00:08:42,700 --> 00:08:54,420 +piston effort في ال radius في sin θ زاد sin 2θ على + +87 +00:08:54,420 --> 00:09:04,100 +2n في شغلات يعني احنا هنكون عارفينها ال n ايش + +88 +00:09:04,100 --> 00:09:13,240 +هتساويألف و متين ع تلت مية أربع + +89 +00:09:13,240 --> 00:09:23,080 +والثيتا بيعطيني 125 ثيتا + +90 +00:09:23,080 --> 00:09:26,860 +125 ال piston effort + +91 +00:09:34,460 --> 00:09:45,220 +Piston effort في حالة ال vertical FL + +92 +00:09:45,220 --> 00:09:50,820 +minus + +93 +00:09:50,820 --> 00:09:56,040 +plus FI plus + +94 +00:09:56,040 --> 00:10:02,600 +minus WR يعني هو نازو يعني الوزن بيساعدني + +95 +00:10:09,320 --> 00:10:17,740 +-RF رح نفرض ان رف ساوة زيرو ال + +96 +00:10:17,740 --> 00:10:23,640 +F اللي هي جاي من ال load فل انا عندي هاي ال piston + +97 +00:10:23,640 --> 00:10:29,990 +و هين جاي عندي ال rod بتاع ال connecting rodهنا P + +98 +00:10:29,990 --> 00:10:35,830 +Upper وهنا P Lower مانعش فين دي Area A Upper و فين + +99 +00:10:35,830 --> 00:10:42,730 +دي A Lower صح ال + +100 +00:10:42,730 --> 00:10:50,110 +test اللي اقفل هكون الساوية P Upper في A Upper + +101 +00:10:50,110 --> 00:10:53,570 +minus P Lower في A Lower + +102 +00:10:58,170 --> 00:11:01,930 +يعني هتكون عند بايا على اربعة يعني يعني عند ال بي + +103 +00:11:01,930 --> 00:11:16,610 +برا كام تلاتين الف تلاتين + +104 +00:11:16,610 --> 00:11:25,890 +الف تلاتين الف في بايا على اربعة ال + +105 +00:11:25,890 --> 00:11:26,730 +بوران دي اكم + +106 +00:11:30,290 --> 00:11:38,250 +على فكرة هناك خطأ ما انتبهتوش عليه انتوا الان صح + +107 +00:11:38,250 --> 00:11:45,410 +زي هيك خطأ ايش الار بيساوي الار بيساوي ال stroke ع + +108 +00:11:45,410 --> 00:11:50,410 +اتنين صح الار بيساوي اربعمية و خمسين ع اتنين + +109 +00:11:50,410 --> 00:11:53,550 +بيساوي + +110 +00:11:53,550 --> 00:11:57,730 +اتنين و خمسة و عشرين معناته الان بيساوي ال اللي هي + +111 +00:11:57,730 --> 00:12:09,120 +الف و متينعلى اتنين و خمسة و عشرين خمسة + +112 +00:12:09,120 --> 00:12:14,880 +بونت تلاتة ادلان حتكون تلاتين الف باي على اربع في + +113 +00:12:14,880 --> 00:12:21,000 +ال board اللي هي بونت تلاتة تربيه minus ال pay + +114 +00:12:21,000 --> 00:12:27,440 +lower اللي هو الف و خمسمية في باي على اربع + +115 +00:12:32,270 --> 00:12:37,330 +الان في قطر خارجى اللى هو كام تلاتة من عشر تربية + +116 +00:12:37,330 --> 00:12:41,990 +والقطر + +117 +00:12:41,990 --> 00:12:45,970 +الداخلى اللى هو خمسين اللى هو point O خمس تربية + +118 +00:12:45,970 --> 00:12:53,890 +الان + +119 +00:12:53,890 --> 00:12:57,750 +الضغط على ال piston جاى اللى هو ال connecting rod + +120 +00:12:57,750 --> 00:13:02,860 +قطر وخمسينخيص فبضغطش على كل المساحة هو بضغط على + +121 +00:13:02,860 --> 00:13:08,520 +حلقة زي هيك يعني من جوا خمسين من برا تلات مليون + +122 +00:13:08,520 --> 00:13:17,940 +تحسوا الأفعال شوفوا كان بتطلب معاكم كم؟ كم؟ مائتين + +123 +00:13:17,940 --> 00:13:28,640 +و سبعتاش ألفين و سبعتاش يعني ألفين و طمنتاش ألفين + +124 +00:13:28,640 --> 00:13:38,890 +و طمنتاشالنيوتن شكله فيه مش غلط طيب هذه الأفعال ال + +125 +00:13:38,890 --> 00:13:46,550 +F I ايش + +126 +00:13:46,550 --> 00:13:52,710 +يستوي M + +127 +00:13:52,710 --> 00:13:56,590 +R Omega + +128 +00:13:56,590 --> 00:13:57,110 +Square + +129 +00:14:00,390 --> 00:14:05,130 +فى cosine of theta زائد + +130 +00:14:05,130 --> 00:14:16,850 +cosine two theta على N هتساوي ال MR مائتين و خمسة + +131 +00:14:16,850 --> 00:14:28,550 +عشرين ال Omega عشرين point تسعة أربعة تربيع + +132 +00:14:34,430 --> 00:14:44,350 +فى R اللى هو 125 ملي يعنى point 225 فى + +133 +00:14:44,350 --> 00:14:48,030 +cosine 125 + +134 +00:14:48,030 --> 00:14:57,010 +زاد cosine 250 على + +135 +00:14:57,010 --> 00:15:04,330 +5 point 3أكم بيطلع؟ سالد أتناشر ألف سبعمية و أربع + +136 +00:15:04,330 --> 00:15:08,570 +أشهر سالد أتناشر ألف سبعمية و أربع أشهر سبعمية و + +137 +00:15:08,570 --> 00:15:09,030 +أربع أشهر سالد أتناشر ألف سبعمية و أربع أشهر سالد + +138 +00:15:09,030 --> 00:15:09,690 +أتناشر ألف سبعمية و أربع أشهر سالد أتناشر ألف + +139 +00:15:09,690 --> 00:15:15,770 +سبعمية و أربع أشهر سالد أتناشر + +140 +00:15:15,770 --> 00:15:20,610 +ألف سبعمية و أربع أشهر سالد أتناشر + +141 +00:15:20,610 --> 00:15:26,350 +ألف سبعمية و أربع أشهر سبعمية و أربع أشهر سبعمية و + +142 +00:15:26,350 --> 00:15:29,470 +أربع أشهر سبعمية و أربع أشهر سبعمية و أربع أشهر سب + +143 +00:15:34,180 --> 00:15:38,520 +و الـ WR اللي + +144 +00:15:38,520 --> 00:15:44,960 +هي الناس في GE اللي هي 225 في تسعة point تمانية + +145 +00:15:44,960 --> 00:15:49,560 +سفر ستة أكمت طلاق + +146 +00:15:49,560 --> 00:15:55,180 +ألفين + +147 +00:15:55,180 --> 00:16:03,500 +و ماتين و ستة نيوتن + +148 +00:16:05,050 --> 00:16:11,610 +معناته ال piston effort هتكون ساوى ال load اللي هو + +149 +00:16:11,610 --> 00:16:18,010 +الفين و طمنتاش قانون + +150 +00:16:18,010 --> 00:16:25,390 +ممكن اخلي القانون minus minus fi و إيش ما تطلع + +151 +00:16:25,390 --> 00:16:33,070 +إشارة إشارة ال fi بتعوضهاواضح؟ هو كنت تعمل قانون + +152 +00:16:33,070 --> 00:16:37,870 +مختلف عن الكتاب تحكي الإشارة minus minus وإيش ما + +153 +00:16:37,870 --> 00:16:41,290 +تطلع الإشارة بتاعة ال FI بتعوضها minus minus بيصير + +154 +00:16:41,290 --> 00:16:45,650 +plus فهيكون دي 2018 زائد معناته لإن في طباطه + +155 +00:16:45,650 --> 00:16:52,010 +معناته بتساعدني ليه 12724و سبعمية و اربع و عشرين + +156 +00:16:52,010 --> 00:16:57,010 +الوزن بزاد بساعدني هو نهجلي بساعدني ايش؟ زائد زائد + +157 +00:16:57,010 --> 00:17:04,170 +اللي هو الفين و متين و ستة يعني اه كان piston + +158 +00:17:04,170 --> 00:17:10,690 +effort لأ + +159 +00:17:10,690 --> 00:17:18,950 +بالموجة بطلع لأن ال .. لأن هنا متباطئ اه اه كان + +160 +00:17:18,950 --> 00:17:19,270 +بطلع + +161 +00:17:22,190 --> 00:17:28,550 +ستاشر الف وتسعمية وتمانية واربعين النيوتن + +162 +00:17:28,550 --> 00:17:34,550 +هذا + +163 +00:17:34,550 --> 00:17:39,290 +ال piston effort نرجع نقعد ال torque هيكون الساعة + +164 +00:17:39,290 --> 00:17:43,170 +ال piston + +165 +00:17:43,170 --> 00:17:48,690 +effort اللي هو ستاشر الف تسعمية وتمانية واربعينفى + +166 +00:17:48,690 --> 00:17:57,690 +R اللى هي point اتنين اتنين خمسة فيه sign المية و + +167 +00:17:57,690 --> 00:18:05,890 +خمسة عشرين زي ال sign الميتين و خمسين على خمسة + +168 +00:18:05,890 --> 00:18:14,070 +point تلاتة ضرب اتنين اكم + +169 +00:18:14,070 --> 00:18:14,610 +بتطلع + +170 +00:18:18,540 --> 00:18:30,320 +القيمة بتاعتها خاطئ يعنى؟ اه كده شخصية مصلحة؟ سالب + +171 +00:18:30,320 --> 00:18:34,820 +اكتر اكتر؟ + +172 +00:18:34,820 --> 00:18:45,460 +164 نيوتن يعني هل هالسير زاد اربعتاشر الف ومية + +173 +00:18:45,460 --> 00:18:56,170 +واربعة ستيناكمس الرقم الصح اجمع + +174 +00:18:56,170 --> 00:18:57,330 +دول التلات ارقام + +175 +00:19:20,830 --> 00:19:26,330 +معناه تطلع تورك اكم تاني مومنت هاد موجة بقى هاد + +176 +00:19:26,330 --> 00:19:38,290 +سلبه هتكون اكم تلت تلاف تلت عشرين نيوتن متر لو دحس + +177 +00:19:38,290 --> 00:19:45,170 +ال power محمد ال power في اللحظة تورك في omega + +178 +00:19:45,170 --> 00:19:54,020 +يعني هتكون عندهالـ torque اللي هي تلت تلف و تلاتة + +179 +00:19:54,020 --> 00:20:02,020 +و عشرين ال omega اللي هي عشرين فاصلة اربعة و تسعين + +180 +00:20:02,020 --> 00:20:08,160 +اه كم بيطلع كم + +181 +00:20:08,160 --> 00:20:16,040 +بيطلع ستين الف تلت ستين الف تلت مية واحد واط اقسم + +182 +00:20:16,040 --> 00:20:18,060 +على سبع مية ستة وأربعين حوالي الحصان + +183 +00:20:29,300 --> 00:20:37,000 +أكتر؟ خمس تونين؟ احصان + +184 +00:20:37,000 --> 00:20:42,860 +.. + +185 +00:20:42,860 --> 00:20:47,700 +لأ + +186 +00:20:47,700 --> 00:20:54,470 +بتفرق لما تخش .. لما تخش .. انت دايما اشتغليعني + +187 +00:20:54,470 --> 00:20:58,250 +الكتاب عيبه في شغلات زيك بشتغل يعني تقرير .. تقرير + +188 +00:20:58,250 --> 00:21:05,250 +بلغ التفكير انا بحكيلك دايما ارسم المهندس برسم و + +189 +00:21:05,250 --> 00:21:07,710 +تطلع انت في حالة .. لأ انا سواء بتختلف معاك سواء + +190 +00:21:07,710 --> 00:21:10,350 +اذا كنت في الرابع الأول او التان او التالت مثلا + +191 +00:21:10,350 --> 00:21:14,550 +الجيب هتكون موجه في الرابع الأول و التاني ال + +192 +00:21:14,550 --> 00:21:18,810 +cosine بتكون موجه في الرابع الأول و الرابع التان + +193 +00:21:18,810 --> 00:21:22,990 +بتكون موجه في الرابع الأول و التالت فمهم كتير انك + +194 +00:21:22,990 --> 00:21:23,610 +ترسم + +195 +00:21:26,730 --> 00:21:30,090 +طيب اليوم هتركب .. هركب على ال 11 برنامج + +196 +00:21:30,090 --> 00:21:32,830 +Mathematica عشان Mathematica سي أورجيكوا العلاقات + +197 +00:21:32,830 --> 00:21:36,270 +ال plotting بتاعها تشوفوا كيف ايش اللي بيصير معاكم + +198 +00:21:36,270 --> 00:21:46,130 +التفصيل في اي سؤال طيب + +199 +00:21:46,130 --> 00:21:50,590 +انتوا + +200 +00:21:50,590 --> 00:21:53,610 +اذا رسمته ال parts اللي حكيته ممكن اخليكوا تعملوا + +201 +00:21:53,610 --> 00:21:57,830 +engine بعد هيك هحكيلكحط كرانك جانبي كرانك و اعمل + +202 +00:21:57,830 --> 00:22:01,970 +بينهم الزاوية خلال الاول و التالتة و الرابعة و + +203 +00:22:01,970 --> 00:22:03,190 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +204 +00:22:03,190 --> 00:22:04,290 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +205 +00:22:04,290 --> 00:22:05,390 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +206 +00:22:05,390 --> 00:22:06,190 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +207 +00:22:06,190 --> 00:22:06,250 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +208 +00:22:06,250 --> 00:22:07,950 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +209 +00:22:07,950 --> 00:22:07,970 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +210 +00:22:07,970 --> 00:22:11,850 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +211 +00:22:11,850 --> 00:22:20,950 +الرابعة و الرابعة و الرابعة و الرابعة و الرابعة و + +212 +00:22:20,950 --> 00:22:27,310 +الرابعة و الراربع تمانية ستاشت اتنين و تلاتين + +213 +00:22:27,310 --> 00:22:30,330 +هتشوفوا الفرق كيف بيصير ال engine نعم smooth على + +214 +00:22:30,330 --> 00:22:34,610 +الآخر نعم + +215 +00:22:34,610 --> 00:22:38,070 +لأ + +216 +00:22:38,070 --> 00:22:41,550 +انت مانتوفي ال .. يعني هتاخد البيانات البيانات ال + +217 +00:22:41,550 --> 00:22:45,690 +pressure هتاخدوها جاهزة يعني هنحكي اللي هو احنا + +218 +00:22:45,690 --> 00:22:52,360 +بنحكي ال dynamic analysis هيكون طيب اليوم نكونان + +219 +00:22:52,360 --> 00:22:54,740 +هنا المحاضرة المحاضرة الجاية بنكمل + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/NbPgLCNQjCg.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/NbPgLCNQjCg.srt new file mode 100644 index 0000000000000000000000000000000000000000..5b82fee8109b35e8bf06b61eaf615545505a2e6b --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/NbPgLCNQjCg.srt @@ -0,0 +1,1885 @@ +1 +00:00:05,280 --> 00:00:08,140 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله و + +2 +00:00:08,140 --> 00:00:11,720 +بركاته، اليوم هنكمل في مادة نظرية الآلات، + +3 +00:00:11,720 --> 00:00:15,180 +المحاضرات السابقة حكينا عن الـ cams و الـ followers + +4 +00:00:15,180 --> 00:00:18,240 +عملنا + +5 +00:00:18,240 --> 00:00:22,620 +generate الـ geometry لـ الـ cam الـ profile من خلال + +6 +00:00:22,620 --> 00:00:27,890 +معرفتنا لحركة الـ follower حاليًا example حركة الـ + +7 +00:00:27,890 --> 00:00:32,790 +follower كانت uniform velocity و example ثاني كانت + +8 +00:00:32,790 --> 00:00:38,550 +simple harmonic motion في حالة sharp edge follower + +9 +00:00:38,550 --> 00:00:44,110 +هنكمل examples مرة باستخدام اللي هو roller + +10 +00:00:44,110 --> 00:00:49,030 +follower مرة flat faced follower هنحل example + +11 +00:00:49,030 --> 00:00:50,290 +عشرون ثلاثة + +12 +00:00:53,240 --> 00:00:56,700 +عشرون ثلاثة كلًا كام with a minimum radius of + +13 +00:00:56,700 --> 00:01:00,980 +twenty five millimeter يعني هذا الـ basic radius صح + +14 +00:01:00,980 --> 00:01:05,840 +الـ + +15 +00:01:05,840 --> 00:01:10,460 +basic radius basic + +16 +00:01:10,460 --> 00:01:14,640 +circle radius + +17 +00:01:14,640 --> 00:01:17,880 +بالتساوي + +18 +00:01:17,880 --> 00:01:21,600 +خمسة وعشرون millimeter + +19 +00:01:26,010 --> 00:01:28,810 +rotating clockwise at enforce speed is to be + +20 +00:01:28,810 --> 00:01:31,910 +designed to give a roller follower at the end of a + +21 +00:01:31,910 --> 00:01:34,450 +valve rod motion described بلو حتيها حركة لل + +22 +00:01:34,450 --> 00:01:41,750 +follower طبقا للـ التاليه أول شيء هو معطيني الـ stroke + +23 +00:01:41,750 --> 00:01:47,490 +خمسون ملي متر الـ stroke + +24 +00:01:47,490 --> 00:01:52,270 +بمقدار خمسين ملي متر + +25 +00:01:58,750 --> 00:02:02,290 +في أول مئة وعشرون دوران للكام مئة وعشرون درجة + +26 +00:02:02,290 --> 00:02:07,610 +يرتفع لخمسين ملي متر simple harmonic motion بعدين + +27 +00:02:07,610 --> 00:02:13,410 +ثلاثون درجة التالية يظل مكانه بعدين ستون درجة + +28 +00:02:13,410 --> 00:02:19,810 +التالية بينزل simple harmonic motion بعدين يظل + +29 +00:02:19,810 --> 00:02:24,170 +مكانه مئة وخمسين درجة بعدين الـ cycle بتتكرر + +30 +00:02:28,280 --> 00:02:36,680 +الآن طبعًا هكون دي المعطيات معلومات ثانية diameter + +31 +00:02:36,680 --> 00:02:49,820 +لـ roller .. roller diameter بتساوي + +32 +00:02:49,820 --> 00:02:53,260 +عشرين + +33 +00:02:53,260 --> 00:02:53,520 +ملي + +34 +00:03:02,250 --> 00:03:09,650 +and the diameter of the cam shaft اللي هو D للشافت + +35 +00:03:09,650 --> 00:03:12,930 +خمسة + +36 +00:03:12,930 --> 00:03:18,650 +وعشرون مليمتر + +37 +00:03:18,650 --> 00:03:24,090 +draw + +38 +00:03:24,090 --> 00:03:28,530 +the profile of the cam when the line of stroke of + +39 +00:03:28,530 --> 00:03:31,730 +the valve and rod passes through the axis of cam + +40 +00:03:31,730 --> 00:03:36,290 +لما يكون مركز محور حركة الـ follower بيمر في مركز + +41 +00:03:36,290 --> 00:03:42,450 +دوران الكام هذه الحالة الأولى طبعًا + +42 +00:03:42,450 --> 00:03:48,630 +الفكرة هتكون في الرسم هرسم + +43 +00:03:48,630 --> 00:03:49,530 +الـ basic circle + +44 +00:03:53,460 --> 00:04:01,320 +الـ basic circle اللي هي قطرها كم الـ radius خمسين + +45 +00:04:01,320 --> 00:04:08,620 +القطر خمسين هيكون دائرة هذه مركز + +46 +00:04:08,620 --> 00:04:14,620 +رولر هيكون طب حارسهم هنا مركز رولر هيكون ع كم + +47 +00:04:14,620 --> 00:04:20,520 +عشرين يعني حارسهم دائرة كمان هعمل offset لهذه + +48 +00:04:24,850 --> 00:04:30,850 +عشرة ملي صح يعني هذه المسافة عشرة ملي معناته هذا + +49 +00:04:30,850 --> 00:04:35,450 +أول location بعدين + +50 +00:04:35,450 --> 00:04:42,310 +عندي simple harmonic motion هذه + +51 +00:04:42,310 --> 00:04:49,390 +الـ stroke الـ + +52 +00:04:49,390 --> 00:04:50,290 +stroke خمسين + +53 +00:05:00,220 --> 00:05:12,660 +هأجزئ هذه مجزئها + +54 +00:05:12,660 --> 00:05:16,900 +ستة أجزاء طبعًا + +55 +00:05:16,900 --> 00:05:26,130 +هذا هتكون أول دائرة هذه الثانية هذه الثالثة هذه + +56 +00:05:26,130 --> 00:05:34,170 +إيش؟ الرابعة الخامسة السادسة + +57 +00:05:34,170 --> 00:05:44,030 +الآن + +58 +00:05:44,030 --> 00:05:51,050 +الـ .. مئة وعشرون كام زوايا هذه؟ مئة وعشرون درجة + +59 +00:05:51,050 --> 00:06:01,370 +هذه المئة وعشرون 120 لحد هنا صح؟ 120 120 + +60 +00:06:01,370 --> 00:06:08,250 +فأنا هأجزئ عندك واحد اثنين ثلاثة أربعة خمسة ستة لأن + +61 +00:06:08,250 --> 00:06:13,730 +هو ماخذ الـ center هاي الـ center الأولاني الثاني + +62 +00:06:13,730 --> 00:06:18,730 +الثالث الرابع الخامس السادس + +63 +00:06:24,800 --> 00:06:39,200 +من كل مركز برسم رولر قطرها عشرين و + +64 +00:06:39,200 --> 00:06:44,780 +هكذا بعدين بعمل spline tangent لكل الدوائر هذول + +65 +00:06:44,780 --> 00:06:48,320 +ما بأخذش + +66 +00:06:48,320 --> 00:06:55,720 +مركز رولر بعمل offset لأ بعمل tangent لكل الدوائر + +67 +00:06:55,720 --> 00:06:59,840 +هذه حصلنا + +68 +00:06:59,840 --> 00:07:05,440 +علي إيش؟ على الـ profile الأولاني بعدها دي راح تكمل + +69 +00:07:05,440 --> 00:07:09,800 +نفس الشيء بنسويه الجهة في الـ... خدنا نشوف كيف + +70 +00:07:09,800 --> 00:07:21,360 +هنسويها هيبدأ + +71 +00:07:21,360 --> 00:07:22,000 +new part + +72 +00:07:32,090 --> 00:07:37,750 +هناخد الـ top view نعمل sketch عليه هبدأ أرسم إيش؟ + +73 +00:07:37,750 --> 00:07:48,650 +الـ basic circle اللي هي قطرها خمسين + +74 +00:07:48,650 --> 00:07:55,290 +بعدين + +75 +00:07:55,290 --> 00:07:55,990 +هعمل لها offset + +76 +00:08:04,350 --> 00:08:13,310 +عشرة صح؟ اللي + +77 +00:08:13,310 --> 00:08:19,010 +هاد offset تتمثل على + +78 +00:08:19,010 --> 00:08:24,510 +فرضه بتتحرك على دائرة واضح؟ لكن لو متحركش على دائرة + +79 +00:08:24,510 --> 00:08:29,560 +مش ضروري يكون نفس الشيء طيب هرسم أول الشخاق من هنا + +80 +00:08:29,560 --> 00:08:38,580 +طيب + +81 +00:08:38,580 --> 00:08:45,960 +إذا كان أول مئة وعشرون درجة هنقسمهم أنا عندي + +82 +00:08:45,960 --> 00:08:48,040 +هنعمل array + +83 +00:08:57,130 --> 00:09:02,630 +ماشي أتخيل مش حالك إيش بتتغير الـ systematic لإن عندي + +84 +00:09:02,630 --> 00:09:10,910 +أنا هأختار النقطة هذه مركز + +85 +00:09:10,910 --> 00:09:19,170 +الدائرة هذه الـ parts اللي + +86 +00:09:19,170 --> 00:09:23,350 +هو الخط هذا العدد سبعة + +87 +00:09:29,720 --> 00:09:38,820 +سبعة والزاوية مئة وعشرون ونعكس الاتجاه فأنا + +88 +00:09:38,820 --> 00:09:44,300 +بتدور clockwise هي مئة وعشرون على ستة كم؟ عشرين مش + +89 +00:09:44,300 --> 00:09:47,980 +ثلاثين درجة حتى لو كان ثلاثين يمشي الـ systematic + +90 +00:09:47,980 --> 00:09:56,040 +أحسن طيب المرحلة + +91 +00:09:56,040 --> 00:10:04,880 +الثانية هأعمل أنا برضه secular pattern هأخذ + +92 +00:10:04,880 --> 00:10:23,140 +الدائرة هذه هأخذ + +93 +00:10:23,140 --> 00:10:37,080 +الخط هذا العدد اثنين والزاوية ثلاثون عكس اتجاه طيب + +94 +00:10:37,080 --> 00:10:50,500 +بعدين دي أكمل مئة وخمسين صح؟ نشوف + +95 +00:11:15,200 --> 00:11:23,120 +هذه ستون ستون طيب هنعمل + +96 +00:11:23,120 --> 00:11:35,880 +بره ستة أقسام ستون هذه + +97 +00:11:35,880 --> 00:11:41,480 +ستين درجة وهنا ستة سبعة + +98 +00:11:45,880 --> 00:11:57,320 +الخط هذا معناه + +99 +00:11:57,320 --> 00:12:05,580 +اتعملنا تقسيمة تاعتنا لأن اتعمل تقسيمة تاعت simple + +100 +00:12:05,580 --> 00:12:11,160 +harmonic motion الـ stroke كم حكينا خمسين + +101 +00:12:11,160 --> 00:12:12,960 +معناه اتعمل + +102 +00:12:16,460 --> 00:12:30,160 +offset لـ دائرة دي أكمل خمسين هذه خمسين مظبوط + +103 +00:12:30,160 --> 00:12:38,400 +خلينا + +104 +00:12:38,400 --> 00:12:39,800 +نتأكد من الـ size بتاعها + +105 +00:12:43,930 --> 00:12:51,070 +مئة وسبعين ماشي خليني + +106 +00:12:51,070 --> 00:12:58,290 +أرسم خط من هنا أو خليني أرسم خط + +107 +00:12:58,290 --> 00:13:01,990 +بعدين أرسم دائرة + +108 +00:13:25,030 --> 00:13:30,550 +بعدين أعمله rotation + +109 +00:13:30,550 --> 00:13:40,650 +على 180 درجة العدد + +110 +00:13:40,650 --> 00:13:40,970 +7 + +111 +00:13:45,520 --> 00:13:58,840 +عدد سبعة وهأخذ مركز الدائرة هذا أنا هأخذ + +112 +00:13:58,840 --> 00:14:00,680 +إيش؟ خط هذا + +113 +00:14:21,390 --> 00:14:29,570 +آه اللي هو الخط هذا بعدين المركز هذا اللي هو + +114 +00:14:29,570 --> 00:14:32,910 +الدائرة + +115 +00:14:32,910 --> 00:14:44,410 +هذه ليش بيجي لي هنا هو طيب + +116 +00:14:44,410 --> 00:14:46,190 +كم مرة + +117 +00:14:49,600 --> 00:14:55,560 +نأخذ المركز اللي هو هذه الدائرة طيب نأخذها بطريقة + +118 +00:14:55,560 --> 00:15:05,860 +ثانية مازال مصر هأخذ المركز هذا النقطة هذه وأخذ + +119 +00:15:05,860 --> 00:15:13,040 +الخط هذا هنحكي السبعة على مئة وثمانين درجة صح؟ + +120 +00:15:42,740 --> 00:15:50,880 +عندك circular اللي + +121 +00:15:50,880 --> 00:16:04,560 +هو هذا عندي السابعة عندي عشرين + +122 +00:16:04,560 --> 00:16:07,420 +نعم + +123 +00:16:15,160 --> 00:16:19,420 +الرولر القطر هو عشرين نصف القطر كم؟ يعني إيش عشرة أنا + +124 +00:16:19,420 --> 00:16:27,580 +عملت الـ offset كم؟ عشرة صح؟ بدك تتأكد يعني تأخذ + +125 +00:16:27,580 --> 00:16:31,740 +هذه الـ dimension بتاعتها هتكون آخرها سبعين مظبوط + +126 +00:16:31,740 --> 00:16:42,570 +وهذه سبعين سبعين والـ stroke خمسين يعني هتكون الـ .. + +127 +00:16:42,570 --> 00:16:49,890 +الـ .. السبعين زائد مئة قطرها هتكون مئة وسبعين مئة + +128 +00:16:49,890 --> 00:16:53,010 +وسبعين واضح طيب + +129 +00:17:11,260 --> 00:17:16,320 +الزاوية 180 والعدد + +130 +00:17:16,320 --> 00:17:23,180 +7 ماشي + +131 +00:17:23,180 --> 00:17:32,220 +ماشي + +132 +00:17:32,220 --> 00:17:37,260 +طيب كيف بدو مكانه المشكلة طيب الآن هرسم دوائر + +133 +00:17:37,260 --> 00:17:39,200 +circle + +134 +00:17:42,040 --> 00:17:51,800 +هذه الدائرة الأولى وهذه الدائرة الثانية وهذه + +135 +00:17:51,800 --> 00:17:56,380 +الدائرة الثالثة + +136 +00:17:56,380 --> 00:18:07,740 +والدائرة الرابعة + +137 +00:18:17,540 --> 00:18:25,220 +آه هي كان الشغل صح ولا غلط؟ لأ غلط هذا + +138 +00:18:25,220 --> 00:18:30,180 +غلط هيك المفروض إحنا نعمل هيك إسقاط نرسم ده يعمل + +139 +00:18:30,180 --> 00:18:37,540 +إسقاط واضح؟ هيك غلط كان فأنا أنت حارس الخط من هنا + +140 +00:18:37,540 --> 00:18:45,840 +هي + +141 +00:18:45,840 --> 00:18:57,000 +هو الخط بعدين خط ثاني بعدين + +142 +00:18:57,000 --> 00:19:07,520 +خط .. هذا خلصنا منه و + +143 +00:19:07,520 --> 00:19:08,320 +خط رابع + +144 +00:19:26,580 --> 00:19:32,140 +معناها دوائر يعني الدائرة اللي بتمر هنا قطر أكبر من + +145 +00:19:32,140 --> 00:19:37,920 +الدائرة هذه صح؟ فبيختلف الأشياء + +146 +00:19:37,920 --> 00:19:51,400 +بعدين كمان دائرة بعدين + +147 +00:19:51,400 --> 00:19:52,240 +كمان دائرة + +148 +00:19:59,560 --> 00:20:07,480 +بعدين كمان دائرة هيك + +149 +00:20:07,480 --> 00:20:14,160 +رسمنا الدوائر صح؟ خلينا + +150 +00:20:14,160 --> 00:20:24,400 +نمد الآن extend يعني أول نقطة كانت + +151 +00:20:24,400 --> 00:20:30,940 +هنا صح؟ ثاني نقطة هي إنها تكون يعني ده أول نقطة للـ + +152 +00:20:30,940 --> 00:20:34,640 +center يعني + +153 +00:20:34,640 --> 00:20:37,360 +خليني عشان أوضح عشان أنا مستيقظ خربشها هاي عندكوا + +154 +00:20:37,360 --> 00:20:52,500 +هنا هاي الـ circle هاي مركزها نتأكد + +155 +00:20:52,500 --> 00:20:56,640 +كم + +156 +00:20:56,640 --> 00:20:57,100 +قطرها + +157 +00:21:01,250 --> 00:21:07,950 +عشرة يعني معناته صح ماشي معناته حلمت بعدين + +158 +00:21:07,950 --> 00:21:11,590 +extend + +159 +00:21:11,590 --> 00:21:17,250 +هذا أول واحد هذا الثاني + +160 +00:21:17,250 --> 00:21:23,350 +بأحكي على الـ center هي .. هذا + +161 +00:21:23,350 --> 00:21:24,570 +الثالث مظبوط + +162 +00:21:34,070 --> 00:21:44,850 +هيك خلصنا ولا .. هذه هيك آه طيب هيك صح هذه .. هذه + +163 +00:21:44,850 --> 00:21:47,870 +الأولى صح هذه الثانية هذه الثالثة الرابعة حلمت + +164 +00:21:47,870 --> 00:21:53,150 +كمان صح هذه + +165 +00:21:53,150 --> 00:22:05,440 +صح هذه بتبقى صح هذه صح معناته اللي بعدها + +166 +00:22:05,440 --> 00:22:11,340 +كمان + +167 +00:22:11,340 --> 00:22:11,860 +واحد + +168 +00:22:31,110 --> 00:22:37,350 +فيش غلط صح؟ خمسانيس + +169 +00:22:37,350 --> 00:22:41,130 +الزاوية خلينا نتأكد smart dimension هذا الزاوية + +170 +00:22:41,130 --> 00:22:49,850 +وهذه عشرين طب هذه وهذه + +171 +00:22:49,850 --> 00:22:53,350 +هذه + +172 +00:22:53,350 --> 00:22:57,550 +عشرين + +173 +00:23:04,440 --> 00:23:12,280 +هذه عشرين يعني عندك مئة وعشرون على ستة عشرين خلينا + +174 +00:23:12,280 --> 00:23:19,580 +نجيز في الزاوية هذه بين هذه و + +175 +00:23:19,580 --> 00:23:26,080 +هذه مئة وعشرون معناته هذه آخر واحد معناته هذول مش + +176 +00:23:26,080 --> 00:23:33,140 +صح هذول كلهم نسينا الثلاثين إحنا صح؟ يعني نحكي + +177 +00:23:33,140 --> 00:23:47,680 +erase هنمسح هذول أو هنمسح هذا آه + +178 +00:23:47,680 --> 00:23:52,480 +أنا اللي بسير عشان ما بعرف AutoCAD بستخدم الـ + +179 +00:23:52,480 --> 00:23:56,300 +command بتاعة الـ .. بتاعة الـ AutoCAD بعض الأحيان + +180 +00:23:56,300 --> 00:23:56,780 +بالغلط + +181 +00:24:05,120 --> 00:24:14,280 +هذا الخط هنعمله كم؟ ثلاثين آه + +182 +00:24:14,280 --> 00:24:23,180 +ماشي أنا ماخذين الزاوية اللي هو أنا + +183 +00:24:23,180 --> 00:24:34,140 +بدو الخط هذا بعد المركز هيكون إيش؟ دائرة هذه العدد + +184 +00:24:34,860 --> 00:24:44,700 +اثنين والزاوية ثلاثين هأعكسها + +185 +00:24:44,700 --> 00:24:57,460 +طيب okay طيب + +186 +00:24:57,460 --> 00:25:03,120 +كمان مرة هاي عند الـ secular هذه النقطة + +187 +00:25:09,570 --> 00:25:23,770 +هذه ثلاثون والعدد اثنين ونعكس الاتجاه و okay نعم + +188 +00:25:23,770 --> 00:25:30,930 +هاي هيك ضبط طيب بعدين هيكون عندي لستين درجة + +189 +00:25:42,310 --> 00:25:48,310 +ستون درجة سبعة هاي + +190 +00:25:48,310 --> 00:25:55,770 +ستون درجة okay + +191 +00:25:55,770 --> 00:26:02,890 +هيك مظبوط معناته + +192 +00:26:02,890 --> 00:26:03,550 +هنمد هذا + +193 +00:26:11,150 --> 00:26:22,450 +هذا آخر واحد صح؟ ماشي + +194 +00:26:22,450 --> 00:26:38,730 +والـ mid هذا بقى عنده إيش؟ هيديله مكانه طيب + +195 +00:26:40,610 --> 00:26:52,790 +بعدين هنمد هذا بعدين + +196 +00:26:52,790 --> 00:26:58,970 +هيك + +197 +00:26:58,970 --> 00:27:01,970 +صح؟ بعدين هنمد هذا + +198 +0 + +201 +00:27:45,560 --> 00:27:49,060 +.. + +202 +00:27:49,060 --> 00:27:54,580 +يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +203 +00:27:54,580 --> 00:27:59,160 +يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +204 +00:27:59,160 --> 00:28:03,420 +.. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. + +205 +00:28:03,420 --> 00:28:03,480 +يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +206 +00:28:03,480 --> 00:28:03,500 +يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +207 +00:28:03,500 --> 00:28:12,580 +.. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +208 +00:28:12,580 --> 00:28:13,680 +.. يمكن + +209 +00:28:15,670 --> 00:28:22,890 +الـ hide .. hide هنا + +210 +00:28:22,890 --> 00:28:37,650 +hide أيوة ماشي وبعدين هنعمل ال trim بلو هنشيل هذه + +211 +00:28:37,650 --> 00:28:44,570 +و هذه هيك مظبوط صح؟ مش مشكلة اللي ناشي يعني + +212 +00:28:53,170 --> 00:29:02,790 +extend لحد هنا صح؟ معناته كمان + +213 +00:29:02,790 --> 00:29:13,010 +واحد لأ لأ مظبوط زي هيك هيك مظبوط بعدين بس + +214 +00:29:15,570 --> 00:29:22,730 +مظبوط؟ الآن لسه ما خلصناش هنرسم + +215 +00:29:22,730 --> 00:29:32,950 +دوائر هاي + +216 +00:29:32,950 --> 00:29:33,650 +دائرة هنا + +217 +00:30:36,160 --> 00:30:42,660 +طيب خلينا نحط عليهم .. خلينا نحط ال dimension على + +218 +00:30:42,660 --> 00:30:53,140 +هذه بنعرف هاي هذه عشرين fully defined طيب بعدين نأخذ + +219 +00:30:53,140 --> 00:30:53,560 +هذه + +220 +00:31:19,300 --> 00:31:27,860 +كلهم equal صح طيب + +221 +00:31:27,860 --> 00:31:33,360 +الآن + +222 +00:31:33,360 --> 00:31:38,320 +هرسم spline هي + +223 +00:31:38,320 --> 00:31:42,760 +spline يعني + +224 +00:31:42,760 --> 00:31:48,540 +لهذه و لهذه هذه الثالثة صح + +225 +00:32:05,230 --> 00:32:11,950 +ماشي بس انتبه لشغل الآن الدوائر إذا عملت العلاقة + +226 +00:32:11,950 --> 00:32:19,570 +بينهم tangent هيحرك الدائرة بدك تعمل fix للدوائر + +227 +00:32:19,570 --> 00:32:21,570 +هدول عند هدول دوائر + +228 +00:32:38,570 --> 00:32:48,030 +fix هذا make fixed ماشي + +229 +00:32:48,030 --> 00:32:51,230 +خدنا + +230 +00:32:51,230 --> 00:32:56,870 +نعمل tangent اه + +231 +00:32:56,870 --> 00:33:00,150 +يعني + +232 +00:33:00,150 --> 00:33:03,010 +هناخد هذه خدنا نبدأ من هنا + +233 +00:33:07,310 --> 00:33:13,070 +عملت fixed للدائرة أنا بدي احرك ال spline هاي + +234 +00:33:13,070 --> 00:33:16,610 +الفكرة هاي ال tangent شوفت شو حركته أنا حركت ال + +235 +00:33:16,610 --> 00:33:19,810 +spline لكن لو ما عملتش زي هيك هيحرك الدائرة هيطلع + +236 +00:33:19,810 --> 00:33:26,150 +الرسم غلط بعدين + +237 +00:33:26,150 --> 00:33:30,490 +هاي + +238 +00:33:30,490 --> 00:33:35,050 +ال tangent بعدين + +239 +00:33:38,650 --> 00:33:43,750 +لسه ما خلصناش هاي + +240 +00:33:43,750 --> 00:33:49,250 +ال tangent كل ما له بنظبط اه لأن فيه واضح أنه هادى + +241 +00:33:49,250 --> 00:33:57,670 +مفروض جايبناله من تحت احنا طيب + +242 +00:33:57,670 --> 00:34:02,110 +اعمل + +243 +00:34:02,110 --> 00:34:06,530 +Ctrl Z هبدأ من الجهة الثانية من هنا هبدأنا + +244 +00:34:09,920 --> 00:34:30,080 +بحكيله هذه مع هذه هي tangent + +245 +00:34:30,080 --> 00:34:34,340 +بعدين + +246 +00:34:47,490 --> 00:34:59,650 +tangent بعدين هعمله ايه اش؟ tangent طيب + +247 +00:34:59,650 --> 00:35:06,110 +بعدين هذا بتعمله + +248 +00:35:06,110 --> 00:35:09,390 +اش + +249 +00:35:09,390 --> 00:35:09,790 +من 13 + +250 +00:35:28,630 --> 00:35:34,610 +اللي أنا هعمل هذه مساحة relation هي + +251 +00:35:34,610 --> 00:35:45,350 +tangent طيب + +252 +00:35:45,350 --> 00:35:48,070 +هنا عندك relation + +253 +00:36:02,210 --> 00:36:03,510 +فيه مشكلة مش عارف + +254 +00:36:41,120 --> 00:36:43,780 +ماشي مسحت ال ratio هذه كانت من خربة ال linear اللي + +255 +00:36:43,780 --> 00:36:52,780 +هي بتاعت فمسحتها الآن هاخد هذه مع هذه وهي ايش + +256 +00:36:52,780 --> 00:36:59,960 +tangent بعدين + +257 +00:36:59,960 --> 00:37:07,360 +بدي امسح هذه عشان أعطيها حرية للحركة بدي احكيله + +258 +00:37:11,430 --> 00:37:27,990 +هذه مع هذه هي tangent بعدين + +259 +00:37:27,990 --> 00:37:37,750 +هذه مش هتظبط مع هذه هي tangent زي ما توقعت خليني + +260 +00:37:37,750 --> 00:37:39,130 +احركه حاول احركه + +261 +00:38:15,060 --> 00:38:16,460 +طيب + +262 +00:38:23,250 --> 00:38:30,090 +كمان مرة الآن أنا شيلت بعض relations هاي + +263 +00:38:30,090 --> 00:38:46,490 +ال tangent طب + +264 +00:38:46,490 --> 00:38:47,310 +في مشكلة عندنا + +265 +00:39:24,580 --> 00:39:28,260 +طيب على أي حال هذه مشكلة solid work خلاني أشوف ايش + +266 +00:39:28,260 --> 00:39:33,160 +المشكلة و بنعرفها المهم أنا برسم الدوائر هذه برسم + +267 +00:39:33,160 --> 00:39:40,200 +الدوائر هذه بعمل tangency طبعا الدوائر سبتها + +268 +00:39:40,200 --> 00:39:44,840 +سبتها لأن المواقع عليها تكون ثابتة إذا ما سبتتش + +269 +00:39:44,840 --> 00:39:48,540 +أنا جربتها بأمسحها إذا ما سبتتش يصير الدوائر تتحرك + +270 +00:39:48,540 --> 00:39:53,340 +تطيلك شيء ثاني مختلف فبتثبت الدوائر وبعدين تعمل ال + +271 +00:39:53,340 --> 00:39:58,540 +spline spline تنجد لكل الدوائر هذه وبعد نفس الشيء + +272 +00:39:58,540 --> 00:40:02,620 +نعمل spline لان تنجد لهذه الدوائر وبعدين بيصير شغل + +273 +00:40:02,620 --> 00:40:08,160 +ال trim والتنظيفات بترسم إيهاش الكامة خلينا نشوف + +274 +00:40:08,160 --> 00:40:12,340 +الطريق الجزء الثاني إنه لو كان offset إنه مش نفس + +275 +00:40:12,340 --> 00:40:14,740 +المحور خلينا نعملها save هذه ونشوف + +276 +00:40:25,340 --> 00:40:30,520 +اه لازم يطلع نفس الشيء say بقى مش الآن say بقى ده + +277 +00:40:30,520 --> 00:40:39,040 +خلينا نحفظها اللي هي example example عشرين تلاتة + +278 +00:40:39,040 --> 00:40:41,480 +ايه say + +279 +00:40:45,630 --> 00:40:53,150 +بخليك المرة الجاية تعملها اه طيب + +280 +00:40:53,150 --> 00:40:56,730 +الآن هنرسم رسمة جديدة أو خلينا نروح على ال .. على + +281 +00:40:56,730 --> 00:41:09,450 +ال .. على الحالة الثانية إنه هيكون إنه + +282 +00:41:09,450 --> 00:41:15,660 +هيكون offset يعني محور الفلور بيمر في محور الكم + +283 +00:41:15,660 --> 00:41:27,620 +اللي + +284 +00:41:27,620 --> 00:41:34,960 +هي الحالة هذه اللي هنسويه طبعا هذه ال base circle + +285 +00:41:34,960 --> 00:41:37,920 +هي هي هذه ال base circle + +286 +00:41:40,230 --> 00:41:44,590 +الآن هنعمل offset circle نرسمه offset circle بعدين + +287 +00:41:44,590 --> 00:41:52,650 +بنعمل خط رأسي خط رأسي هذا بيمثل ال minimum point + +288 +00:41:52,650 --> 00:41:57,090 +ال minimum point لل follower معناته عرفنا ال center + +289 +00:41:57,090 --> 00:42:02,230 +الأولاني لل roller هذا أول center باجي من مركز ال + +290 +00:42:02,230 --> 00:42:07,030 +base circle لمركز roller circle أول واحدة بعمل خط + +291 +00:42:08,180 --> 00:42:26,160 +بعمل خط هذا بعمل مائة و عشرين درجة هذا + +292 +00:42:26,160 --> 00:42:33,140 +ال base circle هاي مركزها هذا + +293 +00:42:33,140 --> 00:42:34,560 +ال offset line + +294 +00:42:39,940 --> 00:42:49,540 +هذه النقطة تمثل أول مركز من أول مركز برسم الخط هذا + +295 +00:42:49,540 --> 00:42:54,760 +بعدين + +296 +00:42:54,760 --> 00:42:59,760 +بجزقه ل مائة و عشرين درجة بجزقه ل مائة و عشرين + +297 +00:42:59,760 --> 00:43:06,480 +درجة ل كم جزء ست أجزاء + +298 +00:43:10,680 --> 00:43:15,920 +أنا هاي من ال base circle ال base circle ال base + +299 +00:43:15,920 --> 00:43:25,840 +circle واحد + +300 +00:43:25,840 --> 00:43:35,100 +اثنين تلاتة أربعة خمسة ستة في تقسيم فيه شيء غلط اه + +301 +00:43:35,100 --> 00:43:37,100 +ماشي + +302 +00:43:41,920 --> 00:43:51,900 +اه خلاص ما غلط على أي حال طيب على أي حال الآن هذه + +303 +00:43:51,900 --> 00:44:01,400 +أول طبعا هذه أول دائرة ال base circle هذه المفروض + +304 +00:44:01,400 --> 00:44:08,160 +هذا يطلع لحد ما يصل ل ال .. ل ال stroke الآن من + +305 +00:44:08,160 --> 00:44:13,170 +هذه طب اللحظة الأول خط أشمل tangent لل offset + +306 +00:44:13,170 --> 00:44:20,790 +circle المعنى تحرصه من tangent هاي + +307 +00:44:20,790 --> 00:44:26,070 +أول tangent هاي + +308 +00:44:26,070 --> 00:44:36,950 +ثاني هذا برضه tangent ثاني tangent ثالث + +309 +00:44:36,950 --> 00:44:37,430 +tangent + +310 +00:44:48,120 --> 00:44:56,640 +رابع tangent خامس + +311 +00:44:56,640 --> 00:45:05,360 +tangent بعدين + +312 +00:45:05,360 --> 00:45:09,080 +سادس tangent + +313 +00:45:19,400 --> 00:45:24,120 +الآن المسافات .. المسافات بين الدوائر هذو ال + +314 +00:45:24,120 --> 00:45:31,860 +stroke خمسين ال stroke خمسين يعني هذه خمسين هذه نصف + +315 +00:45:31,860 --> 00:45:45,400 +الدائرة هذا + +316 +00:45:45,400 --> 00:45:51,320 +يمثل minimum value صح؟ هذا ال minimum value معناته + +317 +00:45:51,320 --> 00:45:56,460 +أول دائرة هذه اسميها + +318 +00:45:56,460 --> 00:46:05,180 +X واحد بعدين X + +319 +00:46:05,180 --> 00:46:14,720 +اثنين بعدين X تلاتة بعدين X تلاتة + +320 +00:46:17,320 --> 00:46:24,560 +بعدين X اثنين ماهي بتسويها X اثنين وبعدين X + +321 +00:46:24,560 --> 00:46:29,020 +واحد X واحد X اثنين X تلاتة X تلاتة X + +322 +00:46:29,020 --> 00:46:38,600 +اثنين X واحد معناته بعمل دوائر من هذه الدائرة ال + +323 +00:46:38,600 --> 00:46:44,040 +center line circle هذه + +324 +00:46:44,040 --> 00:46:44,700 +أول واحدة + +325 +00:46:47,290 --> 00:46:55,110 +الثانية واحدة بعمل offset X1 هنا + +326 +00:46:55,110 --> 00:47:07,510 +أكبر شوية offset X1 الثانية offset + +327 +00:47:07,510 --> 00:47:10,530 +X2 + +328 +00:47:10,530 --> 00:47:14,730 +الثالثة + +329 +00:47:19,500 --> 00:47:40,620 +offset X3 الرابع نفس الشيء X3 الخامسة X2 بعدين X1 + +330 +00:47:40,620 --> 00:47:44,360 +أول + +331 +00:47:44,360 --> 00:47:49,300 +نقطة تقاطع الدائرة الأساسية هذا هو النقطة هذه + +332 +00:47:49,300 --> 00:47:55,800 +الثانية اللي جاي بدي أكتب عشان أكون مع X واحد صح؟ + +333 +00:47:55,800 --> 00:48:02,360 +وهذه متقاطعة مع دائرة X اثنين وهذه مع دائرة X + +334 +00:48:02,360 --> 00:48:13,360 +تلاتة وهذه مع دائرة X تلاتة هذه X اثنين وهذه مع X + +335 +00:48:13,360 --> 00:48:13,840 +واحد + +336 +00:48:18,470 --> 00:48:27,230 +حددت ال centers بعدين at each center برسم ال + +337 +00:48:27,230 --> 00:48:36,210 +code roller أكملناه عشرين برسم هاي roller الأولى + +338 +00:48:36,210 --> 00:48:42,550 +هاي roller الثانية هاي + +339 +00:48:42,550 --> 00:48:43,470 +roller الثالثة + +340 +00:48:47,730 --> 00:48:53,790 +hyroller الرابع hyroller + +341 +00:48:53,790 --> 00:49:03,870 +الخامسة hyroller السادسة و hyroller + +342 +00:49:03,870 --> 00:49:07,930 +السابعة + +343 +00:49:07,930 --> 00:49:16,750 +ال spline هذا الحرص هو هذا ال spline tangent + +344 +00:49:18,150 --> 00:49:21,590 +يعني ما رسمش spline في ال sonata و لا في ال offset + +345 +00:49:21,590 --> 00:49:30,010 +لأ بعمل spline tangent للدوارة دول spline tangent + +346 +00:49:30,010 --> 00:49:38,970 +للدوارة دول نفس الشيء على الجهة الثانية واضح هذا + +347 +00:49:38,970 --> 00:49:46,570 +في حالة ال roller شوف حالة ثانية ال flat .. flat + +348 +00:49:46,570 --> 00:49:54,180 +بدها شوية مش مفهوم يعني المسافة بين ال .. ال .. ال + +349 +00:49:54,180 --> 00:49:59,520 +.. التواءف هدول التروري و ال .. و ال .. و ال .. و + +350 +00:49:59,520 --> 00:50:03,860 +ال .. هذه الدائرة مش نفس الدائرة لأ مش .. مش نفسها + +351 +00:50:03,860 --> 00:50:06,840 +هتكون مش في الضروري تكون .. مش في الضروري تكون + +352 +00:50:06,840 --> 00:50:14,100 +نفسها مش ضروري يعني .. يعني إذا عملت offset تعيزك + +353 +00:50:14,100 --> 00:50:17,180 +لما تعمل لأن هذا ال tangent هذا هتكون عمودي هذه صح + +354 +00:50:17,180 --> 00:50:24,780 +عند ال tangent هذا و عند ال tangent هذا عمودي و + +355 +00:50:24,780 --> 00:50:29,820 +عند ال tangent هذا عمودي لأن ارسم لو أنت رسمت + +356 +00:50:29,820 --> 00:50:36,980 +جربها أنت ارسم spline في هدول و ارسم tangent و + +357 +00:50:36,980 --> 00:50:40,060 +بعدين اعملي هذا offset بس امشي لي في ال zoom عليها + +358 +00:50:41,300 --> 00:50:47,140 +امشي عليها شوية شوية شو بتطبق لوش ولا بتطبقوش لأن + +359 +00:50:47,140 --> 00:50:53,000 +ال spline طبعا في عشان في ال care fitting في care + +360 +00:50:53,000 --> 00:50:58,660 +fit و + +361 +00:50:58,660 --> 00:51:05,340 +في spline طبعا هحكي معلومات اللي أنا بعرفه متأكد + +362 +00:51:05,340 --> 00:51:12,430 +منه بعض أحيان في البريوك نستخدم مصطلحات ما تكونش + +363 +00:51:12,430 --> 00:51:16,850 +يعني نفس المتفق عليه رياضيا ال curve fit إذا عندي + +364 +00:51:16,850 --> 00:51:23,490 +مجموعة من النقاط و + +365 +00:51:23,490 --> 00:51:31,550 +حكيت اعملي curve fit فيهم بيعمل + +366 +00:51:31,550 --> 00:51:35,950 +smooth curve بس لازم يمر في كل النقاط لازم يمر في + +367 +00:51:35,950 --> 00:51:40,210 +كل النقاط ال curve ال spline + +368 +00:51:44,220 --> 00:51:48,600 +أقول له تفاصيل بس بدأ أذكر أهم تفاصيل ثاني لازم ال + +369 +00:51:48,600 --> 00:51:52,780 +curve ال spline يمر في النقطة الأولى و النقطة + +370 +00:51:52,780 --> 00:51:56,520 +الأخيرة بس + +371 +00:51:56,520 --> 00:51:59,200 +باطل انه تولد انسى ايه اتحرك بينهم يعني اسمه + +372 +00:51:59,200 --> 00:52:06,080 +ممكن احكيه لازم + +373 +00:52:06,080 --> 00:52:08,260 +يمر في هذه و في هذه في تفاصيل ثاني طبعا هذا + +374 +00:52:08,260 --> 00:52:08,660 +basically + +375 +00:52:13,330 --> 00:52:24,230 +عشان هيك .. عشان هيك تعملش offset لأن هو هشوف يعني + +376 +00:52:24,230 --> 00:52:29,030 +أنعم curve ال curve fit مش دائما بيكون أنعم curve + +377 +00:52:29,030 --> 00:52:35,130 +ال spline بيكون أنعم منه يعني أنا مجبراه و اتنقضت + +378 +00:52:35,130 --> 00:52:38,670 +بتحس إنه في حدة في الانتقال و كنت بقوله لا ينزلش + +379 +00:52:38,670 --> 00:52:43,460 +في عنها أو يطلع هنا هذا ال spline ال spline يعني + +380 +00:52:43,460 --> 00:52:47,920 +أنت بتحدد له how much يبدأ عشان هيك لما تعمل + +381 +00:52:47,920 --> 00:52:50,560 +spline شوف ممكن تلعب في ال slopes لأن تلعب في ال + +382 +00:52:50,560 --> 00:52:55,300 +slopes بتغير فهي + +383 +00:52:55,300 --> 00:53:04,180 +الفرق بين ال curve fit و ال spline روح + +384 +00:53:04,180 --> 00:53:06,920 +على ال net اكتب curve fit + +385 +00:53:13,890 --> 00:53:20,410 +versus spline مش + +386 +00:53:20,410 --> 00:53:25,210 +نفس الأشياء اختلفوا عن بعض و + +387 +00:53:25,210 --> 00:53:28,850 +طول أريح لك بدون أن تدخل في text خش على images على + +388 +00:53:28,850 --> 00:53:32,170 +الصورة + +389 +00:53:32,170 --> 00:53:37,130 +طيب + +390 +00:53:37,130 --> 00:53:40,450 +خليني أعطي ايه ثاني + +391 +00:54:01,130 --> 00:54:08,630 +flat-faced follower يعني نفس النظام عند كام + +392 +00:54:08,630 --> 00:54:12,330 +نعمل كام ال follower بتتحرك في simple harmonic + +393 +00:54:12,330 --> 00:54:17,430 +motion ال base circle نص القطر تلعب على خمس و + +394 +00:54:17,430 + +401 +00:55:01,010 --> 00:55:08,770 +هنا عشرين بعدين هنا هيكون ع كام عند ال .. عند ال + +402 +00:55:08,770 --> 00:55:12,710 +zero يعني عند الدائرة خمسين وال cam تقف + +403 +00:55:12,710 --> 00:55:18,230 +clockwise بالحالة + +404 +00:55:18,230 --> 00:55:22,370 +هو لو كان عندي ال axis of ال follower نفس ال morphology + +405 +00:55:22,370 --> 00:55:24,910 +ال axis بتاع ال cam + +406 +00:55:27,610 --> 00:55:32,230 +في كل الأحوال ال face بتاع ال floor بيكون ايش + +407 +00:55:32,230 --> 00:55:36,630 +tangent لل cam profile tangent لل cam profile + +408 +00:55:36,630 --> 00:55:40,470 +فأنا أول شيء برسم ال base circle هاي رسم ال base + +409 +00:55:40,470 --> 00:55:53,510 +circle هاي + +410 +00:55:53,510 --> 00:55:58,720 +ال base circle وهاي ال start point هدى النقطة هدى + +411 +00:55:58,720 --> 00:56:09,480 +يبدأ الصعود بيصعد بمية وعشرين درجة هدى + +412 +00:56:09,480 --> 00:56:16,960 +فترة الصعود هدى هيدله مكانه + +413 +00:56:16,960 --> 00:56:25,400 +بعدين مية وعشرين مية وعشرين 240ثلاثين + +414 +00:56:25,400 --> 00:56:27,340 +واتنين وسبعة درجات وتظل زي 90 درجة في الآخر + +415 +00:56:27,340 --> 00:56:32,560 +وهذا + +416 +00:56:32,560 --> 00:56:37,700 +فترة الهبوط الآن هو بيقسم الـ120 مثلاً هو بيقسمها + +417 +00:56:37,700 --> 00:56:41,540 +ستة أقسام واحد اثنين ثلاثة أربعة خمسة ستة + +418 +00:57:03,580 --> 00:57:04,600 +نفسي مش في الهبوط + +419 +00:57:38,430 --> 00:57:44,090 +الآن simple harmonic motion معناته لو أنا رحت هنا + +420 +00:57:44,090 --> 00:57:48,630 +الدائرة + +421 +00:57:48,630 --> 00:57:49,670 +تاعت رسمتها + +422 +00:58:17,900 --> 00:58:36,280 +X1 X2 X3 X3 X2 X1 لاحظ + +423 +00:58:36,280 --> 00:58:42,770 +دايماً ال center line عمودي على ال face center line + +424 +00:58:42,770 --> 00:58:47,390 +الفلور عمودي على ال face وال face tangent لل + +425 +00:58:47,390 --> 00:58:53,090 +profile الآن لو رسمنا الدائرة الأولى تبعد X واحد + +426 +00:58:53,090 --> 00:58:59,310 +مثلاً هذه الدائرة الأولى هذه + +427 +00:58:59,310 --> 00:59:10,690 +المسافة X واحد والمسافة + +428 +00:59:10,690 --> 00:59:11,130 +الثانية + +429 +00:59:16,250 --> 00:59:24,690 +X2 و X3 يعني هادي X واحد X2 + +430 +00:59:24,690 --> 00:59:29,170 +وX3 عند كل واحدة عند كل واحدة برسم دائرة واحدة + +431 +00:59:29,170 --> 00:59:34,270 +اثنتين .. واحدة اثنتين ثلاثة أربعة خمسة ستة السابعة + +432 +00:59:34,270 --> 00:59:39,230 +وإن جاية عند البداية صح؟ لأن سفر واحد اثنتين ثلاثة + +433 +00:59:39,230 --> 00:59:39,990 +أربعة خمس ستة + +434 +00:59:45,240 --> 00:59:54,280 +عند كل واحدة بأرسم ايش tangent tangent + +435 +00:59:54,280 --> 00:59:57,940 +tangent + +436 +00:59:57,940 --> 01:00:01,380 +عمودي + +437 +01:00:01,380 --> 01:00:05,380 +على ال center line عمودي على ال center line مش + +438 +01:00:05,380 --> 01:00:09,620 +tangent هو عمودي على ال center line هذه زي 90 + +439 +01:00:09,620 --> 01:00:14,760 +هذه تسعين هذه تسعين هذه تسعين هذه تسعين وهكذا + +440 +01:00:20,750 --> 01:00:26,950 +طيب الآن ال + +441 +01:00:26,950 --> 01:00:35,170 +profile بتاع النقاط هذه اللي هو الخط المتقطع ال + +442 +01:00:35,170 --> 01:00:39,490 +cam profile بيكون tangent لل surface بتاعه في + +443 +01:00:39,490 --> 01:00:39,850 +الورق + +444 +01:00:46,230 --> 01:00:50,770 +الخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +445 +01:00:50,770 --> 01:00:52,010 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +446 +01:00:52,010 --> 01:00:52,030 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +447 +01:00:52,030 --> 01:00:52,110 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +448 +01:00:52,110 --> 01:00:52,290 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +449 +01:00:52,290 --> 01:00:53,370 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +450 +01:00:53,370 --> 01:00:55,690 +والخط هذا + +451 +01:01:06,350 --> 01:01:11,370 +بكون tangent ل ال face of follower tangent ل ال + +452 +01:01:11,370 --> 01:01:16,690 +face of follower هذا + +453 +01:01:16,690 --> 01:01:22,130 +في حالة ال axis بمر في ال axis في حالة كان في + +454 +01:01:22,130 --> 01:01:33,350 +shift ال axis بيمر في ال axis بقى في shift مش + +455 +01:01:33,350 --> 01:01:48,990 +مبينها بس هتعملها أنا هترسم + +456 +01:01:48,990 --> 01:01:52,510 +ال .. ال .. ال .. ال offset circle نفس الشيء ال + +457 +01:01:52,510 --> 01:01:57,990 +offset circle هترسمها هترسم + +458 +01:01:57,990 --> 01:02:03,870 +ايه حاجة تانية ال .. المفروض + +459 +01:02:09,640 --> 01:02:16,040 +هذه ال floor هذه + +460 +01:02:16,040 --> 01:02:24,220 +ال floor لأن + +461 +01:02:24,220 --> 01:02:29,880 +هذه النقطة المفروض أن ال base circle المفروض أن ال + +462 +01:02:29,880 --> 01:02:34,920 +base circle تمر هتكون + +463 +01:02:34,920 --> 01:02:44,320 +tangent هذه أول نقطة هدققاش أول نقطة يعني الفكرة + +464 +01:02:44,320 --> 01:02:52,960 +هتبدأ من هنا و + +465 +01:02:52,960 --> 01:02:59,660 +تجزئها مية وعشرين تلاتين مية وعشرين مية + +466 +01:02:59,660 --> 01:03:09,190 +وعشرين تلاتين مية وعشرين لأن لاحظ من هنا بيكون + +467 +01:03:09,190 --> 01:03:15,390 +ايش ال tangent لو أخدت الثانية هتكون + +468 +01:03:15,390 --> 01:03:27,930 +tangent وهكذا جربوها في + +469 +01:03:27,930 --> 01:03:33,470 +أي سؤال فالمطلوب منك اللي هو ال sharp edge و + +470 +01:03:33,470 --> 01:03:37,390 +roller وال flat وبرضه في example 25 + +471 +01:03:37,390 --> 01:03:40,370 +مارجيكوا ال oscillating نفس الفكرة رسمها ال + +472 +01:03:40,370 --> 01:03:44,570 +oscillating هاي + +473 +01:03:44,570 --> 01:03:50,910 +عندي oscillating follower و + +474 +01:03:50,910 --> 01:03:57,730 +نوع ال end مش sharp edge ولا flat roller في + +475 +01:03:57,730 --> 01:04:02,510 +البداية بيكون أفقي هو فهو + +476 +01:04:02,510 --> 01:04:07,700 +بيصير يطلع وينزل بنيته هو بيطلع وينزل ايش؟ زاوية + +477 +01:04:07,700 --> 01:04:13,820 +بس الزاوية ايش بيحولها؟ بيحولها لل sign هنا بحكي + +478 +01:04:13,820 --> 01:04:16,520 +اللي بيطلع في زاوية عشرين درجة والمسافة هذه + +479 +01:04:16,520 --> 01:04:26,400 +بيعطيني إياها مية وعشرين واضح؟ + +480 +01:04:26,400 --> 01:04:28,640 +عشرة المحاضرة الجاية بنكمل diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/NbPgLCNQjCg_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/NbPgLCNQjCg_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..217ca9e9b683be28631516a60c626e7829641a95 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/NbPgLCNQjCg_raw.srt @@ -0,0 +1,1956 @@ +1 +00:00:05,280 --> 00:00:08,140 +بسم الله الرحمن الرحيم السلام عليكم و رحمة الله و + +2 +00:00:08,140 --> 00:00:11,720 +بركاته، اليوم هنكمل في مادة نظرية الألات، + +3 +00:00:11,720 --> 00:00:15,180 +المحاضرات السابقة حكينا عن ال cams و ال followers + +4 +00:00:15,180 --> 00:00:18,240 +عملنا + +5 +00:00:18,240 --> 00:00:22,620 +generate ال geometry ل ال cam ال profile من خلال + +6 +00:00:22,620 --> 00:00:27,890 +معرفتنا لحركة ال followerحالينا example حركة ال + +7 +00:00:27,890 --> 00:00:32,790 +follower كانت uniform velocity و example تاني كانت + +8 +00:00:32,790 --> 00:00:38,550 +simple harmonic motion في حالة sharp edge follower + +9 +00:00:38,550 --> 00:00:44,110 +هنكمل examples مرة باستخدام اللي هو roller + +10 +00:00:44,110 --> 00:00:49,030 +follower مرة flat faced follower هنحل example + +11 +00:00:49,030 --> 00:00:50,290 +عشرين تلاتة + +12 +00:00:53,240 --> 00:00:56,700 +عشرين تلاتة كلا كام with a minimum radius of + +13 +00:00:56,700 --> 00:01:00,980 +twenty five millimeter يعني هذا ال basic radius صح + +14 +00:01:00,980 --> 00:01:05,840 +ال + +15 +00:01:05,840 --> 00:01:10,460 +basic radius basic + +16 +00:01:10,460 --> 00:01:14,640 +circle radius + +17 +00:01:14,640 --> 00:01:17,880 +بالساوية + +18 +00:01:17,880 --> 00:01:21,600 +خمسة و عشرين millimeter + +19 +00:01:26,010 --> 00:01:28,810 +rotating clockwise at enforce speed is to be + +20 +00:01:28,810 --> 00:01:31,910 +designed to give a roller follower at the end of a + +21 +00:01:31,910 --> 00:01:34,450 +valve rod motion described بلو حتيها تحركة لل + +22 +00:01:34,450 --> 00:01:41,750 +follower طبقا للتالت أولش هو معطيني ال stroke + +23 +00:01:41,750 --> 00:01:47,490 +خمسين ملي متر ال stroke + +24 +00:01:47,490 --> 00:01:52,270 +بستوى خمسين ملي متر + +25 +00:01:58,750 --> 00:02:02,290 +في أول مئة و عشرين دوران للكام مئة و عشرين درجة + +26 +00:02:02,290 --> 00:02:07,610 +بيرتفع لخمسين ملي متر simple harmonic motion بعدين + +27 +00:02:07,610 --> 00:02:13,410 +تلاتين درجة التالية بيضلوا مكانه بعدين ستين درجة + +28 +00:02:13,410 --> 00:02:19,810 +التانية بنزل simple harmonic motion بعدين بيضلوا + +29 +00:02:19,810 --> 00:02:24,170 +مكانه مئة و خمسين درجة بعدين ال cycle بتتكرر + +30 +00:02:28,280 --> 00:02:36,680 +الان طبعا هكون دي المعطيل معلومات تانية ديامتر + +31 +00:02:36,680 --> 00:02:49,820 +ل رولر .. رولر ديامتر بتساوي + +32 +00:02:49,820 --> 00:02:53,260 +عشرين + +33 +00:02:53,260 --> 00:02:53,520 +ملي + +34 +00:03:02,250 --> 00:03:09,650 +and the diameter of the cam shaft اللي هو D للشافت + +35 +00:03:09,650 --> 00:03:12,930 +خمسة + +36 +00:03:12,930 --> 00:03:18,650 +عشرين مليمتر + +37 +00:03:18,650 --> 00:03:24,090 +draw + +38 +00:03:24,090 --> 00:03:28,530 +the profile of the camwhen the line of stroke of + +39 +00:03:28,530 --> 00:03:31,730 +the valve and rod passes through the axis of cam + +40 +00:03:31,730 --> 00:03:36,290 +لما يكون مركز محور حركة ال follower بيمور في مركز + +41 +00:03:36,290 --> 00:03:42,450 +دوران الكام هذه الحالة الأولى طبعا + +42 +00:03:42,450 --> 00:03:48,630 +الفكرة هتكون في الرسم هرسم + +43 +00:03:48,630 --> 00:03:49,530 +ال basic circle + +44 +00:03:53,460 --> 00:04:01,320 +ال basic circle اللي هي قطرها كم ال radius خمسين + +45 +00:04:01,320 --> 00:04:08,620 +القطر خمسين هيكون دائرة هذه مركز + +46 +00:04:08,620 --> 00:04:14,620 +رولر هيكون طب حارسهم هنا مركز رولر هيكون ع كم + +47 +00:04:14,620 --> 00:04:20,520 +عشرين يعني حارسهم دائرة كمان هعمل أفست لهذه + +48 +00:04:24,850 --> 00:04:30,850 +عشرة ملي صح يعني هذه المسافة عشرة ملي معناته هذا + +49 +00:04:30,850 --> 00:04:35,450 +اول location بعدين + +50 +00:04:35,450 --> 00:04:42,310 +عندي simple harmonic motion هذه + +51 +00:04:42,310 --> 00:04:49,390 +ال stroke ال + +52 +00:04:49,390 --> 00:04:50,290 +stroke خمسين + +53 +00:05:00,220 --> 00:05:12,660 +هجزق هذه مجزئها + +54 +00:05:12,660 --> 00:05:16,900 +ست أجزاء طبعا + +55 +00:05:16,900 --> 00:05:26,130 +هذا هتكون أول دائرة هذه التانية هذه التالتةهادي + +56 +00:05:26,130 --> 00:05:34,170 +ايش؟ الرابعة الخامسة السادسة + +57 +00:05:34,170 --> 00:05:44,030 +الان + +58 +00:05:44,030 --> 00:05:51,050 +ال .. مية و عشرين كام زوايا هذه؟ مية و عشرين درجة + +59 +00:05:51,050 --> 00:06:01,370 +هذه المية و عشرين120 لحد هنا صح؟ 120 120 + +60 +00:06:01,370 --> 00:06:08,250 +فانا هجزي عندك واحد اتنين تلاتة اربعة خمسة ستة لأن + +61 +00:06:08,250 --> 00:06:13,730 +هو ماخد ال center هاي ال center الأولاني التاني + +62 +00:06:13,730 --> 00:06:18,730 +التالت الرابع خمس سادس + +63 +00:06:24,800 --> 00:06:39,200 +من كل مركز برسم رولر قطرها عشرين و + +64 +00:06:39,200 --> 00:06:44,780 +هكذا بعدين بعمل spline tangent لكل الدوار هدول + +65 +00:06:44,780 --> 00:06:48,320 +مابخدش + +66 +00:06:48,320 --> 00:06:55,720 +مركز رولر بعمل offset لأ بعمل tangentلكل الدوائر + +67 +00:06:55,720 --> 00:06:59,840 +هذه حصلنا + +68 +00:06:59,840 --> 00:07:05,440 +علي ايش على ال profile الأولاني بعدها دي راح تكمل + +69 +00:07:05,440 --> 00:07:09,800 +نفس الشي بنسوي الجهة في الغبوط خدنا نشوف كيف + +70 +00:07:09,800 --> 00:07:21,360 +هنسويها هيبدأ + +71 +00:07:21,360 --> 00:07:22,000 +new part + +72 +00:07:32,090 --> 00:07:37,750 +هناخد ال top view نعمل sketch عليه هبدأ أرسم إيهاش + +73 +00:07:37,750 --> 00:07:48,650 +ال basic circle اللي هي كترها خمسين + +74 +00:07:48,650 --> 00:07:55,290 +بعدين + +75 +00:07:55,290 --> 00:07:55,990 +هعمل لها offset + +76 +00:08:04,350 --> 00:08:13,310 +عشرة صح؟ اللي + +77 +00:08:13,310 --> 00:08:19,010 +هاد offset تتمثل على + +78 +00:08:19,010 --> 00:08:24,510 +فرضه بتحرك على دائرة واضح؟ لكن لو متحركش على دائرة + +79 +00:08:24,510 --> 00:08:29,560 +مش ضروري يكون نفس الشيءطيب هرسم أول الشخاق من هنا + +80 +00:08:29,560 --> 00:08:38,580 +طيب + +81 +00:08:38,580 --> 00:08:45,960 +اذا كان أول مائة و عشرين درجة هنقسمهم أنا عنده + +82 +00:08:45,960 --> 00:08:48,040 +هنعمل array + +83 +00:08:57,130 --> 00:09:02,630 +ماشي اتخيل مش حالك اش تتغير ال systematic لإن عندي + +84 +00:09:02,630 --> 00:09:10,910 +انا هاختار النقطة هذه مركز + +85 +00:09:10,910 --> 00:09:19,170 +الدائرة هذه ال parts اللي + +86 +00:09:19,170 --> 00:09:23,350 +هو الخط هذا العدد سبعة + +87 +00:09:29,720 --> 00:09:38,820 +سبعة والزاوية مائة و عشرين و نعكس الاتجاه فانا + +88 +00:09:38,820 --> 00:09:44,300 +بتدور clockwise هي مائة و عشرين ع ستة كم عشرين مش + +89 +00:09:44,300 --> 00:09:47,980 +تلاتين درجة حتى لو كان تلاتين يمشي ال systematic + +90 +00:09:47,980 --> 00:09:56,040 +أحسن طيب المرحلة + +91 +00:09:56,040 --> 00:10:04,880 +التانيةهعمل انا برضه secular pattern هاخد + +92 +00:10:04,880 --> 00:10:23,140 +الدائرة هذه هاخد + +93 +00:10:23,140 --> 00:10:37,080 +الخط هذا العدد اتنينوالزاوية تلاتين عكس اتجاه طيب + +94 +00:10:37,080 --> 00:10:50,500 +بعدين دي أكمل مية و خمسين صح نشوف + +95 +00:11:15,200 --> 00:11:23,120 +هذه ستين ستين طيب هنعمل + +96 +00:11:23,120 --> 00:11:35,880 +بره ست أقسام ستين هذه + +97 +00:11:35,880 --> 00:11:41,480 +ستين درجة وهنا ستة سبعة + +98 +00:11:45,880 --> 00:11:57,320 +الخط هذا معناه + +99 +00:11:57,320 --> 00:12:05,580 +اتعملنا تقسيمة تاعتنا لان اتعمل تقسيمة تاعت simple + +100 +00:12:05,580 --> 00:12:11,160 +harmonic motion ال stroke كم حكينا خمسين + +101 +00:12:11,160 --> 00:12:12,960 +معناه اتعمل + +102 +00:12:16,460 --> 00:12:30,160 +offset لدارها دي أكمل خمسين هذه خمسين مظبوط + +103 +00:12:30,160 --> 00:12:38,400 +خلنا + +104 +00:12:38,400 --> 00:12:39,800 +نتأكد من ال size بتاعها + +105 +00:12:43,930 --> 00:12:51,070 +مية و سبعين ماشي خليني + +106 +00:12:51,070 --> 00:12:58,290 +ارسم خط من هنا او خليني ارسم خط + +107 +00:12:58,290 --> 00:13:01,990 +بعدين ارسم دائرة + +108 +00:13:25,030 --> 00:13:30,550 +بعدين اعمله rotation + +109 +00:13:30,550 --> 00:13:40,650 +ع 180 درجة العدد + +110 +00:13:40,650 --> 00:13:40,970 +7 + +111 +00:13:45,520 --> 00:13:58,840 +عدد سبعة و هاخد مركز دقرا هذا انا هاخد + +112 +00:13:58,840 --> 00:14:00,680 +ايش خط هذا + +113 +00:14:21,390 --> 00:14:29,570 +اه اللي هو الخط هذا بعدين المركز هذا اللي هو + +114 +00:14:29,570 --> 00:14:32,910 +الدائرة + +115 +00:14:32,910 --> 00:14:44,410 +هذه ليش بيجيلي هنا هو طيب + +116 +00:14:44,410 --> 00:14:46,190 +كمرة + +117 +00:14:49,600 --> 00:14:55,560 +ناخد المركز اللي هو هذه الدائرة طيب ناخدها بطريقة + +118 +00:14:55,560 --> 00:15:05,860 +تانية مازال مصر هاخد المركز هذا النقطة هذه واخد + +119 +00:15:05,860 --> 00:15:13,040 +الخط هذا هنحكي السبعة على مية و تمانين درجة صح؟ + +120 +00:15:42,740 --> 00:15:50,880 +عندك circular اللي + +121 +00:15:50,880 --> 00:16:04,560 +هو هادا عندي السابعة عندي عشرين + +122 +00:16:04,560 --> 00:16:07,420 +نعم + +123 +00:16:15,160 --> 00:16:19,420 +الردر القطر هو عشرين مص قطر اكم يعني ايه عشرة انا + +124 +00:16:19,420 --> 00:16:27,580 +عملت اللي offset اكم عشرة صح بدك تتأكد يعني تخد + +125 +00:16:27,580 --> 00:16:31,740 +هذه ال dimension بتاعتها هتكون اخرد سبعين مظبوط + +126 +00:16:31,740 --> 00:16:42,570 +وهذه سبعين سبعين و ال stroke خمسينيعني هتكون ال .. + +127 +00:16:42,570 --> 00:16:49,890 +ال .. السبعين زاد مية الكتور هتكون مية و سبعين مية + +128 +00:16:49,890 --> 00:16:53,010 +و سبعين واضح طيب + +129 +00:17:11,260 --> 00:17:16,320 +الزاوية 180 والعدد + +130 +00:17:16,320 --> 00:17:23,180 +7 ماشي + +131 +00:17:23,180 --> 00:17:32,220 +ماشي + +132 +00:17:32,220 --> 00:17:37,260 +طيب كيف بدو مكانه المشكلة طيب الآن هرسم دوائر + +133 +00:17:37,260 --> 00:17:39,200 +circle + +134 +00:17:42,040 --> 00:17:51,800 +هذه الدائرة الأولى وهذه الدائرة التانية وهذه + +135 +00:17:51,800 --> 00:17:56,380 +الدائرة التالتة + +136 +00:17:56,380 --> 00:18:07,740 +والدائرة الرابعة + +137 +00:18:17,540 --> 00:18:25,220 +اه هى كان الشغل صح ولا غلط؟ لأ غلط هذا + +138 +00:18:25,220 --> 00:18:30,180 +غلط هيك المفروض احنا نعمل هيك اسقاط نرسم ده يعمل + +139 +00:18:30,180 --> 00:18:37,540 +اسقاط واضح؟ هيك غلط كان فانا انت حارس الخط من هنا + +140 +00:18:37,540 --> 00:18:45,840 +هي + +141 +00:18:45,840 --> 00:18:57,000 +هو الخطبعدين خط تاني بعدين + +142 +00:18:57,000 --> 00:19:07,520 +خط .. هذا خلصنا منه و + +143 +00:19:07,520 --> 00:19:08,320 +خط رابع + +144 +00:19:26,580 --> 00:19:32,140 +معدين دوائر يعني الدائرة اللي بتمر هنا كتر اكتر من + +145 +00:19:32,140 --> 00:19:37,920 +الدائرة هذه صح فبختلف الأشياء + +146 +00:19:37,920 --> 00:19:51,400 +بعدين كمان دائرة بعدين + +147 +00:19:51,400 --> 00:19:52,240 +كمان دائرة + +148 +00:19:59,560 --> 00:20:07,480 +بعدين كمان دائرة هيك + +149 +00:20:07,480 --> 00:20:14,160 +رسمنا الدوائر صح خلينا + +150 +00:20:14,160 --> 00:20:24,400 +نمد الآن extend يعني أول نقطة كانت + +151 +00:20:24,400 --> 00:20:30,940 +هنا صح تاني نقطة هو انها تكونيعني ده أول نقطة لل + +152 +00:20:30,940 --> 00:20:34,640 +center يعني + +153 +00:20:34,640 --> 00:20:37,360 +خليني عشان اوضح عشان انا مستيقظ خربشها هاي عندكوا + +154 +00:20:37,360 --> 00:20:52,500 +هنا هاي ال circle هاي مركزها نتأكد + +155 +00:20:52,500 --> 00:20:56,640 +أكم + +156 +00:20:56,640 --> 00:20:57,100 +كترها + +157 +00:21:01,250 --> 00:21:07,950 +عشر يعني، معناته صح، ماشي، معناته حلمت، بعدين + +158 +00:21:07,950 --> 00:21:11,590 +extend، + +159 +00:21:11,590 --> 00:21:17,250 +هذا أول واحد، هذا التاني، + +160 +00:21:17,250 --> 00:21:23,350 +بحكي على السينادر هي .. هذا + +161 +00:21:23,350 --> 00:21:24,570 +التالت مظلوط + +162 +00:21:34,070 --> 00:21:44,850 +هيك خلصنا ولا .. هذه هيك اه طيب هيك صح هذه .. هذه + +163 +00:21:44,850 --> 00:21:47,870 +الأولى صح هذه التانية هذه التالتة الرابعة حلمت + +164 +00:21:47,870 --> 00:21:53,150 +كمان صح هذه + +165 +00:21:53,150 --> 00:22:05,440 +صح هذه بتبقى صحهذه صح معناته اللي بعد ها + +166 +00:22:05,440 --> 00:22:11,340 +كمان + +167 +00:22:11,340 --> 00:22:11,860 +واحد + +168 +00:22:31,110 --> 00:22:37,350 +فيش غلط صح خمسانيس + +169 +00:22:37,350 --> 00:22:41,130 +الزاوية خلنا نتأكد smart dimension هذا الزاوية + +170 +00:22:41,130 --> 00:22:49,850 +وهذه عشرين طب هذه وهذه + +171 +00:22:49,850 --> 00:22:53,350 +هذه + +172 +00:22:53,350 --> 00:22:57,550 +عشرين + +173 +00:23:04,440 --> 00:23:12,280 +هذه عشرين يعني عندك مية و عشرين على ستة عشرين خلنا + +174 +00:23:12,280 --> 00:23:19,580 +نجيز في الزاوية هذه بين هذه و + +175 +00:23:19,580 --> 00:23:26,080 +هذه مية و عشرين معناته هذه أخر واحد معناته هدول مش + +176 +00:23:26,080 --> 00:23:33,140 +صح هدول كلهمنسينا التلاتين احنا صح؟ يعني نحكي + +177 +00:23:33,140 --> 00:23:47,680 +erase هنمسح هدول او هنمسح هذا اه + +178 +00:23:47,680 --> 00:23:52,480 +انا اللي بسير عشان ما بعرف AutoCAD بستخدم ال + +179 +00:23:52,480 --> 00:23:56,300 +command بتاعة ال .. بتاعة ال AutoCAD بعض الأحيان + +180 +00:23:56,300 --> 00:23:56,780 +بالغلط + +181 +00:24:05,120 --> 00:24:14,280 +هذا الخط هنعمله اكام؟ تلاتين اه + +182 +00:24:14,280 --> 00:24:23,180 +ماشي انا ماخدين الزاوية اللي هو انا + +183 +00:24:23,180 --> 00:24:34,140 +بده الخط هذا بعد المركز هيكون ايش دائرة هذه العدد + +184 +00:24:34,860 --> 00:24:44,700 +اتنين والزاوية تلاتين هعكسها + +185 +00:24:44,700 --> 00:24:57,460 +طيب okay طيب + +186 +00:24:57,460 --> 00:25:03,120 +كمان مرة هاي عند ال secular هذه النقطة + +187 +00:25:09,570 --> 00:25:23,770 +هذه تلاتين و العدد اتنين و نعكس الاتجاه و okay نعم + +188 +00:25:23,770 --> 00:25:30,930 +هاي هيك زبط طيب بعدين هكون عندي لستين درجة + +189 +00:25:42,310 --> 00:25:48,310 +ستين درجة سبعة هاي + +190 +00:25:48,310 --> 00:25:55,770 +ستين درجة okay + +191 +00:25:55,770 --> 00:26:02,890 +هيك مظبوط معناته + +192 +00:26:02,890 --> 00:26:03,550 +هانمد هذا + +193 +00:26:11,150 --> 00:26:22,450 +هذا اخر واحد صح؟ ماشي + +194 +00:26:22,450 --> 00:26:38,730 +و ال mid هذا بقى عنده ايش؟ هيدله مكانه طيب + +195 +00:26:40,610 --> 00:26:52,790 +بعدين هنمد هذا بعدين + +196 +00:26:52,790 --> 00:26:58,970 +هيك + +197 +00:26:58,970 --> 00:27:01,970 +صح بعدين هنمد هذا + +198 +00:27:15,170 --> 00:27:33,450 +أنا هذا مش شايف هو طيب + +199 +00:27:33,450 --> 00:27:40,610 +بنده + +200 +00:27:40,610 --> 00:27:45,560 +على الجهة التانية و ادهي بالك هو يا عزيزيطب يمكنك + +201 +00:27:45,560 --> 00:27:49,060 +.. + +202 +00:27:49,060 --> 00:27:54,580 +يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +203 +00:27:54,580 --> 00:27:54,580 +.. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. + +204 +00:27:54,580 --> 00:27:59,160 +يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +205 +00:27:59,160 --> 00:28:03,420 +.. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. + +206 +00:28:03,420 --> 00:28:03,420 +يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +207 +00:28:03,420 --> 00:28:03,420 +.. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. + +208 +00:28:03,420 --> 00:28:03,480 +يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +209 +00:28:03,480 --> 00:28:03,480 +.. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. + +210 +00:28:03,480 --> 00:28:03,500 +يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +211 +00:28:03,500 --> 00:28:12,580 +.. يمكنك .. يمكنك .. يمكنك .. يمكنك .. يمكنك + +212 +00:28:12,580 --> 00:28:13,680 +.. يمكن + +213 +00:28:15,670 --> 00:28:22,890 +الـ hide .. hide هنا + +214 +00:28:22,890 --> 00:28:37,650 +hide أيوة ماشي و بعدين هنعمل ال trim بلو هنشيل هذه + +215 +00:28:37,650 --> 00:28:44,570 +و هذه هيك مظبوط صح؟ مش مشكلة اللي ناشي يعني + +216 +00:28:53,170 --> 00:29:02,790 +extend لحد هنا صح؟ معناته كمان + +217 +00:29:02,790 --> 00:29:13,010 +واحد لأ لأ مظبوط زي هيك هيك مظبوط بعدين بس + +218 +00:29:15,570 --> 00:29:22,730 +مظبوط؟ الآن لسه مخلصناش هنرسم + +219 +00:29:22,730 --> 00:29:32,950 +دوائر هاي + +220 +00:29:32,950 --> 00:29:33,650 +دائرة هنا + +221 +00:30:36,160 --> 00:30:42,660 +طيب خلينا نحط عليهم .. خلنا نحط ال dimension على + +222 +00:30:42,660 --> 00:30:53,140 +هذهبنعرف هاي هذه عشرين fully defined طيب بعد ناخد + +223 +00:30:53,140 --> 00:30:53,560 +هذه + +224 +00:31:19,300 --> 00:31:27,860 +كلهم equal صح طيب + +225 +00:31:27,860 --> 00:31:33,360 +الآن + +226 +00:31:33,360 --> 00:31:38,320 +هرسم spline هي + +227 +00:31:38,320 --> 00:31:42,760 +spline يعني + +228 +00:31:42,760 --> 00:31:48,540 +لهذه و لهذه هذه التالتة صح + +229 +00:32:05,230 --> 00:32:11,950 +ماشي بس انتبه لشغل الآن الدوائر اذا عملت العلاقة + +230 +00:32:11,950 --> 00:32:19,570 +بينهم tangent هيحرك الدائرة بدك تعمل fix للدوائر + +231 +00:32:19,570 --> 00:32:21,570 +هدول عند هدول دوائر + +232 +00:32:38,570 --> 00:32:48,030 +fix هذا make fixed ماشي + +233 +00:32:48,030 --> 00:32:51,230 +خدنا + +234 +00:32:51,230 --> 00:32:56,870 +نعمل tangent اه + +235 +00:32:56,870 --> 00:33:00,150 +يعني + +236 +00:33:00,150 --> 00:33:03,010 +هناخد هذه خدنا نبدأ من هنا + +237 +00:33:07,310 --> 00:33:13,070 +عملت fixed للدائرة انا بدي احرك ال spline هاي + +238 +00:33:13,070 --> 00:33:16,610 +الفكرة هاي ال tangent شوفت شو حركته انا حركت ال + +239 +00:33:16,610 --> 00:33:19,810 +spline لكن لو ماعملتش زي هيك هيحرك الدائرة هيطلع + +240 +00:33:19,810 --> 00:33:26,150 +الرسم غلط بعدين + +241 +00:33:26,150 --> 00:33:30,490 +هاي + +242 +00:33:30,490 --> 00:33:35,050 +ال tangent بعدين + +243 +00:33:38,650 --> 00:33:43,750 +لسه ماخلصناش هاي + +244 +00:33:43,750 --> 00:33:49,250 +ال tangent كل ماله بنظبط اه لان فيه واضح انه هادى + +245 +00:33:49,250 --> 00:33:57,670 +مفروض جيبناله من تحت احنا طيب + +246 +00:33:57,670 --> 00:34:02,110 +اعمل + +247 +00:34:02,110 --> 00:34:06,530 +Ctrl Z هبدأ من الجهة التانية من هنا هبدأنا + +248 +00:34:09,920 --> 00:34:30,080 +حكيله هذه مع هذه هي tangent + +249 +00:34:30,080 --> 00:34:34,340 +بعدين + +250 +00:34:47,490 --> 00:34:59,650 +tangent بعدين هعمله ايه اش؟ tangent طيب + +251 +00:34:59,650 --> 00:35:06,110 +بعدين هذا بتعمله + +252 +00:35:06,110 --> 00:35:09,390 +اش + +253 +00:35:09,390 --> 00:35:09,790 +من 13 + +254 +00:35:28,630 --> 00:35:34,610 +اللي أنا هعمل هذه مساحة relation هي + +255 +00:35:34,610 --> 00:35:45,350 +tangent طيب + +256 +00:35:45,350 --> 00:35:48,070 +هنا عندك relation + +257 +00:36:02,210 --> 00:36:03,510 +فيه مشكلة مش عارف + +258 +00:36:41,120 --> 00:36:43,780 +ماشي مسحت ال ratio هذه كانت من خربة ال linear اللي + +259 +00:36:43,780 --> 00:36:52,780 +هي بتاعت فمسحتها الآن هاخد هذه مع هذه وهي ايش + +260 +00:36:52,780 --> 00:36:59,960 +tangent بعدين + +261 +00:36:59,960 --> 00:37:07,360 +بدي امسح هذه عشان اعطيها حرية للحركة بدي احكيله + +262 +00:37:11,430 --> 00:37:27,990 +هذه مع هذه هي tangent بعدين + +263 +00:37:27,990 --> 00:37:37,750 +هذه مش هتظبط مع هذه هي tangent زي ما اتوقعت خليني + +264 +00:37:37,750 --> 00:37:39,130 +احركه حاول احركه + +265 +00:38:15,060 --> 00:38:16,460 +طيب + +266 +00:38:23,250 --> 00:38:30,090 +كمان مرة الان انا شيلت بشري relations هاي + +267 +00:38:30,090 --> 00:38:46,490 +ال tangent طب + +268 +00:38:46,490 --> 00:38:47,310 +في مشكلة عندنا + +269 +00:39:24,580 --> 00:39:28,260 +طيب على اي حال هذه مشكلة solid work خلاني اشوف ايش + +270 +00:39:28,260 --> 00:39:33,160 +المشكلة و بنعرفها المهم انا برسم الدوائر هذه برسم + +271 +00:39:33,160 --> 00:39:40,200 +الدوائر هذه بعمل tangency طبعا الدوائر بسبتها + +272 +00:39:40,200 --> 00:39:44,840 +بسبتها لان المواقع عليها تكون ثابتة اذا ما سبتتش + +273 +00:39:44,840 --> 00:39:48,540 +انا جربتها بارح اذا ما سبتتش يصير الدوائر تتحرك + +274 +00:39:48,540 --> 00:39:53,340 +تطيلك اشي تاني مختلففبتثبت الدواير وبعدين تعمل ال + +275 +00:39:53,340 --> 00:39:58,540 +spline spline تنجد لكل الدواير هذه وبعد نفس الشيء + +276 +00:39:58,540 --> 00:40:02,620 +نعمل spline لان تنجد لهذه الدواير وبعدين بيصير شغل + +277 +00:40:02,620 --> 00:40:08,160 +ال trim والتنظيفات بترسم إيهاش الكامة خلينا نشوف + +278 +00:40:08,160 --> 00:40:12,340 +الطريق الجزء التاني إنه لو كان offset إنه مش نفس + +279 +00:40:12,340 --> 00:40:14,740 +المحور خلنا نعملها save هذه ونشوف + +280 +00:40:25,340 --> 00:40:30,520 +أه لازم يطلع نفس الاشي say بقى مش الآن say بقى ده + +281 +00:40:30,520 --> 00:40:39,040 +خلنا نحفظها اللي هي example example عشرين تلاتة + +282 +00:40:39,040 --> 00:40:41,480 +ايه say + +283 +00:40:45,630 --> 00:40:53,150 +بخليك المرة الجاية تعملها اه طيب + +284 +00:40:53,150 --> 00:40:56,730 +الان هنرسم رسمة جديدة او خلينا نروح على ال .. على + +285 +00:40:56,730 --> 00:41:09,450 +ال .. على الحالة التانية انه هيكون انه + +286 +00:41:09,450 --> 00:41:15,660 +هيكونoffset يعني محور الفلور بمرش في محور الكم + +287 +00:41:15,660 --> 00:41:27,620 +اللي + +288 +00:41:27,620 --> 00:41:34,960 +هي الحالة هذه اللي هنسويه طبعا هذه ال base circle + +289 +00:41:34,960 --> 00:41:37,920 +هي هي هذه ال base circle + +290 +00:41:40,230 --> 00:41:44,590 +الان هنعمل offset circle نرسمه offset circle بعدين + +291 +00:41:44,590 --> 00:41:52,650 +بنعمل خط رأسي خط رأسي هذا بتمثل ال minimum point + +292 +00:41:52,650 --> 00:41:57,090 +ال minimum point لل follower معناته عرفة ال center + +293 +00:41:57,090 --> 00:42:02,230 +الأولاني لل roller هذا أول center باجي من مركز ال + +294 +00:42:02,230 --> 00:42:07,030 +base circle لمركز roller circle أول واحدة بعمل خط + +295 +00:42:08,180 --> 00:42:26,160 +بعمل خط هدا بعمل مائة و عشرين درجة هدا + +296 +00:42:26,160 --> 00:42:33,140 +ال base circle هاي مركزها هدا + +297 +00:42:33,140 --> 00:42:34,560 +ال offset line + +298 +00:42:39,940 --> 00:42:49,540 +هذه النقطة تمثل أول مركز من أول مركز برسم الخط هذا + +299 +00:42:49,540 --> 00:42:54,760 +بعدين + +300 +00:42:54,760 --> 00:42:59,760 +بجزقه ل مائة و عشرين درجة بجزقه ل مائة و عشرين + +301 +00:42:59,760 --> 00:43:06,480 +درجة ل أكم جزء ست أجزاء + +302 +00:43:10,680 --> 00:43:15,920 +أنا هاي من ال base circle ال base circle ال base + +303 +00:43:15,920 --> 00:43:25,840 +circle واحد + +304 +00:43:25,840 --> 00:43:35,100 +اتنين تلاتة أربعة خمسة ستة في تقسيم فيه أشي غلط اه + +305 +00:43:35,100 --> 00:43:37,100 +ماشي + +306 +00:43:41,920 --> 00:43:51,900 +أه خلاص ما غلط على أي حال طيب على أي حال الان هذه + +307 +00:43:51,900 --> 00:44:01,400 +أول طبعا هذه أول دائرة ال base circle هذه المفروض + +308 +00:44:01,400 --> 00:44:08,160 +هذا يطلع لحد ما يصل ل ال .. ل ال stroke الان من + +309 +00:44:08,160 --> 00:44:13,170 +هذهطب اللحظة الأول خط اشمله tangent لل offset + +310 +00:44:13,170 --> 00:44:20,790 +circle المعنى تحرصه من tangent هاي + +311 +00:44:20,790 --> 00:44:26,070 +أول tangent هاي + +312 +00:44:26,070 --> 00:44:36,950 +تاني هذا برضه tangent تاني tangent تالت + +313 +00:44:36,950 --> 00:44:37,430 +tangent + +314 +00:44:48,120 --> 00:44:56,640 +رابع tangent خامس + +315 +00:44:56,640 --> 00:45:05,360 +tangent بعدين + +316 +00:45:05,360 --> 00:45:09,080 +سادس tangent + +317 +00:45:19,400 --> 00:45:24,120 +الان المسافات .. المسافات بين الدوائر هذو ال + +318 +00:45:24,120 --> 00:45:31,860 +stroke خمسين ال stroke خمسين يعني هذه خمسين هذه نص + +319 +00:45:31,860 --> 00:45:45,400 +الدائرة هذا + +320 +00:45:45,400 --> 00:45:51,320 +يتمثل minimum value صح؟ هذا ال minimumvalue معناته + +321 +00:45:51,320 --> 00:45:56,460 +أول دائرة هذه اسميها + +322 +00:45:56,460 --> 00:46:05,180 +X واحد بعدين X + +323 +00:46:05,180 --> 00:46:14,720 +اتنين بعدين X تلاتة بعدين X تلاتة + +324 +00:46:17,320 --> 00:46:24,560 +بعدين اكس اتنين ماهي بتسويها اكس اتنين و بعدين اكس + +325 +00:46:24,560 --> 00:46:29,020 +واحد اكس واحد اكس اتنين اكس تلاتة اكس تلاتة اكس + +326 +00:46:29,020 --> 00:46:38,600 +اتنين اكس واحد معناته بعمل دوائر من هذه الدائرة ال + +327 +00:46:38,600 --> 00:46:44,040 +center line circle هذه + +328 +00:46:44,040 --> 00:46:44,700 +اول واحدة + +329 +00:46:47,290 --> 00:46:55,110 +التاني واحدة بعمل offset x1 هنا + +330 +00:46:55,110 --> 00:47:07,510 +أكبر شوية offset x1 التانية offset + +331 +00:47:07,510 --> 00:47:10,530 +x2 + +332 +00:47:10,530 --> 00:47:14,730 +التالتة + +333 +00:47:19,500 --> 00:47:40,620 +offset X3 الرابع نفس الاشي X3 الخامسة X2 بعدين X1 + +334 +00:47:40,620 --> 00:47:44,360 +أول + +335 +00:47:44,360 --> 00:47:49,300 +نقطة تقاطع الدائرة الأساسية هذا هو النقطةهذه + +336 +00:47:49,300 --> 00:47:55,800 +التانية اللى جاي بدي اكتب عشان اكون مع X واحد صح؟ + +337 +00:47:55,800 --> 00:48:02,360 +وهذه متقاطعة مع دائرة X اتنين وهذه مع دائرة X + +338 +00:48:02,360 --> 00:48:13,360 +تلاتة وهذه مع دائرة X تلاتة هذه X اتنين وهذه مع X + +339 +00:48:13,360 --> 00:48:13,840 +واحد + +340 +00:48:18,470 --> 00:48:27,230 +حددت ال centers بعدين at each center برسم ال + +341 +00:48:27,230 --> 00:48:36,210 +code roller أكملناه عشرين برسم هاي roller الأولى + +342 +00:48:36,210 --> 00:48:42,550 +هاي roller التانية هاي + +343 +00:48:42,550 --> 00:48:43,470 +roller التالتة + +344 +00:48:47,730 --> 00:48:53,790 +hyroller الرابع hyroller + +345 +00:48:53,790 --> 00:49:03,870 +الخامسة hyroller السادسة وhyroller + +346 +00:49:03,870 --> 00:49:07,930 +السابع + +347 +00:49:07,930 --> 00:49:16,750 +ال spline هذا الحرص هو هذا ال spline tangent + +348 +00:49:18,150 --> 00:49:21,590 +يعني مارسمش spline في ال sonata و لا في ال offset + +349 +00:49:21,590 --> 00:49:30,010 +لأ بعمل spline tangent للدوارة دول spline tangent + +350 +00:49:30,010 --> 00:49:38,970 +للدوارة دول نفس الشيء على الجهة التانية واضح هذا + +351 +00:49:38,970 --> 00:49:46,570 +في حالة ال roller شوف حالة تانية ال flat .. flat + +352 +00:49:46,570 --> 00:49:54,180 +بدها شويةمش مفهوم يعني المسافة بين ال .. ال .. ال + +353 +00:49:54,180 --> 00:49:59,520 +.. التواءف هدول التروري و ال .. و ال .. و ال .. و + +354 +00:49:59,520 --> 00:50:03,860 +ال .. هذه الدائرة مش نفس الدائرة لأ مش .. مش نفسها + +355 +00:50:03,860 --> 00:50:06,840 +هتكون مش في الضروري تكون .. مش في الضروري تكون + +356 +00:50:06,840 --> 00:50:14,100 +نفسها مش ضروري يعني .. يعني إذا تعملت offsetتعيزك + +357 +00:50:14,100 --> 00:50:17,180 +لما تعمل لأن هذا ال tangent هذا هتكون عمودي هذه صح + +358 +00:50:17,180 --> 00:50:24,780 +عند ال tangent هذا و عند ال tangent هذا عمودي و + +359 +00:50:24,780 --> 00:50:29,820 +عند ال tangent هذا عمودي لأن ارسم لو انت رسمت + +360 +00:50:29,820 --> 00:50:36,980 +جربها انت ارسم spline في هدول و ارسم tangent و + +361 +00:50:36,980 --> 00:50:40,060 +بعدين اعملي هذا offset بس امشيلي في ال zoom عليها + +362 +00:50:41,300 --> 00:50:47,140 +امشي عليها شويه شويه شو بتطبق لوش ولا بتطبقوش لأن + +363 +00:50:47,140 --> 00:50:53,000 +ال spline طبعا في عشان في ال care fitting في care + +364 +00:50:53,000 --> 00:50:58,660 +fit و + +365 +00:50:58,660 --> 00:51:05,340 +في spline طبعا هحكي معلومات اللي أنا بعرفه متأكد + +366 +00:51:05,340 --> 00:51:12,430 +منه بعض أحيان في البريوك نستخدم مصطلحاتما تكونش + +367 +00:51:12,430 --> 00:51:16,850 +يعني نفس المتفق عليه رياضيا ال curve fit اذا عندي + +368 +00:51:16,850 --> 00:51:23,490 +مجموعة من النقاط و + +369 +00:51:23,490 --> 00:51:31,550 +حكيت اعملي curve fit فيهم بيعمل + +370 +00:51:31,550 --> 00:51:35,950 +smooth curve بس لازم يمر في كل النقاط لازم يمر في + +371 +00:51:35,950 --> 00:51:40,210 +كل النقاط ال curve ال spline + +372 +00:51:44,220 --> 00:51:48,600 +أقوله تفاصيل بس بدأ أذكر أهم تفاصيل تان لازم ال + +373 +00:51:48,600 --> 00:51:52,780 +curve ال spline يمر في النقطة الأولى و النقطة + +374 +00:51:52,780 --> 00:51:56,520 +الأخيرة بس + +375 +00:51:56,520 --> 00:51:59,200 +باطيله انه تولد انسى ايه اتحرك بينهم يعني اسمه + +376 +00:51:59,200 --> 00:52:06,080 +ممكن احكيه لازم + +377 +00:52:06,080 --> 00:52:08,260 +يمر في هذه و في هذه في تفاصيل تان طبعا هذا + +378 +00:52:08,260 --> 00:52:08,660 +basically + +379 +00:52:13,330 --> 00:52:24,230 +عشان هيك .. عشان هيك تعملش offset لأن هو هشوف يعني + +380 +00:52:24,230 --> 00:52:29,030 +أنعم curve ال curve fit مش دايما بيكون أنعم curve + +381 +00:52:29,030 --> 00:52:35,130 +ال spline بيكون أنعم منه يعني انا مجبراه و اتنقضت + +382 +00:52:35,130 --> 00:52:38,670 +بتحس انه في حدة في الانتقال و كنت بقوله لأ ينزلش + +383 +00:52:38,670 --> 00:52:43,460 +في عنهاأو يطلع هنا هذا ال spline ال spline يعني + +384 +00:52:43,460 --> 00:52:47,920 +انت بتحدد له how much يبدأ عشان هيك لما تعمل + +385 +00:52:47,920 --> 00:52:50,560 +spline شوف ممكن تلعب في ال slopes لإن تلعب في ال + +386 +00:52:50,560 --> 00:52:55,300 +slopes بتغير فهي + +387 +00:52:55,300 --> 00:53:04,180 +الفرق بين ال curve fit و ال spline روح + +388 +00:53:04,180 --> 00:53:06,920 +على ال net اكتب curve fit + +389 +00:53:13,890 --> 00:53:20,410 +versus spline مش + +390 +00:53:20,410 --> 00:53:25,210 +نفس الأشياء اختلفوا عن بعض وع + +391 +00:53:25,210 --> 00:53:28,850 +طول أريحلك بدون أن تدخل في text خش على images على + +392 +00:53:28,850 --> 00:53:32,170 +الصورة + +393 +00:53:32,170 --> 00:53:37,130 +طيب + +394 +00:53:37,130 --> 00:53:40,450 +خليني أعطي إيه تاني + +395 +00:54:01,130 --> 00:54:08,630 +flat-faced follower يعني نفس النظام عند كام + +396 +00:54:08,630 --> 00:54:12,330 +نعمل كام ال follower بتحرك في simple harmonic + +397 +00:54:12,330 --> 00:54:17,430 +motion ال base circle نص القطر تلعب على خمس و + +398 +00:54:17,430 --> 00:54:21,550 +عشرين أول + +399 +00:54:21,550 --> 00:54:26,810 +مائة و عشرين درجة أول مائة و عشرين درجة بتلعب في + +400 +00:54:26,810 --> 00:54:32,350 +simple harmonic motionبعدين التلاتين الدرجة + +401 +00:54:32,350 --> 00:54:38,230 +التانية بيضلوا مكانه بعدين ال مئو عشرين بعدهم بنزل + +402 +00:54:38,230 --> 00:54:47,770 +simple harmonic motion ال stroke عشرين + +403 +00:54:47,770 --> 00:54:53,990 +مليه يعني هيطلع + +404 +00:54:53,990 --> 00:55:01,010 +عشرين يعني لما يصل عند النقطة هذههيكون طالع عشرين + +405 +00:55:01,010 --> 00:55:08,770 +هنا عشرين بعدين هنا هيكون ع كام عند ال .. عند ال + +406 +00:55:08,770 --> 00:55:12,710 +zero يعني عند الدائرة خمسين و ال camp تقف + +407 +00:55:12,710 --> 00:55:18,230 +clockwise الحال + +408 +00:55:18,230 --> 00:55:22,370 +هو لو كان عندي ال axis of ال follower نفس المورف + +409 +00:55:22,370 --> 00:55:24,910 +ال axis بتاع ال camp + +410 +00:55:27,610 --> 00:55:32,230 +في كل أحوال ال face بتاع ال floor بيكون ايش + +411 +00:55:32,230 --> 00:55:36,630 +tangent لل camp profile tangent لل camp profile + +412 +00:55:36,630 --> 00:55:40,470 +فانا أول شي برسم ال base circle هاي رسم ال base + +413 +00:55:40,470 --> 00:55:53,510 +circle هاي + +414 +00:55:53,510 --> 00:55:58,720 +ال base circleو هاي ال start point هدى النقطة هدى + +415 +00:55:58,720 --> 00:56:09,480 +يبدأيش الصعود بيصعد بمية و عشرين درجة هدى + +416 +00:56:09,480 --> 00:56:16,960 +فترة الصعود هدى هيدله مكانه + +417 +00:56:16,960 --> 00:56:25,400 +بعدين مية و عشرين مية و عشرين متين و أربعينثلاثين + +418 +00:56:25,400 --> 00:56:27,340 +و اتنين سبعة درجات و تظل زي و تسعين درجة في الآخر + +419 +00:56:27,340 --> 00:56:32,560 +وهذا + +420 +00:56:32,560 --> 00:56:37,700 +فترة الهبوط الآن هو بيقسم الـ120 مثلا هو بيقسمها + +421 +00:56:37,700 --> 00:56:41,540 +ست أقسم واحد اتنين تلاتة اربعة خمسة ستة + +422 +00:57:03,580 --> 00:57:04,600 +نفسي مش في الهبوط + +423 +00:57:38,430 --> 00:57:44,090 +الأن simple harmonic motion معناته لو أنا روحت هنا + +424 +00:57:44,090 --> 00:57:48,630 +الدائرة + +425 +00:57:48,630 --> 00:57:49,670 +تاعت رسمتها + +426 +00:58:17,900 --> 00:58:36,280 +X1 X2 X3 X3 X2 X1 لاحظ + +427 +00:58:36,280 --> 00:58:42,770 +دايما ال center line عمودي على ال facecenter line + +428 +00:58:42,770 --> 00:58:47,390 +الفلور عمودي على ال face و ال face tangent لل + +429 +00:58:47,390 --> 00:58:53,090 +profile الان لو رسمنا الدار الأولى تبعد X واحد + +430 +00:58:53,090 --> 00:58:59,310 +مثلا هذه الدار الأولى هذه + +431 +00:58:59,310 --> 00:59:10,690 +المسافة X واحد والمسافة + +432 +00:59:10,690 --> 00:59:11,130 +التانية + +433 +00:59:16,250 --> 00:59:24,690 +X2 و X3 يعني هادي X واحد X2 + +434 +00:59:24,690 --> 00:59:29,170 +و X3 عند كل واحدة عند كل واحدة برسم دوايا واحدة + +435 +00:59:29,170 --> 00:59:34,270 +تنتين .. واحدة تنتين تلاتة أربعة خمسة ستة السابعة + +436 +00:59:34,270 --> 00:59:39,230 +وان جاية عند البداية صح؟ لأن سفر واحد تنتين تلاتة + +437 +00:59:39,230 --> 00:59:39,990 +أربعة خمس ستة + +438 +00:59:45,240 --> 00:59:54,280 +عند كل واحدة بأرسم ايش tangent tangent + +439 +00:59:54,280 --> 00:59:57,940 +tangent + +440 +00:59:57,940 --> 01:00:01,380 +عمودي + +441 +01:00:01,380 --> 01:00:05,380 +على ال center line عمودي على ال center line مش + +442 +01:00:05,380 --> 01:00:09,620 +tangent هو عمودي على ال center line هذه زي وتسعين + +443 +01:00:09,620 --> 01:00:14,760 +هذه تسعين هذه تسعين هذه تسعين هذه تسعين وهكذا + +444 +01:00:20,750 --> 01:00:26,950 +طيب الآن ال + +445 +01:00:26,950 --> 01:00:35,170 +profile بتاع النقاط هذه اللي هو الخط المتقطع ال + +446 +01:00:35,170 --> 01:00:39,490 +cam profile بيكون tangent لل surface بتاعه في + +447 +01:00:39,490 --> 01:00:39,850 +الورق + +448 +01:00:46,230 --> 01:00:50,770 +الخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +449 +01:00:50,770 --> 01:00:52,010 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +450 +01:00:52,010 --> 01:00:52,010 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +451 +01:00:52,010 --> 01:00:52,010 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +452 +01:00:52,010 --> 01:00:52,010 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +453 +01:00:52,010 --> 01:00:52,010 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +454 +01:00:52,010 --> 01:00:52,030 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +455 +01:00:52,030 --> 01:00:52,030 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +456 +01:00:52,030 --> 01:00:52,110 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +457 +01:00:52,110 --> 01:00:52,290 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +458 +01:00:52,290 --> 01:00:53,370 +والخط هذا والخط هذا والخط هذا والخط هذا والخط هذا + +459 +01:00:53,370 --> 01:00:55,690 +والخط هذا + +460 +01:01:06,350 --> 01:01:11,370 +بكون tangent ل ال face of follower tangent ل ال + +461 +01:01:11,370 --> 01:01:16,690 +face of follower هذا + +462 +01:01:16,690 --> 01:01:22,130 +في حالة ال axis بمر في ال axis في حالة كان في + +463 +01:01:22,130 --> 01:01:33,350 +shift ال axis بمرش في ال axis بقى في shift مش + +464 +01:01:33,350 --> 01:01:48,990 +مبينهابس هتعملها انا هترسم + +465 +01:01:48,990 --> 01:01:52,510 +ال .. ال .. ال .. ال offset circle نفس الشيء ال + +466 +01:01:52,510 --> 01:01:57,990 +offset circle هترسمها هترسم + +467 +01:01:57,990 --> 01:02:03,870 +ايه اش تانية ال .. المفروض + +468 +01:02:09,640 --> 01:02:16,040 +هذه الفلور هذه + +469 +01:02:16,040 --> 01:02:24,220 +الفلور لأن + +470 +01:02:24,220 --> 01:02:29,880 +هذه النقطة المفروض ان ال base circle المفروض ان ال + +471 +01:02:29,880 --> 01:02:34,920 +base circle تمر هتكون + +472 +01:02:34,920 --> 01:02:44,320 +tangent هذه أول نقطةهدققاش أول نقطة يعني الفكرة + +473 +01:02:44,320 --> 01:02:52,960 +هتبدأ من هنا و + +474 +01:02:52,960 --> 01:02:59,660 +تجزئها لمية و عشرين تلاتين مية و عشرين مية + +475 +01:02:59,660 --> 01:03:09,190 +و عشرين تلاتين مية و عشرين لأن لاحظ من هنابيكون + +476 +01:03:09,190 --> 01:03:15,390 +ايش ال tangent لو أخدت التانية هتكون + +477 +01:03:15,390 --> 01:03:27,930 +tangent و هكذا جربوها في + +478 +01:03:27,930 --> 01:03:33,470 +اي سؤال فالمطلوب منك اللي هو ال sharp edge و + +479 +01:03:33,470 --> 01:03:37,390 +rollerو ال flat و برضه في example عشرين خمسة + +480 +01:03:37,390 --> 01:03:40,370 +مارجيكوا ال oscillating نفس الفكرة رسمها ال + +481 +01:03:40,370 --> 01:03:44,570 +oscillating هاي + +482 +01:03:44,570 --> 01:03:50,910 +عندي oscillating follower و + +483 +01:03:50,910 --> 01:03:57,730 +نوع ال end مش sharp edge ولا flat roller فى + +484 +01:03:57,730 --> 01:04:02,510 +البداية بيكون أفقه هو فهو + +485 +01:04:02,510 --> 01:04:07,700 +بيصيريطلع و ينزل بنيته هو بيطلع و ينزل إيش؟ زاوية + +486 +01:04:07,700 --> 01:04:13,820 +بس الزاوية إيش بيحولها؟ بيحولها لل sign هنا بحكي + +487 +01:04:13,820 --> 01:04:16,520 +اللي بيطلع في زاوية عشرين درجة و المسافة هذه + +488 +01:04:16,520 --> 01:04:26,400 +بيعطيني إياها مية و عشرين واضح؟ + +489 +01:04:26,400 --> 01:04:28,640 +عشرة المحاضرة الجاية بنكمل + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PEpCpI0FwR0.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PEpCpI0FwR0.srt new file mode 100644 index 0000000000000000000000000000000000000000..109555d69ee9fa4e4cec1bff566a8cd1f640c447 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PEpCpI0FwR0.srt @@ -0,0 +1,1258 @@ +1 +00:00:05,770 --> 00:00:08,410 +طبعا اليوم هندرس اللي هو ال inversion of + +2 +00:00:08,410 --> 00:00:13,730 +mechanisms ال inversion of mechanism اللي بيسوي + +3 +00:00:13,730 --> 00:00:21,070 +احنا ال mechanism يكون احد اللينكات ثابتة برخ ال + +4 +00:00:21,070 --> 00:00:26,830 +link ثابتة و بيثبت واحدة تانية بحصل على mechanism + +5 +00:00:26,830 --> 00:00:32,530 +جديدة بحصل على mechanism الحركة الموجودة بين ال + +6 +00:00:32,530 --> 00:00:38,210 +links تتغير بشكل كبير بالنسبة لـ Relative Motion + +7 +00:00:38,210 --> 00:00:42,130 +لـ Links Forming The Mechanism تتغير بشكل كبير + +8 +00:00:42,130 --> 00:00:47,210 +فاحنا احنا هنبدأ في Slider Crank Mechanism اللي هي + +9 +00:00:47,210 --> 00:00:50,550 +أساسا عندك ال crank + +10 +00:00:59,250 --> 00:01:09,030 +عندنا هاي الأرض واحد اتنين تلاتة أربعة هاي A في + +11 +00:01:09,030 --> 00:01:15,090 +pair عند A في pair عند B و في pair عند C و في pair + +12 +00:01:15,090 --> 00:01:22,790 +ال D اللي جاي بين أربعة و واحد الآن التمثيل بتاعها + +13 +00:01:22,790 --> 00:01:23,350 +هيكون + +14 +00:01:35,660 --> 00:01:47,620 +هذه عندي A B C D ال link واحد جاية + +15 +00:01:47,620 --> 00:01:50,620 +بين A وB يعني في ال link واحد جاية عليها revolute + +16 +00:01:50,620 --> 00:01:58,660 +joint و الجاية عندها sliding joint هذي واحد ال + +17 +00:01:58,660 --> 00:01:59,400 +link اتنين + +18 +00:02:03,410 --> 00:02:07,610 +لسه ال link اتنين جاء بين a و b هى revolute و هى + +19 +00:02:07,610 --> 00:02:13,550 +revolute و ال link تلتة جاء بين b و c revolute و + +20 +00:02:13,550 --> 00:02:20,450 +revolute و ال link اربعة فيها revolute joint عند c + +21 +00:02:20,450 --> 00:02:26,330 +و فيها sliding joint عند واحد هذه ايه اش اربعة + +22 +00:02:31,650 --> 00:02:47,230 +حنبدأ في ال inversion رقم أربعة طبعا + +23 +00:02:47,230 --> 00:02:49,150 +ال inversions أرقامها + +24 +00:02:59,670 --> 00:03:19,350 +دكتور عن بى بتفضل دورة كاملة؟ طوالين بس عن + +25 +00:03:19,350 --> 00:03:25,450 +بى هو هسير تقريبا كاملة يعني هسير تاخد دورة كاملة + +26 +00:03:27,320 --> 00:03:34,000 +يعني خليني انا ممكن اعتبرها partial، ماشي لأ + +27 +00:03:34,000 --> 00:03:40,020 +لعندي هاي واحد، هاي اتنين، هاي تلاتة، هاي اربعة، + +28 +00:03:40,020 --> 00:03:43,740 +هاي عندى ال value ال joint عند a و a و b و c و عند + +29 +00:03:43,740 --> 00:03:47,800 +sliding joint بين اربعة و واحد عند نقطة D + +30 +00:03:53,230 --> 00:03:56,290 +اللي هنعمل ال fourth inversion fourth inversion + +31 +00:03:56,290 --> 00:03:59,050 +هذه ال first inversion ال first inversion يعني + +32 +00:03:59,050 --> 00:04:04,110 +واحد ثابت ال second inversion بتكون اتنين هي ثابت + +33 +00:04:04,110 --> 00:04:08,450 +ال third inversion التلاتة ثابت ال fourth + +34 +00:04:08,450 --> 00:04:13,390 +inversion اللي هي الأربعة ثابتة معناته في اربع + +35 +00:04:13,390 --> 00:04:16,570 +inversions من Slavic rank اللي يقولوا اللي احنا + +36 +00:04:16,570 --> 00:04:21,110 +عارفينه اللي هي هذه الرابعة هنثبت الرقم أربعة + +37 +00:04:22,690 --> 00:04:28,330 +وانحرك ايه اش واحد خلنا نبدأ من اول + +38 +00:04:28,330 --> 00:04:45,570 +خلنا + +39 +00:04:45,570 --> 00:05:00,080 +نثبت ممكن نضغط فيه عندي هاي ايه نفس الرصد دي بي سي + +40 +00:05:00,080 --> 00:05:16,160 +هذا video هاي اتنين هاي تلاتة هاي اربع وهاي + +41 +00:05:16,160 --> 00:05:16,660 +واحد + +42 +00:05:21,370 --> 00:05:30,210 +A B C D نفس اللي راسه و انا هنا واضح اللي هيسوي + +43 +00:05:30,210 --> 00:05:39,730 +ايه هنفك هذه و نثبت هذه الخطوة التالية هنفك واحد و + +44 +00:05:39,730 --> 00:05:42,110 +نثبت اربعه شوف ايش الميكانيزم اللي بيصير معنا + +45 +00:05:51,030 --> 00:05:55,830 +هو بيحكي حاليا إنه هيفك قاعدة و يثبت قاعدة الآن + +46 +00:05:55,830 --> 00:06:01,330 +خلّينا + +47 +00:06:01,330 --> 00:06:05,390 +نثبت ثبت + +48 +00:06:05,390 --> 00:06:12,490 +إيه؟ خلّيني + +49 +00:06:12,490 --> 00:06:19,690 +أعمل ميكانيزم هاي هاي A هاي + +50 +00:06:19,690 --> 00:06:32,520 +B هي C هي D هي واحد هي اتنين هي تلاتة هي أربعة هذا + +51 +00:06:32,520 --> 00:06:39,460 +الوضع الأولاني الوضع التاني هثبت ايش اربعة هسيه + +52 +00:06:39,460 --> 00:06:43,160 +عندي هي + +53 +00:06:43,160 --> 00:06:58,650 +A B هي C هي D هاي واحد هاي اتنين تلاتة اربعة احنا + +54 +00:06:58,650 --> 00:07:10,430 +هنثبت ايش اربعة link اربعة صارت ثابتة هي هنا عندنا + +55 +00:07:10,430 --> 00:07:30,660 +A B و C وعندي ايش دي هاي واحد هاي اتنين تلاتة + +56 +00:07:30,660 --> 00:07:39,180 +اربع اربع صارت اشملها ثابتة + +57 +00:07:39,180 --> 00:07:42,320 +الان + +58 +00:07:42,320 --> 00:08:01,620 +في عندي نقطة C هي نقطة C نقطة C أو اربع نحكي IIC بي + +59 +00:08:01,620 --> 00:08:07,500 +هاي + +60 +00:08:07,500 --> 00:08:07,760 +ايه + +61 +00:08:19,900 --> 00:08:26,480 +هذه أربعة أربعة صارت ثابتة صح؟ أربعة ثابتة وهذه + +62 +00:08:26,480 --> 00:08:35,920 +أربعة أربعة جاءة طرف من أطرافها revolute joint عند + +63 +00:08:35,920 --> 00:08:45,140 +C وفي عندها sliding joint عند D يعني هذه D هذه C C + +64 +00:08:45,140 --> 00:08:48,960 +و ال joint هذه ايش D + +65 +00:08:53,210 --> 00:09:01,630 +في عند ال link ال اقل + +66 +00:09:01,630 --> 00:09:09,810 +حكينا link four على طرف الأطراف في revolute وعلى + +67 +00:09:09,810 --> 00:09:14,730 +الطرف التاني فيه sliding معنى التثابت هذه اربعة + +68 +00:09:14,730 --> 00:09:18,170 +وهي نقطة C وهي نقطة D + +69 +00:09:20,990 --> 00:09:36,730 +C .. C .. C مع B هي معناته ايه ده هتكون؟ تلاتة و B + +70 +00:09:36,730 --> 00:09:46,370 +مع A اللي هي هذه ريوليوت معناته هذي هذي ايه؟ هذي + +71 +00:09:46,370 --> 00:09:47,130 +اتنين + +72 +00:09:50,200 --> 00:09:58,920 +وهذه ماذا ستكون؟ واحد لأن واحد هي واحد في طرف عنده + +73 +00:09:58,920 --> 00:10:04,620 +revolute هي نقطة a وفي طرف sliding بالنسبة لاربعة + +74 +00:10:04,620 --> 00:10:10,880 +واحد صار sliding بالنسبة لاربعة طبعا هو مادة هذه + +75 +00:10:10,880 --> 00:10:17,820 +اضافة هي ال link بالشكل الأساسي اللي هو هذا لكن + +76 +00:10:17,820 --> 00:10:28,400 +مادة لدراع يسمى هذه النقطة H يعني هذه صارت احنا + +77 +00:10:28,400 --> 00:10:34,080 +بنبدأ من ايه؟ من الثابتة الثابتة في عندي revolute + +78 +00:10:34,080 --> 00:10:39,620 +joint الاربع جاي بين revolute joint و sliding + +79 +00:10:39,620 --> 00:10:44,360 +joint فهذه ال sliding joint + +80 +00:10:44,360 --> 00:10:47,600 +معناته + +81 +00:10:47,600 --> 00:10:49,800 +هذه ايه؟ D + +82 +00:10:53,150 --> 00:11:03,150 +هذه معناته الثابت اربعة والثابت ايش اربعة واحد + +83 +00:11:03,150 --> 00:11:08,950 +انا ببدأها بطريقة بالعكس واحد sliding من ناس في + +84 +00:11:08,950 --> 00:11:18,590 +الأربعة صح؟ واحد هذه معناته هتكون واحد هذه واحد + +85 +00:11:18,590 --> 00:11:25,090 +sliding من ناس في الأربعة واحد طرف sliding وطرف فيه + +86 +00:11:25,090 --> 00:11:33,310 +revolute عند a هاي + +87 +00:11:33,310 --> 00:11:38,890 +ايش revolute عند a الآن + +88 +00:11:38,890 --> 00:11:40,730 +بعدين بتيجي B + +89 +00:11:52,120 --> 00:12:02,920 +هذا هتكون ايش اتنين و بي سا بي بي سي تلاتة + +90 +00:12:02,920 --> 00:12:12,980 +هو راح مد هذه و اسمها H طبعا + +91 +00:12:12,980 --> 00:12:20,810 +اذا بحرك الدراع هذا الأسفل و الأعلى هذا هتكون تطلع + +92 +00:12:20,810 --> 00:12:25,990 +و تنزل كأنها مكبس او نظام مضخات القديم اليدوية + +93 +00:12:25,990 --> 00:12:29,750 +بالظبط + +94 +00:12:29,750 --> 00:12:34,110 +بيكون فيه فتحات يعني ع جناب بنزل الحمام بعدين + +95 +00:12:34,110 --> 00:12:40,850 +بيضخوا الماء لأعلى فهذا زي نظام مضخة يدوية خد اه + +96 +00:12:42,080 --> 00:12:45,900 +السؤال يعني عملها على أرض واحدة، قبل ال inversion + +97 +00:12:45,900 --> 00:12:49,760 +و بعد ال inversion، كيف السبب؟ لأ، هد يعني هد + +98 +00:12:49,760 --> 00:12:52,200 +another mechanism، يعني هد هتطلع نتيجة ال + +99 +00:12:52,200 --> 00:12:55,080 +inversion، هد mechanism جديدة، يعني هد it is one + +100 +00:12:55,080 --> 00:12:59,540 +mechanism، هد عندك inversion رقم واحد، هد + +101 +00:12:59,540 --> 00:13:05,650 +inversion رقم four، هد يعني a new mechanism لأن ال + +102 +00:13:05,650 --> 00:13:09,690 +relative motion بين ال component بين ال 1 و 2 و 1 + +103 +00:13:09,690 --> 00:13:13,830 +و 3 و 1 و 4 و 3 و 2 و 3 و 4 نفس ال relative motion + +104 +00:13:13,830 --> 00:13:18,530 +بس ايش اللي اتغير ال absolute motion اختلفت يعني + +105 +00:13:18,530 --> 00:13:24,150 +اللي اخدت في الأول يعني 1 في الحالة الأولى ما هي 4 + +106 +00:13:24,150 --> 00:13:29,650 +تنزلت بالنسبة ل 1 نسبيا طب ما هي برضه 1 تنزلت + +107 +00:13:29,650 --> 00:13:37,790 +بالنسبة ل 4 الحركة النسبية ما اختلفت انا + +108 +00:13:37,790 --> 00:13:41,610 +ماحكتش + +109 +00:13:41,610 --> 00:13:46,730 +تتحرك انا حكتلك واحد slide بالنسبة للاربعة واحد + +110 +00:13:46,730 --> 00:13:51,510 +slide بالنسبة للاربعة بحكي عن الحركة النسبية لكن + +111 +00:13:51,510 --> 00:13:55,250 +ال absolute motion بتاعة اربعة نتيجة ال inversion + +112 +00:13:55,250 --> 00:14:02,650 +اتغيرت صارت اربعة ثابتة واحد صارت ايه هي المتحركة + +113 +00:14:02,650 --> 00:14:09,690 +لكن من ناحية نسبية مايتغير الأشياء يعني still واحد + +114 +00:14:09,690 --> 00:14:12,830 +تتحرك من أسفل الأربع أو أربع تتحرك من أسفل الأواحد + +115 +00:14:12,830 --> 00:14:19,870 +هي هي أظهر يعني انت وانت ماشي في الشارع بالسيارة + +116 +00:14:19,870 --> 00:14:25,970 +اتطلع هتشوف الشارع بيمشي صح اطلع انزل على الشارع + +117 +00:14:25,970 --> 00:14:29,510 +هتشوف السيارة اللي بتمشي معناته + +118 +00:14:31,880 --> 00:14:38,520 +السيارة بالنسبة للشارع الثابت بتتحرك او لو كان + +119 +00:14:38,520 --> 00:14:41,560 +المرجع بتاعك السيارة انت كنت جوا السيارة الشارع + +120 +00:14:41,560 --> 00:14:46,080 +بيمشي بالنسبة للسيارة صح؟ + +121 +00:14:46,080 --> 00:14:49,000 +لو كنت بسيارتين هاي سيارة و هاي سيارة ماشية بنفس + +122 +00:14:49,000 --> 00:14:52,420 +السرعة و انت كنت بالسيارة على الشمال و في عيونك + +123 +00:14:52,420 --> 00:14:56,180 +السيارة تركزت تنظر على السيارة اللي جانبك بتشوفها + +124 +00:14:56,180 --> 00:15:01,480 +تمشيش لكن اطلع انت و خلي واحد برا على الشارع هتشوف + +125 +00:15:01,480 --> 00:15:07,200 +تنتين ماشيين نفس السرعة لو كانت السيارة جانبك أسرع + +126 +00:15:07,200 --> 00:15:13,280 +هتتجوزك هتشوف بطيئة هتشوفه بطيئة انت بس هي أسرع + +127 +00:15:13,280 --> 00:15:19,700 +منك فعليا لو كانت معاكسة هتشوفها سريعة جدا فانا + +128 +00:15:19,700 --> 00:15:24,300 +اللي بدأ اصل انه الحركة النسبية يعني محافظ عليها + +129 +00:15:24,300 --> 00:15:30,360 +لكن اختلفت الحركة المطلقة لكل link والدليل عندك + +130 +00:15:30,360 --> 00:15:35,120 +اربع صارت مطلقة تتحرك هذه ال fourth inversion + +131 +00:15:35,120 --> 00:15:49,860 +خلينا نشوف ال animation بتاعها هو + +132 +00:15:49,860 --> 00:15:50,800 +بس كبرها هنا + +133 +00:15:59,390 --> 00:16:05,090 +طيب عندك هاي واحد اتنين تلاتة اربعة في revolute + +134 +00:16:05,090 --> 00:16:11,530 +عند a و b و c و اصلاح دي ان دي اربعة ثابتة واحد + +135 +00:16:11,530 --> 00:16:15,990 +اصلاح دي نصف الاربعة وفي عندك relative rotation + +136 +00:16:15,990 --> 00:16:17,570 +بين واحد و اتنين relative rotation بين اتنين و + +137 +00:16:17,570 --> 00:16:22,890 +تلاتة و relative rotation بين تلاتة و اربعة نشوف + +138 +00:16:22,890 --> 00:16:23,510 +ميكانزم + +139 +00:16:36,940 --> 00:16:46,760 +على اي حالة نزل على مودي الفيديوهات هذه + +140 +00:16:46,760 --> 00:16:55,920 +الميكانيزم بتاعتنا هي CBA هذي اربع اربع واحد اتنين + +141 +00:16:55,920 --> 00:16:59,740 +تلاتة + +142 +00:16:59,740 --> 00:17:05,560 +معناته + +143 +00:17:05,560 --> 00:17:05,960 +sliding + +144 +00:17:38,160 --> 00:17:50,600 +الان في two extreme positions لالميكانزم هذه لما + +145 +00:17:50,600 --> 00:17:55,560 +يصير BC عمودي على AH هذا أكتر بضاية ممكن تروح + +146 +00:17:55,560 --> 00:17:59,380 +لدراع على اليمين أو على الشمال يعني هذه لما تصير + +147 +00:17:59,380 --> 00:18:04,440 +91 درجة يعني هذا one extreme position وهذا one + +148 +00:18:04,440 --> 00:18:07,880 +extreme position ففي عندك two extreme positions لل + +149 +00:18:07,880 --> 00:18:16,840 +link اللي هي رقم تلاتة هاي واحد هاي اتنين و + +150 +00:18:16,840 --> 00:18:24,620 +اكبر مسافة لما تكون هذه التسعين طبعا + +151 +00:18:24,620 --> 00:18:29,820 +الان نفس الاشي يعني هاي عندك مكبس اللي هو ده عايش + +152 +00:18:29,820 --> 00:18:36,660 +تمثل واحد السليندر عايش تمثل أربعة، الإدراع هذا + +153 +00:18:36,660 --> 00:18:39,900 +تلاتة، + +154 +00:18:39,900 --> 00:18:52,400 +وهذا أيش؟ اتنين لأن هذا مضخة وأبعد + +155 +00:18:52,400 --> 00:18:55,800 +وضع ممكن تسألون اللي هي أيش؟ بالظبط + +156 +00:19:06,780 --> 00:19:14,260 +طيب هذه هي ال fourth inversion هنشوف ال third و ال + +157 +00:19:14,260 --> 00:19:29,800 +second انا عندي توضيح للمضخة هنا في ال slides سبعة + +158 +00:19:29,800 --> 00:19:30,320 +و خمسين + +159 +00:19:40,620 --> 00:19:52,380 +شايفين الصمام تحت هو نازل بيسكر الآن + +160 +00:19:52,380 --> 00:19:59,760 +ال slider اللي هو إيش رقم واحد ال cylinder أربعة + +161 +00:19:59,760 --> 00:20:04,160 +أربعة + +162 +00:20:04,160 --> 00:20:12,500 +و هذه إيش هذه البنية تلاتة والدراع هذا اللي يصير + +163 +00:20:12,500 --> 00:20:18,320 +اتنين لان هذه المحور لان هذه القطع مع السيلندر + +164 +00:20:18,320 --> 00:20:23,760 +fixed هذه أربعة يعني أربعة وهذه الدراع هذا يعني + +165 +00:20:23,760 --> 00:20:31,100 +اننا حكينا هذه ايش هذه C وهذه B وهذه A و ال + +166 +00:20:31,100 --> 00:20:40,890 +sliding ايش D صح كمان مرة هذه C هذه B هي a و ال + +167 +00:20:40,890 --> 00:20:47,530 +sliding دي ال slider اللي هو اربع السليندر ال + +168 +00:20:47,530 --> 00:20:52,630 +slider اللي هو واحد السليندر أربع لدراع البني + +169 +00:20:52,630 --> 00:20:59,030 +تلاتة لدراع الصغير الأخضر هذا اتنين + +170 +00:20:59,030 --> 00:21:02,930 +الان + +171 +00:21:02,930 --> 00:21:05,130 +في حيكون two extreme positions + +172 +00:21:07,990 --> 00:21:13,850 +two extreme positions يعني هتكون لما تكون الادراع + +173 +00:21:13,850 --> 00:21:18,730 +ده عمودي بيكون هو ال maximum position على الشمال + +174 +00:21:18,730 --> 00:21:21,130 +لو بيكون عمودي على الجهة التانية بيكون ال maximum + +175 +00:21:21,130 --> 00:21:27,650 +position على اليمين في زاوية تانية عندي زاوية + +176 +00:21:27,650 --> 00:21:35,210 +theta وزاوية beta الآن + +177 +00:21:35,210 --> 00:21:41,580 +من هذه لهذهمسافة لان ايش بدوران ده؟ حاجة يسموها ال + +178 +00:21:41,580 --> 00:21:44,860 +.. ال .. ال forward stroke الشوط الأمامي أو ال + +179 +00:21:44,860 --> 00:21:49,980 +cutting stroke وهذا شوط العودة شوط العودة حاجة + +180 +00:21:49,980 --> 00:21:54,960 +يسموها slotted liver quick return motion الآن ال + +181 +00:21:54,960 --> 00:22:02,560 +time ال .. ال .. ال quick return ratio بيساوي ال + +182 +00:22:02,560 --> 00:22:08,390 +time لل forward على ال time تارتين الـ time بتاع ال + +183 +00:22:08,390 --> 00:22:14,770 +forward بالساوية ال theta على السرعة الزاوية ال + +184 +00:22:14,770 --> 00:22:22,530 +theta على السرعة الزاوية omega هتكون ثابتة على ال + +185 +00:22:22,530 --> 00:22:28,750 +time بتاعها هتكون beta على omega فال + +186 +00:22:28,750 --> 00:22:34,190 +quicker التاني عشان هتكون theta على beta ال امين + +187 +00:22:34,190 --> 00:22:34,990 +أكبر عنده + +188 +00:22:38,320 + +201 +00:23:58,950 --> 00:24:03,390 +driving link اللي هي بي سي هاد الكرانك الـ driving + +202 +00:24:06,860 --> 00:24:15,020 +بساوة تلاتين ملي ميتر بساوة + +203 +00:24:15,020 --> 00:24:16,260 +تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين + +204 +00:24:16,260 --> 00:24:22,060 +ملي ميتر بساوة تلاتين ملي ميتر بساوة + +205 +00:24:22,060 --> 00:24:23,520 +تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين + +206 +00:24:23,520 --> 00:24:24,060 +ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي + +207 +00:24:24,060 --> 00:24:24,300 +ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر + +208 +00:24:24,300 --> 00:24:27,260 +بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة + +209 +00:24:27,260 --> 00:24:33,380 +تلاتين ملي ميتر بساوة + +210 +00:24:33,380 --> 00:24:34,120 +تلاتين ملي ميتر + +211 +00:24:36,650 --> 00:24:42,330 +if the length of the working stroke لأن هيكون فينا + +212 +00:24:42,330 --> 00:24:47,790 +في extreme position لما تكون BC عمودي على AB + +213 +00:24:47,790 --> 00:24:53,650 +الشمال و another position لما تكون AB جايهين و BC + +214 +00:24:53,650 --> 00:24:58,630 +عمودي عليه لأن بين هذه و هذه بيصير اندي الـ stroke + +215 +00:24:58,630 --> 00:25:02,250 +الـ short الـ stroke معطني + +216 +00:25:08,470 --> 00:25:15,150 +مئة و عشرين ملي دي + +217 +00:25:15,150 --> 00:25:18,650 +determine the dimensions of A,C and A,B بده يعني + +218 +00:25:18,650 --> 00:25:28,130 +المسافة بين A و C و طول الإدراح هذا طبعا أنا هاخد + +219 +00:25:28,130 --> 00:25:33,130 +الـ two extreme positions عند A + +220 +00:25:39,420 --> 00:25:47,440 +في عندي revolute joint وعند C في عندي revolute + +221 +00:25:47,440 --> 00:25:56,340 +joint هذا A هذا C بيكون + +222 +00:25:56,340 --> 00:26:03,460 +الادراع هذا بيصل الـ maximum position لو تكون عندك + +223 +00:26:03,460 --> 00:26:06,820 +زاوية عمودية وع الجهة التانية + +224 +00:26:09,630 --> 00:26:17,770 +هذه تسعين معناته هذه الزاوية كلها بنسميها alpha كل + +225 +00:26:17,770 --> 00:26:28,010 +زاوية هذه لو خدت المثلث ايه طبعا + +226 +00:26:28,010 --> 00:26:36,210 +هذه تمثل ايه الـ cutting او الـ forward stroke وهذا + +227 +00:26:36,210 --> 00:26:45,740 +ايه العودة صح؟ بنقطة الـ quick retain ratio اللي + +228 +00:26:45,740 --> 00:26:49,480 +بيساوي واحد point سبعة بالساوية الـ cutting اللي هو + +229 +00:26:49,480 --> 00:26:53,040 +الزاوية هذه اللي هي عبارة عن تلت مئو ستين نقص الف + +230 +00:26:53,040 --> 00:27:01,660 +صح تلت مئو ستين minus الف على الف يعني هكون تلت + +231 +00:27:01,660 --> 00:27:07,940 +مئو ستين minus الف بساوة واحد point سبعة الف يعني + +232 +00:27:07,940 --> 00:27:14,670 +هسينا عندي 2.7 ألفة بس هو تلت مية و ستين معناته ألف + +233 +00:27:14,670 --> 00:27:20,650 +أكرا ما تستطلع ديجريز + +234 +00:27:20,650 --> 00:27:28,690 +عادياش الالفة اذا لو أخدت المثلث ABC + +235 +00:27:35,940 --> 00:27:38,520 +لأن الـ short هيروح بين الـ position هذا و الـ + +236 +00:27:38,520 --> 00:27:41,640 +position هذا أكتر من ما أعطيه المسافة مائة و عشرين + +237 +00:27:41,640 --> 00:27:45,380 +صح؟ + +238 +00:27:45,380 --> 00:27:59,160 +مائة و عشرين مصر و أكتر محيكون؟ ستين لأن + +239 +00:27:59,160 --> 00:28:04,680 +لما تاخد المثلث a b 2 c مثلا a مثلث + +240 +00:28:11,600 --> 00:28:17,960 +AB2C هذا قسم الزاوية والزاوية نص الزاوية أكتر تطلع + +241 +00:28:17,960 --> 00:28:27,940 +اللي ألف عتنين صح اللي 133 عتنين 66 + +242 +00:28:27,940 --> 00:28:32,700 +point 6R + +243 +00:28:37,050 --> 00:28:43,790 +degrees ست أو سبعة طيب + +244 +00:28:43,790 --> 00:28:50,790 +المعروف + +245 +00:28:50,790 --> 00:28:54,510 +عند الـ BC عند + +246 +00:28:54,510 --> 00:29:02,590 +BC معروف الـ BC مجاور لل ألف ع اتنين صح؟ معناته AC + +247 +00:29:09,640 --> 00:29:16,620 +بالساوية بي سي على كساين اللي هو ستة و ستين point + +248 +00:29:16,620 --> 00:29:25,080 +ستة سبعة مستحيل + +249 +00:29:25,080 --> 00:29:29,840 +لأن بي سي اكمل تلاتين مليه هذا هتطلع اكتر من + +250 +00:29:29,840 --> 00:29:34,060 +تلاتين مليه والكساين + +251 +00:29:34,060 --> 00:29:34,840 +اقل من واحد + +252 +00:29:52,820 --> 00:29:57,820 +خمسة و سبعين؟ + +253 +00:29:57,820 --> 00:30:02,380 +خمسة و سبعين درجة + +254 +00:30:08,050 --> 00:30:19,710 +الطول اللي هو الـ AC مليمتر اللي + +255 +00:30:19,710 --> 00:30:24,790 +أنا بيده الطول هذا الطول + +256 +00:30:24,790 --> 00:30:33,810 +هذا ان احنا بنعرف هذا الطول ستين ستين وهذه تسعين + +257 +00:30:33,810 --> 00:30:45,090 +وهذه كم هتكون ألف ع اتنين صح؟ لأن هذه زاوية مشتركة + +258 +00:30:45,090 --> 00:30:49,210 +بين هذا المثلث الكبير والصغير هذا مشتركة و هذه + +259 +00:30:49,210 --> 00:30:56,030 +تسعين معناته هذه بتساوي هذه صح؟ يعني هذه هتكون + +260 +00:30:56,030 --> 00:31:02,830 +اللي هي ستة ستين point ستة سبعة أنا + +261 +00:31:02,830 --> 00:31:10,370 +ماخد مثلث القائم الزاوية اه صحيح ماخد النص نفس + +262 +00:31:10,370 --> 00:31:21,810 +الاشياء هنا الـ AV هيكون الساوي AV هيكون + +263 +00:31:21,810 --> 00:31:27,250 +الساوي الـ stroke على اتنين على cosine ستة و ستين + +264 +00:31:27,250 --> 00:31:31,310 +point ستة سبعة الـ stroke مية و عشرين على اتنين + +265 +00:31:31,310 --> 00:31:35,630 +ستين على cosine + +266 +00:31:41,380 --> 00:31:46,580 +151.5 151.5 151.5 151.5 151.5 151.5 151.5 151.5 + +267 +00:31:46,580 --> 00:31:46,800 +151.5 151.5 151.5 151.5 151.5 151.5 151.5 151.5 + +268 +00:31:46,800 --> 00:31:53,680 +151.5 151.5 151.5 151.5 151.5 151.5 151.5 151.5 + +269 +00:31:53,680 --> 00:31:56,080 +151.5 151.5 151.5 151.5 151.5 151.5 151.5 151.5 + +270 +00:31:56,080 --> 00:32:07,440 +151.5 151.5 151.5 151.5 151.5 151.5 151.5 151 + +271 +00:32:07,440 --> 00:32:19,110 +.5 لازم يكون اكبر من مية و اتنين و خمسين هو + +272 +00:32:19,110 --> 00:32:21,850 +نفس الشيء اللي بيحكيلك لسلادر الميكانيزم الأساسية + +273 +00:32:21,850 --> 00:32:31,170 +عندي + +274 +00:32:31,170 --> 00:32:37,670 +واحد ثابتة هاي واحد ثابتة هذا نقطة A في revolute + +275 +00:32:37,670 --> 00:32:42,890 +joint و B و بينهم link اتنين عندى نقطة C revolute + +276 +00:32:42,890 --> 00:32:48,190 +joint و بينهم link تلاتة هو عندى الـ link اربعة + +277 +00:32:48,190 --> 00:32:52,450 +اللي هي الـ slider جاى عليها revolute joint اللي هي + +278 +00:32:52,450 --> 00:32:56,550 +C و جاى sliding مع واحد يعني اربعة slide بالنسبالي + +279 +00:32:56,550 --> 00:33:02,770 +واحد اللي هسوي هو هيرخي واحد و يثبت تلاتة تشوفى + +280 +00:33:02,770 --> 00:33:03,290 +إيش اللي عايز يصير + +281 +00:33:22,990 --> 00:33:32,150 +لأنه هيثبت تلاتة اللي هي هذه الـ link BC ويرخي إيش؟ + +282 +00:33:32,150 --> 00:33:39,210 +واحد خليني اشوف إيش اللي صار عندنا هاي رخي واحد + +283 +00:33:39,210 --> 00:33:47,370 +وثبت BC لأن الـ BC اعترفيها الجاي Revolute Joint + +284 +00:33:47,370 --> 00:33:52,170 +and B وRevolute Joint and C + +285 +00:33:55,220 --> 00:33:59,920 +هذه B وهذه + +286 +00:33:59,920 --> 00:34:07,540 +C وهذه Revolute وهذه + +287 +00:34:07,540 --> 00:34:15,120 +Revolute ما يعني تثبت هذه إيش هي؟ تلاتة + +288 +00:34:15,120 --> 00:34:19,540 +الآن + +289 +00:34:19,540 --> 00:34:22,040 +B + +290 +00:34:25,790 --> 00:34:33,950 +لو طبعا ايه في إيش عندي في جاي مع واحد عند block + +291 +00:34:33,950 --> 00:34:40,010 +هي هذه + +292 +00:34:40,010 --> 00:34:43,970 +نقطة ايه هذه + +293 +00:34:43,970 --> 00:34:56,080 +link اتنين هتكون صح link اتنين link اتنين ب جاي على + +294 +00:34:56,080 --> 00:35:11,460 +التلاتة fixed revolute هو a revolute joint الآن + +295 +00:35:11,460 --> 00:35:18,540 +في عندي هنا هيكون sliding joint عند d sliding + +296 +00:35:18,540 --> 00:35:20,880 +joint كمان عند d + +297 +00:35:32,240 --> 00:35:39,860 +أربعة أربعة طرف فيه إيش؟ rotating يعني هذه هتكون + +298 +00:35:39,860 --> 00:35:50,000 +إيش؟ link أربعة و الـ slider إيش؟ واحد الـ slider + +299 +00:35:50,000 --> 00:35:54,120 +إيش؟ واحد واضحة؟ طيب + +300 +00:36:00,370 --> 00:36:02,830 +طبعا هذه الـ two extreme positions one extreme + +301 +00:36:02,830 --> 00:36:10,250 +position لما تكون لدراع هذا عمودة لدراع هذا هي one + +302 +00:36:10,250 --> 00:36:15,730 +position من الجهة الشمال و من الجهة اليمين برضه + +303 +00:36:15,730 --> 00:36:18,690 +يكون عمودة يعني في عندك two positions فعندك + +304 +00:36:18,690 --> 00:36:23,710 +position أقصى الشمال و position أقصى اليمين + +305 +00:36:37,430 --> 00:36:50,870 +يعني بيعيد نفس الكلام هو + +306 +00:36:50,870 --> 00:36:54,730 +بيورجينا الـ two extreme positions الـ a بيلف + +307 +00:36:54,730 --> 00:37:02,570 +فالدراع بيروح أصليت يمين اشمال معناه تحكيون عن دي + +308 +00:37:02,570 --> 00:37:16,910 +ايه؟ الـ cutting angle هي هذه هو + +309 +00:37:16,910 --> 00:37:22,690 +اللي سوى راح ضاف link هنا بدي استفيد من الحركة ضاف + +310 +00:37:22,690 --> 00:37:29,150 +link و حط tool هنا حط tool ممكن الـ tool هذا يكون + +311 +00:37:29,150 --> 00:37:32,930 +cutting tool زي في الشغل المجشطة مثلا فاندي هنا + +312 +00:37:32,930 --> 00:37:39,170 +cutting tool يعني هيروح هنا forward stroke و برجع + +313 +00:37:39,170 --> 00:37:42,670 +بسرعة return stroke فيله forward return forward + +314 +00:37:42,670 --> 00:37:49,910 +return الـ + +315 +00:37:49,910 --> 00:37:51,030 +tool بتحرك أفقي + +316 +00:38:04,700 --> 00:38:19,260 +لاحظ برجع بسرعة الزاوية + +317 +00:38:19,260 --> 00:38:24,780 +الزاوية هذه زاوية + +318 +00:38:24,780 --> 00:38:30,650 +الـ cutting أكبر و الـ time بتاعة الزاوية هذه بساوة + +319 +00:38:30,650 --> 00:38:34,110 +الزاوية على نفسها لأن هذا مطور سيلف في نفس السرعة + +320 +00:38:34,110 --> 00:38:38,570 +سيكون الزاوية هذه على أمجا والزمن بتاعة هذه + +321 +00:38:38,570 --> 00:38:41,470 +الزاوية هذه على أمجا بتروح لأمجا اختصار فستير الـ + +322 +00:38:41,470 --> 00:38:46,350 +ratio بين الزوايا فزاوية هذه أكبر وهذه أصغر + +323 +00:39:07,820 --> 00:39:12,100 +طبعا الأخضر هي الـ fourth stroke والأحمر هي الـ .. + +324 +00:39:12,100 --> 00:39:19,080 +الـ .. الـ retain stroke الـ + +325 +00:39:19,080 --> 00:39:21,360 +ratio بين الـ fourth stroke و الـ .. و الـ retain + +326 +00:39:21,360 --> 00:39:28,860 +stroke اللي هي يسموها الـ quick retain ratio دي + +327 +00:39:28,860 --> 00:39:29,320 +كل عامة diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PEpCpI0FwR0_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PEpCpI0FwR0_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..731de578f1824e938be633bc2379b0169a43f7b6 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PEpCpI0FwR0_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 2861, "start": 5.77, "end": 28.61, "text": "طبعا اليوم هندرس اللي هو ال inversion of mechanisms ال inversion of mechanism اللي بيسوي احنا ال mechanism يكون احد اللينكات ثابتة برخ ال link ثابتة و بيثبت واحدة تانية بحص على mechanism جديدة بحص على mechanism", "tokens": [9566, 3555, 3615, 995, 45595, 20498, 8032, 41260, 2288, 3794, 13672, 1829, 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C .. C مع B هي معناته ايه ده هتكون؟ تلاتة و B مع A اللي هي هذه ريوليوت معناته هذي هذي ايه؟ هذي اتنين", "tokens": [34, 4386, 383, 4386, 383, 20449, 363, 39896, 20449, 8315, 47395, 1975, 1829, 3224, 11778, 3224, 8032, 2655, 30544, 22807, 6055, 1211, 9307, 3660, 4032, 363, 20449, 316, 13672, 1829, 39896, 29538, 12602, 1829, 12610, 1829, 35473, 20449, 8315, 47395, 8032, 8848, 1829, 8032, 8848, 1829, 1975, 1829, 3224, 22807, 8032, 8848, 1829, 1975, 2655, 1863, 9957], "avg_logprob": -0.40355604732858724, "compression_ratio": 1.6111111111111112, "no_speech_prob": 0.0, "words": [{"start": 560.99, "end": 561.53, "word": "C", "probability": 0.619140625}, {"start": 561.53, "end": 561.85, "word": " ..", "probability": 0.2486572265625}, {"start": 561.85, "end": 562.37, "word": " C", "probability": 0.6748046875}, {"start": 562.37, "end": 562.77, "word": " ..", "probability": 0.6689453125}, {"start": 562.77, "end": 564.23, "word": " C", "probability": 0.849609375}, {"start": 564.23, "end": 566.95, "word": 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retain mechanism quick retain mechanism وين موجود application ل quick retain mechanism تشوفوا في مكان التصوير صحيح", "tokens": [5172, 36081, 995, 20328, 5016, 22807, 20449, 8315, 47395, 8978, 2423, 13412, 2407, 41193, 4032, 14739, 2655, 12602, 47302, 5016, 4724, 47283, 3215, 4032, 38149, 5551, 9566, 12610, 9154, 34892, 7435, 45367, 37495, 22653, 4724, 47341, 3615, 4724, 3794, 2288, 27884, 6225, 8592, 7649, 39896, 9122, 15042, 7251, 38251, 11536, 11296, 1702, 18340, 7513, 1702, 18340, 7513, 4032, 9957, 3714, 29245, 23328, 3861, 5296, 1702, 18340, 7513, 6055, 8592, 38688, 14407, 8978, 3714, 41361, 16712, 9381, 2407, 13546, 20328, 5016, 1829, 5016], "avg_logprob": -0.317582844969738, "compression_ratio": 1.635, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 1358.32, "end": 1359.24, "word": "فيتا", "probability": 0.4525960286458333}, {"start": 1359.24, "end": 1360.16, "word": " صح؟", "probability": 0.6649576822916666}, {"start": 1360.16, "end": 1361.64, "word": " معناته", 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return mechanism the driving link اللي هي بي سي هاد الكرانك ال driving", "tokens": [3555, 1863, 8592, 38688, 50113, 6027, 293, 1702, 2736, 7513, 264, 4840, 2113, 13672, 1829, 39896, 4724, 1829, 8608, 1829, 8032, 18513, 33251, 2288, 7649, 4117, 2423, 4840], "avg_logprob": -0.6239224220144337, "compression_ratio": 1.1844660194174756, "no_speech_prob": 0.0, "words": [{"start": 1414.07, "end": 1414.51, "word": "بنشوف", "probability": 0.73797607421875}, {"start": 1414.51, "end": 1415.11, "word": " مثال", "probability": 0.88525390625}, {"start": 1415.11, "end": 1418.41, "word": " and", "probability": 0.060821533203125}, {"start": 1418.41, "end": 1433.05, "word": " quick", "probability": 0.51904296875}, {"start": 1433.05, "end": 1433.43, "word": " return", "probability": 0.4697265625}, {"start": 1433.43, "end": 1434.23, "word": " mechanism", "probability": 0.73974609375}, {"start": 1434.23, "end": 1438.95, "word": " the", "probability": 0.221435546875}, {"start": 1438.95, "end": 1439.35, 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ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر بساوة تلاتين ملي ميتر", "tokens": [3555, 3794, 995, 2407, 3660, 6055, 1211, 9307, 9957, 3714, 20292, 3714, 36081, 2288, 4724, 3794, 995, 2407, 3660, 6055, 1211, 9307, 9957, 3714, 20292, 3714, 36081, 2288, 4724, 3794, 995, 2407, 3660, 6055, 1211, 9307, 9957, 3714, 20292, 3714, 36081, 2288, 4724, 3794, 995, 2407, 3660, 6055, 1211, 9307, 9957, 3714, 20292, 3714, 36081, 2288, 4724, 3794, 995, 2407, 3660, 6055, 1211, 9307, 9957, 3714, 20292, 3714, 36081, 2288, 4724, 3794, 995, 2407, 3660, 6055, 1211, 9307, 9957, 3714, 20292, 3714, 36081, 2288, 4724, 3794, 995, 2407, 3660, 6055, 1211, 9307, 9957, 3714, 20292, 3714, 36081, 2288, 4724, 3794, 995, 2407, 3660, 6055, 1211, 9307, 9957, 3714, 20292, 3714, 36081, 2288, 4724, 3794, 995, 2407, 3660, 6055, 1211, 9307, 9957, 3714, 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عتنين صح اللي 133 عتنين 66 point 6R", "tokens": [13868, 17, 34, 23758, 12174, 38251, 6024, 110, 995, 2407, 10632, 16070, 11622, 995, 2407, 10632, 8717, 9381, 6024, 110, 995, 2407, 10632, 5551, 4117, 2655, 2288, 6055, 9566, 1211, 3615, 13672, 1829, 5551, 46538, 6225, 2655, 1863, 9957, 20328, 5016, 13672, 1829, 3705, 18, 6225, 2655, 1863, 9957, 21126, 935, 1386, 49], "avg_logprob": -0.4186921406675268, "compression_ratio": 1.3928571428571428, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1691.6, "end": 1692.8, "word": "AB2C", "probability": 0.6763509114583334}, {"start": 1692.8, "end": 1694.0, "word": " هذا", "probability": 0.3798828125}, {"start": 1694.0, "end": 1694.34, "word": " قسم", "probability": 0.7274169921875}, {"start": 1694.34, "end": 1694.88, "word": " الزاوية", "probability": 0.921875}, {"start": 1694.88, "end": 1696.56, "word": " والزاوية", "probability": 0.7775146484375}, {"start": 1696.56, "end": 1697.04, "word": " نص", "probability": 0.7069091796875}, 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{"start": 2149.62, "end": 2150.0, "word": " slider", "probability": 0.951171875}, {"start": 2150.0, "end": 2150.52, "word": " إيش؟", "probability": 0.9625244140625}, {"start": 2150.52, "end": 2150.98, "word": " واحد", "probability": 0.975830078125}, {"start": 2150.98, "end": 2152.72, "word": " واضحة؟", "probability": 0.8828125}, {"start": 2152.72, "end": 2154.12, "word": " طيب", "probability": 0.9729817708333334}], "temperature": 1.0}, {"id": 72, "seek": 218371, "start": 2160.37, "end": 2183.71, "text": "طبعا هذه الـ two extreme positions one extreme position لما تكون لدراع هذا عمودة لدراع هذا هي one position من الجهة الشمال و من الجهة اليمين برضه يكون عمودة يعني في عندك two positions فعندك position أقصى الشمال و position أقصى اليمين", "tokens": [9566, 3555, 3615, 995, 29538, 2423, 39184, 732, 8084, 8432, 472, 8084, 2535, 5296, 15042, 6055, 30544, 5296, 3215, 23557, 3615, 23758, 6225, 2304, 23328, 3660, 5296, 3215, 23557, 3615, 23758, 39896, 472, 2535, 9154, 25724, 3224, 3660, 25124, 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2162.49, "end": 2162.83, "word": " extreme", "probability": 0.9677734375}, {"start": 2162.83, "end": 2163.43, "word": " position", "probability": 0.96923828125}, {"start": 2163.43, "end": 2164.79, "word": " لما", "probability": 0.89892578125}, {"start": 2164.79, "end": 2165.25, "word": " تكون", "probability": 0.990234375}, {"start": 2165.25, "end": 2167.41, "word": " لدراع", "probability": 0.722137451171875}, {"start": 2167.41, "end": 2167.91, "word": " هذا", "probability": 0.8671875}, {"start": 2167.91, "end": 2169.27, "word": " عمودة", "probability": 0.876953125}, {"start": 2169.27, "end": 2169.63, "word": " لدراع", "probability": 0.9498291015625}, {"start": 2169.63, "end": 2169.83, "word": " هذا", "probability": 0.955078125}, {"start": 2169.83, "end": 2170.03, "word": " هي", "probability": 0.3994140625}, {"start": 2170.03, "end": 2170.25, "word": " one", "probability": 0.90625}, {"start": 2170.25, "end": 2170.71, "word": " position", "probability": 0.978515625}, {"start": 2170.71, "end": 2171.11, "word": " من", "probability": 0.9833984375}, {"start": 2171.11, "end": 2171.35, "word": " الجهة", "probability": 0.9444986979166666}, {"start": 2171.35, "end": 2171.87, "word": " الشمال", "probability": 0.9591471354166666}, {"start": 2171.87, "end": 2173.63, "word": " و", "probability": 0.98095703125}, {"start": 2173.63, "end": 2173.75, "word": " من", "probability": 0.7783203125}, {"start": 2173.75, "end": 2174.07, "word": " الجهة", "probability": 0.9044596354166666}, {"start": 2174.07, "end": 2174.59, "word": " اليمين", "probability": 0.85498046875}, {"start": 2174.59, "end": 2175.73, "word": " برضه", "probability": 0.9777018229166666}, {"start": 2175.73, "end": 2175.97, "word": " يكون", "probability": 0.95166015625}, {"start": 2175.97, "end": 2176.45, "word": " عمودة", "probability": 0.9600830078125}, {"start": 2176.45, "end": 2176.73, "word": " يعني", "probability": 0.9150390625}, {"start": 2176.73, "end": 2176.85, "word": " في", "probability": 0.7685546875}, {"start": 2176.85, "end": 2177.17, "word": " عندك", "probability": 0.97607421875}, {"start": 2177.17, "end": 2177.33, "word": " two", "probability": 0.9384765625}, {"start": 2177.33, "end": 2177.83, "word": " positions", "probability": 0.8818359375}, {"start": 2177.83, "end": 2178.69, "word": " فعندك", "probability": 0.7978515625}, {"start": 2178.69, "end": 2179.39, "word": " position", "probability": 0.96826171875}, {"start": 2179.39, "end": 2180.73, "word": " أقصى", "probability": 0.947509765625}, {"start": 2180.73, "end": 2181.37, "word": " الشمال", "probability": 0.95556640625}, {"start": 2181.37, "end": 2181.71, "word": " و", "probability": 0.53759765625}, {"start": 2181.71, "end": 2181.99, "word": " position", "probability": 0.8369140625}, {"start": 2181.99, "end": 2182.65, "word": " أقصى", "probability": 0.9852294921875}, {"start": 2182.65, "end": 2183.71, "word": " اليمين", "probability": 0.8787434895833334}], "temperature": 1.0}, {"id": 73, "seek": 222294, "start": 2197.43, "end": 2222.95, "text": "يعني بيعيد نفس الكلام هو بيورجينا ال two extreme positions ال a بيلف فالدراع بيروح اصليت يمين اشمال معناه تحكيون عن دي ايه؟", "tokens": [40228, 22653, 4724, 1829, 3615, 25708, 8717, 36178, 2423, 28820, 10943, 31439, 4724, 1829, 13063, 7435, 1829, 8315, 2423, 732, 8084, 8432, 2423, 257, 4724, 1829, 46538, 6156, 6027, 3215, 23557, 3615, 4724, 13546, 2407, 5016, 1975, 9381, 20292, 2655, 7251, 2304, 9957, 1975, 8592, 2304, 6027, 20449, 8315, 3224, 6055, 5016, 4117, 1829, 11536, 18871, 11778, 1829, 1975, 1829, 3224, 22807], "avg_logprob": -0.2688492139180501, "compression_ratio": 1.3691275167785235, "no_speech_prob": 0.0, "words": [{"start": 2197.43, "end": 2197.73, "word": "يعني", "probability": 0.9248046875}, {"start": 2197.73, "end": 2198.07, "word": " بيعيد", "probability": 0.6761474609375}, {"start": 2198.07, "end": 2198.35, "word": " نفس", "probability": 0.997314453125}, {"start": 2198.35, "end": 2198.93, "word": " الكلام", "probability": 0.958984375}, {"start": 2198.93, "end": 2210.87, "word": " هو", "probability": 0.8037109375}, {"start": 2210.87, "end": 2211.43, "word": " بيورجينا", "probability": 0.811767578125}, {"start": 2211.43, "end": 2211.65, "word": " ال", "probability": 0.86328125}, {"start": 2211.65, "end": 2211.73, "word": " two", "probability": 0.7666015625}, {"start": 2211.73, "end": 2212.09, "word": " extreme", "probability": 0.900390625}, {"start": 2212.09, "end": 2212.73, "word": " positions", "probability": 0.912109375}, {"start": 2212.73, "end": 2213.73, "word": " ال", "probability": 0.865234375}, {"start": 2213.73, "end": 2214.05, "word": " a", "probability": 0.39501953125}, {"start": 2214.05, "end": 2214.73, "word": " بيلف", "probability": 0.6717936197916666}, {"start": 2214.73, "end": 2217.61, "word": " فالدراع", "probability": 0.88828125}, {"start": 2217.61, "end": 2218.55, "word": " بيروح", "probability": 0.929931640625}, {"start": 2218.55, "end": 2219.99, "word": " اصليت", "probability": 0.61407470703125}, {"start": 2219.99, "end": 2220.33, "word": " يمين", "probability": 0.9318033854166666}, {"start": 2220.33, "end": 2220.79, "word": " اشمال", "probability": 0.82965087890625}, {"start": 2220.79, "end": 2221.87, "word": " معناه", "probability": 0.6206868489583334}, {"start": 2221.87, "end": 2222.27, "word": " تحكيون", "probability": 0.745361328125}, {"start": 2222.27, "end": 2222.43, "word": " عن", "probability": 0.923828125}, {"start": 2222.43, "end": 2222.57, "word": " دي", "probability": 0.672607421875}, {"start": 2222.57, "end": 2222.95, "word": " ايه؟", "probability": 0.8297119140625}], "temperature": 1.0}, {"id": 74, "seek": 225355, "start": 2224.53, "end": 2253.55, "text": "الـ cutting angle هي هذه هو اللي سوى راح ضاف link هنا بدي استفيد من الحركة ضاف link و حط tool هنا حط tool ممكن ال tool هذا يكون cutting tool زي في الشغل المجشطة مثلا فاندي هنا cutting tool", "tokens": [6027, 39184, 6492, 5802, 39896, 29538, 31439, 13672, 1829, 8608, 2407, 7578, 12602, 39319, 48812, 31845, 2113, 34105, 4724, 16254, 44713, 5172, 25708, 9154, 21542, 31747, 3660, 48812, 31845, 2113, 4032, 11331, 9566, 2290, 34105, 11331, 9566, 2290, 3714, 43020, 2423, 2290, 23758, 7251, 30544, 6492, 2290, 30767, 1829, 8978, 25124, 17082, 1211, 9673, 7435, 8592, 9566, 3660, 50113, 15040, 6156, 7649, 16254, 34105, 6492, 2290], "avg_logprob": -0.2103544825048589, "compression_ratio": 1.6745562130177514, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2224.53, "end": 2225.01, "word": "الـ", "probability": 0.759033203125}, {"start": 2225.01, "end": 2225.49, "word": " cutting", "probability": 0.58154296875}, {"start": 2225.49, "end": 2226.75, "word": " angle", "probability": 0.87890625}, {"start": 2226.75, "end": 2227.03, "word": " هي", "probability": 0.8154296875}, {"start": 2227.03, "end": 2227.53, "word": " هذه", "probability": 0.73779296875}, {"start": 2227.53, "end": 2236.91, "word": " هو", "probability": 0.71533203125}, {"start": 2236.91, "end": 2237.09, "word": " اللي", "probability": 0.913818359375}, {"start": 2237.09, "end": 2237.51, "word": " سوى", "probability": 0.591064453125}, {"start": 2237.51, "end": 2239.19, "word": " راح", "probability": 0.938720703125}, {"start": 2239.19, "end": 2239.53, "word": " ضاف", "probability": 0.9365234375}, {"start": 2239.53, "end": 2239.85, "word": " link", "probability": 0.77587890625}, {"start": 2239.85, "end": 2240.25, "word": " هنا", "probability": 0.82861328125}, {"start": 2240.25, "end": 2240.67, "word": " بدي", "probability": 0.54486083984375}, {"start": 2240.67, "end": 2241.05, "word": " استفيد", "probability": 0.8400065104166666}, {"start": 2241.05, "end": 2241.19, "word": " من", "probability": 0.99365234375}, {"start": 2241.19, "end": 2241.71, "word": " الحركة", "probability": 0.9833984375}, {"start": 2241.71, "end": 2242.69, "word": " ضاف", "probability": 0.9345703125}, {"start": 2242.69, "end": 2243.09, "word": " link", "probability": 0.95458984375}, {"start": 2243.09, "end": 2244.21, "word": " و", "probability": 0.97998046875}, {"start": 2244.21, "end": 2244.57, "word": " حط", "probability": 0.773193359375}, {"start": 2244.57, "end": 2244.81, "word": " tool", "probability": 0.94482421875}, {"start": 2244.81, "end": 2245.17, "word": " هنا", "probability": 0.87646484375}, {"start": 2245.17, "end": 2246.15, "word": " حط", "probability": 0.846435546875}, {"start": 2246.15, "end": 2247.31, "word": " tool", "probability": 0.9326171875}, {"start": 2247.31, "end": 2248.51, "word": " ممكن", "probability": 0.96044921875}, {"start": 2248.51, "end": 2248.65, "word": " ال", "probability": 0.73876953125}, {"start": 2248.65, "end": 2248.75, "word": " tool", "probability": 0.8837890625}, {"start": 2248.75, "end": 2248.93, "word": " هذا", "probability": 0.607421875}, {"start": 2248.93, "end": 2249.15, "word": " يكون", "probability": 0.97802734375}, {"start": 2249.15, "end": 2249.47, "word": " cutting", "probability": 0.68603515625}, {"start": 2249.47, "end": 2249.77, "word": " tool", "probability": 0.9697265625}, {"start": 2249.77, "end": 2249.97, "word": " زي", "probability": 0.93896484375}, {"start": 2249.97, "end": 2250.11, "word": " في", "probability": 0.927734375}, {"start": 2250.11, "end": 2250.47, "word": " الشغل", "probability": 0.890625}, {"start": 2250.47, "end": 2251.07, "word": " المجشطة", "probability": 0.923046875}, {"start": 2251.07, "end": 2251.49, "word": " مثلا", "probability": 0.9326171875}, {"start": 2251.49, "end": 2252.81, "word": " فاندي", "probability": 0.6634114583333334}, {"start": 2252.81, "end": 2252.93, "word": " هنا", "probability": 0.301025390625}, {"start": 2252.93, "end": 2253.17, "word": " cutting", "probability": 0.923828125}, {"start": 2253.17, "end": 2253.55, "word": " tool", "probability": 0.96923828125}], "temperature": 1.0}, {"id": 75, "seek": 227103, "start": 2254.41, "end": 2271.03, "text": "يعني هيروح هنا forward stroke و برجع بسرعة return stroke فيله forward return forward return ال tool بتحرك أفقي", "tokens": [40228, 22653, 8032, 13546, 2407, 5016, 34105, 2128, 12403, 4032, 4724, 47341, 3615, 4724, 3794, 2288, 27884, 2736, 12403, 6156, 26895, 3224, 2128, 2736, 2128, 2736, 2423, 2290, 39894, 5016, 31747, 5551, 5172, 38436], "avg_logprob": -0.2926339217594692, "compression_ratio": 1.3008849557522124, "no_speech_prob": 0.0, "words": [{"start": 2254.41, "end": 2254.67, "word": "يعني", "probability": 0.775390625}, {"start": 2254.67, "end": 2255.09, "word": " هيروح", "probability": 0.8179931640625}, {"start": 2255.09, "end": 2255.35, "word": " هنا", "probability": 0.5712890625}, {"start": 2255.35, "end": 2256.19, "word": " forward", "probability": 0.70068359375}, {"start": 2256.19, "end": 2256.85, "word": " stroke", "probability": 0.9638671875}, {"start": 2256.85, "end": 2258.81, "word": " و", "probability": 0.76806640625}, {"start": 2258.81, "end": 2259.17, "word": " برجع", "probability": 0.859375}, {"start": 2259.17, "end": 2259.65, "word": " بسرعة", "probability": 0.9793701171875}, {"start": 2259.65, "end": 2260.27, "word": " return", "probability": 0.3427734375}, {"start": 2260.27, "end": 2260.71, "word": " stroke", "probability": 0.95458984375}, {"start": 2260.71, "end": 2260.99, "word": " فيله", "probability": 0.56201171875}, {"start": 2260.99, "end": 2261.39, "word": " forward", "probability": 0.87451171875}, {"start": 2261.39, "end": 2262.27, "word": " return", "probability": 0.411376953125}, {"start": 2262.27, "end": 2262.67, "word": " forward", "probability": 0.488037109375}, {"start": 2262.67, "end": 2263.49, "word": " return", "probability": 0.93505859375}, {"start": 2263.49, "end": 2269.91, "word": " ال", "probability": 0.587890625}, {"start": 2269.91, "end": 2270.07, "word": " tool", "probability": 0.40673828125}, {"start": 2270.07, "end": 2270.61, "word": " بتحرك", "probability": 0.923828125}, {"start": 2270.61, "end": 2271.03, "word": " أفقي", "probability": 0.8798828125}], "temperature": 1.0}, {"id": 76, "seek": 230902, "start": 2284.7, "end": 2309.02, "text": "لاحظ برجع بسرعة الزاوية الزاوية هذه زاوية ال cutting أكبر و ال time بتاعة الزاوية هذه", "tokens": [15040, 5016, 19913, 4724, 47341, 3615, 4724, 3794, 2288, 27884, 6024, 110, 995, 2407, 10632, 6024, 110, 995, 2407, 10632, 29538, 30767, 995, 2407, 10632, 2423, 6492, 5551, 4117, 26890, 4032, 2423, 565, 39894, 995, 27884, 6024, 110, 995, 2407, 10632, 29538], "avg_logprob": -0.23110465740048608, "compression_ratio": 1.5483870967741935, "no_speech_prob": 0.0, "words": [{"start": 2284.7, "end": 2285.06, "word": "لاحظ", "probability": 0.7406819661458334}, {"start": 2285.06, "end": 2285.32, "word": " برجع", "probability": 0.88818359375}, {"start": 2285.32, "end": 2286.0, "word": " بسرعة", "probability": 0.981201171875}, {"start": 2286.0, "end": 2299.26, "word": " الزاوية", "probability": 0.80179443359375}, {"start": 2299.26, "end": 2300.9, "word": " الزاوية", "probability": 0.83330078125}, {"start": 2300.9, "end": 2301.34, "word": " هذه", "probability": 0.66259765625}, {"start": 2301.34, "end": 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b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PVcAXar12qY.srt new file mode 100644 index 0000000000000000000000000000000000000000..6892594a73034942a3f9ab19ca6ddfe847adfaef --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PVcAXar12qY.srt @@ -0,0 +1,1938 @@ +1 +00:00:05,430 --> 00:00:08,610 +السلام عليكم ورحمة الله وبركاته اليوم هنستعرض + +2 +00:00:08,610 --> 00:00:12,670 +محاضرات من مادة نظرية الآلات المحاضرة اللي فاتت + +3 +00:00:12,670 --> 00:00:17,010 +حكينا علي ال simple mechanisms هنراجع مراجعة سريعة + +4 +00:00:17,010 --> 00:00:21,510 +المحاضرة اللي فاتت عرفنا ال kinematic element أو + +5 +00:00:21,510 --> 00:00:27,170 +ال kinematic link هي كل جزء في الـ machine اللي بتتحرك + +6 +00:00:27,170 --> 00:00:31,620 +بالنسبة لأجزاء الأخرى المكونة للـ machine ال + +7 +00:00:31,620 --> 00:00:36,880 +resistant body هو الجسم القادر على نقل الـ forces + +8 +00:00:36,880 --> 00:00:40,680 +بدون ما يصير فيه deformation هذا الـ resistant body ال + +9 +00:00:40,680 --> 00:00:44,920 +link لها two characteristics it has لازم يكون لها + +10 +00:00:44,920 --> 00:00:48,860 +relative motion between other links ولازم تكون + +11 +00:00:48,860 --> 00:00:53,820 +resistant body الـ linkات بتتجهز لثلاثة أنواع rigid + +12 +00:00:53,820 --> 00:01:01,360 +link, flexible link و fluid linkالـ structure عبارة + +13 +00:01:01,360 --> 00:01:05,140 +عن تجميع من الـ resistant bodies اللي فيش بينها + +14 +00:01:05,140 --> 00:01:09,960 +حركة نسبية والهدف منها أنها تشيل أحمال مش تنقل + +15 +00:01:09,960 --> 00:01:13,760 +حركة عملنا + +16 +00:01:13,760 --> 00:01:20,380 +مقارنة بين الـ machine و الـ structure عرفنا + +17 +00:01:20,380 --> 00:01:22,920 +ال kinematic pair الـ kinematic pair هو عبارة عن two + +18 +00:01:22,920 --> 00:01:28,600 +links قريبة في الـ machine in contact with each other + +19 +00:01:28,600 --> 00:01:34,800 +في بينهم فيه تلامس بينهم الـ relative motion between + +20 +00:01:34,800 --> 00:01:41,060 +the links ممكن تكون completely constrained أو + +21 +00:01:41,060 --> 00:01:47,760 +successfully constrained حكينا نوع الحركة المقيدة + +22 +00:01:47,760 --> 00:01:50,400 +بتتجهز على ثلاثة أنواع Completely Constrained Motion, + +23 +00:01:51,180 --> 00:01:53,260 +Incompletely Constrained Motion و Successfully + +24 +00:01:53,260 --> 00:01:55,780 +Constrained Motion الـ Completely Constrained + +25 +00:01:55,780 --> 00:02:00,220 +Motion one link تتحرك بالنسبة للـ link التاني + +26 +00:02:00,220 --> 00:02:05,600 +باتجاه واحد بغض النظر عن اتجاه القوة المؤثرة ال + +27 +00:02:05,600 --> 00:02:11,460 +incomplete constraint motion ممكن يكون الـ one link + +28 +00:02:11,460 --> 00:02:18,140 +لها حركة في اتجاهين بالنسبة للـ other link ال + +29 +00:02:18,140 --> 00:02:23,520 +successfully constraint motion أنا بحكم + +30 +00:02:23,520 --> 00:02:27,580 +الحركة one link بالنسبة للـ other links باتجاه معين + +31 +00:02:27,580 --> 00:02:33,420 +من خلال مؤثر خارجي زي زنبرك أو زي load أو gravity + +32 +00:02:37,270 --> 00:02:41,790 +الموتور كمان مظبوط؟ لأ الموتور هو بيعطيك اتجاه + +33 +00:02:41,790 --> 00:02:46,670 +الحركة ممكن أنا أحط bearing مثلاً أو يتحرك لجهة + +34 +00:02:46,670 --> 00:02:50,930 +معينة إذا في مثلاً axle load أحط thrust bearing + +35 +00:02:50,930 --> 00:02:56,910 +بتشيل radial load و thrust load فإذا في thrust + +36 +00:02:56,910 --> 00:03:02,400 +load هتحدد الحركة فممكن أحد طرق التقييد طيب ال + +37 +00:03:02,400 --> 00:03:04,960 +classification of kinematic pairs ممكن أصنف + +38 +00:03:04,960 --> 00:03:11,500 +بالنسبة يعني طبقاً لنوع الحركة بين الـ elements اللي + +39 +00:03:11,500 --> 00:03:18,680 +بتكون الـ pair أو طبقاً لنوع الـ contact أو طبقاً لنوع + +40 +00:03:18,680 --> 00:03:23,480 +ال closure طبقاً لنوع الـ relative motion في عندك + +41 +00:03:23,480 --> 00:03:27,100 +sliding pair عندك one element slides with respect + +42 +00:03:27,100 --> 00:03:31,500 +to the other element عند الـ tearing pair one + +43 +00:03:31,500 --> 00:03:38,430 +element أو one link rotate بالنسبة للـ other link ال + +44 +00:03:38,430 --> 00:03:41,510 +rolling pair و one pair rolls with respect to the + +45 +00:03:41,510 --> 00:03:45,950 +other element الـ screw pair يعني زي كأنه حركة بين + +46 +00:03:45,950 --> 00:03:49,450 +...يعني عندك بيكون screw motion while rotating في + +47 +00:03:49,450 --> 00:03:53,010 +advancement يعني في تقدم لل ...يعني زي البرغي + +48 +00:03:53,010 --> 00:03:57,550 +والصمولة في عندك spherical pair and في sliding + +49 +00:03:57,550 --> 00:04:00,350 +along a spherical surface of one element with + +50 +00:04:00,350 --> 00:04:04,500 +respect to other element عندي طبعاً هذا التصنيف + +51 +00:04:04,500 --> 00:04:09,140 +الأول حكيناه تصنيف طبقاً بنوع الـ relative motion + +52 +00:04:09,140 --> 00:04:13,160 +between the elements following the pair اللي هو + +53 +00:04:13,160 --> 00:04:21,080 +عندي sliding pair rotating pair وعندي roll وعندي + +54 +00:04:21,080 --> 00:04:25,460 +screw وعندي spherical الآن نوع الـ contact ممكن + +55 +00:04:25,460 --> 00:04:29,160 +يكون surface contact في الحالة بيسميه lower pair + +56 +00:04:29,160 --> 00:04:32,600 +ممكن يكون line أو point contact بيسميه higher pair + +57 +00:04:35,750 --> 00:04:41,460 +self-closed pair يعني الآن بيكون الـ two elements + +58 +00:04:41,460 --> 00:04:45,840 +of the pair ممسكين بطريقة معينة بحيث إذا في بينهم + +59 +00:04:45,840 --> 00:04:48,140 +pin دائماً تكون مسكاهم يعني one element rotate + +60 +00:04:48,140 --> 00:04:50,700 +always with respect to the other element الـ pins + +61 +00:04:50,700 --> 00:04:56,020 +بتعمل self .. self closed pair ممكن تكون forced + +62 +00:04:56,020 --> 00:05:00,540 +closed pair زي المثال cam و follower الـ cam إذا + +63 +00:05:00,540 --> 00:05:03,200 +ما كانش في زنبرك دائماً ضغط الـ ... الـ follower إذا + +64 +00:05:03,200 --> 00:05:06,960 +ما كانش في زنبرك دائماً ضغطه على الـ cam ممكن نفقد + +65 +00:05:06,960 --> 00:05:12,320 +التلامس بين الـ ... بين الـ ... الـ follower و الـ cam و + +66 +00:05:12,320 --> 00:05:14,820 +بالتالي مش هتقدر الحركة المطلوبة أروح بعضيّه + +67 +00:05:14,820 --> 00:05:18,160 +في زنبرك أنا عشان أضلّه ضاغط وأضلّه في حالة + +68 +00:05:18,160 --> 00:05:22,640 +التلامس ال + +69 +00:05:22,640 --> 00:05:25,080 +kinematic chain هي عبارة عن مجموعة من الـ kinematic + +70 +00:05:25,080 --> 00:05:28,580 +pairs kinematic chain عبارة عن مجموعة من ال + +71 +00:05:28,580 --> 00:05:33,060 +kinematic pairs يعني مثلاً احنا احنا نحكي إن ال + +72 +00:05:33,060 --> 00:05:38,620 +slider crank ميكانيزم في عنده هي مجموعة .. في عندي + +73 +00:05:38,620 --> 00:05:44,160 +طبعاً kinematic pair بين ... بين الـ crank و الـ ... و + +74 +00:05:44,160 --> 00:05:47,500 +الـ fixed link اللي هو الـ body بتاع الـ machine و في + +75 +00:05:47,500 --> 00:05:50,900 +عندي pair بين الـ link و الـ connecting rod و في + +76 +00:05:50,900 --> 00:05:53,700 +عندي pair بين الـ connecting rod و الـ ... و ال + +77 +00:05:53,700 --> 00:05:57,200 +slider و في pair بين الـ connecting rod و ال + +78 +00:05:57,200 --> 00:06:00,780 +cylinder مجموعة الأربع pairs هدول بيقولوا لي + +79 +00:06:00,780 --> 00:06:01,580 +kinematic chain + +80 +00:06:05,090 --> 00:06:07,930 +لأن في علاقة بين الـ number of links و الـ number of + +81 +00:06:07,930 --> 00:06:12,470 +pairs في علاقة هذه الـ بساوي 2P - 4 + +82 +00:06:12,470 --> 00:06:16,830 +طبعاً هين بفترض إن كل الـ pairs عبارة عن lower + +83 +00:06:16,830 --> 00:06:21,490 +pairs يعني الـ contact is surface contact في علاقة + +84 +00:06:21,490 --> 00:06:23,750 +بين الـ number of joints و الـ number of links ال + +85 +00:06:23,750 --> 00:06:26,670 +number of joints بساوي 1.5L - 2 + +86 +00:06:26,670 --> 00:06:29,790 +طبعاً + +87 +00:06:29,790 --> 00:06:36,100 +كل higher pair تكافئ two lower pairs + 1 كل + +88 +00:06:36,100 --> 00:06:41,680 +higher pair تكافئ two lower pairs + a link + +89 +00:06:41,680 --> 00:06:46,840 +حلّيني مجموعة من الـ exam على الـ kinematic chain + +90 +00:06:50,150 --> 00:06:52,910 +حكينا في أنواع الـ joints في عندي binary joint + +91 +00:06:52,910 --> 00:06:56,170 +بيكون عندي two links in contact with each other + +92 +00:06:56,170 --> 00:07:01,510 +فعندي joint ثلاثية بيكون ثلاثة links in contact + +93 +00:07:01,510 --> 00:07:07,090 +with each other فعندي quaternary joints رباعية اللي + +94 +00:07:07,090 --> 00:07:11,890 +وصلنا لحد هنا حكينا الـ mechanism هي عبارة عن + +95 +00:07:11,890 --> 00:07:17,010 +kinematic chain واحدة من اللي بنكتب تكون إيش ثابتة + +96 +00:07:17,820 --> 00:07:22,200 +واحد من الـ links تكون ثابتة يعني عند الـ slider + +97 +00:07:22,200 --> 00:07:30,360 +crank هاي الـ crank هذا + +98 +00:07:30,360 --> 00:07:37,960 +الـ connecting rod الأرض + +99 +00:07:37,960 --> 00:07:44,440 +أو الـ body بتاع الـ machine ثابت it is one link هذه + +100 +00:07:44,440 --> 00:07:51,540 +اثنين link ثلاثة هذه واحدة طبعاً وهذه أربعة عند أربعة + +101 +00:07:51,540 --> 00:07:55,180 +وصلات واحدة منهم مقفلة في الحلقة بيسميها إيش؟ + +102 +00:07:55,180 --> 00:08:02,140 +ميكانيزم ... ميكانيزم simple + +103 +00:08:02,140 --> 00:08:05,800 +ميكانيزم يكون عدد لينكاته أربعة compound + +104 +00:08:05,800 --> 00:08:11,800 +ميكانيزم يكون عدده أكثر من أربعة links الآن ال + +105 +00:08:11,800 --> 00:08:14,540 +mechanism بيساويها machine لبن سيرينز ال + +106 +00:08:14,540 --> 00:08:18,400 +transmission not only motion, but motion and power + +107 +00:08:18,400 --> 00:08:22,620 +يعني الـ dial indicator لو قياس الحرارة أو الضغط + +108 +00:08:22,620 --> 00:08:24,400 +والسرعة أو الـ speedometer في السيارات بيسميه + +109 +00:08:24,400 --> 00:08:31,420 +mechanism هو الهدف إن هو بيعمل motion بس مش هدف + +110 +00:08:31,420 --> 00:08:35,020 +إن ينقل power بيسميه mechanism لكن في حالة الـ engine + +111 +00:08:35,020 --> 00:08:41,920 +هنا أنا بـ convert reciprocating linear motion ل + +112 +00:08:41,920 --> 00:08:47,120 +rotary motion فأنا فعلاً في الهدف نقل حركة ونقل ال + +113 +00:08:47,120 --> 00:08:50,560 +power اللي صارت عند الاحتراق هنا عشان تـ rotate ال + +114 +00:08:50,560 --> 00:08:56,680 +shaft هذه بيصير إيه؟ machine الآن + +115 +00:08:56,680 --> 00:09:04,400 +ال degrees of freedom لأي نظام في الدنيا سواء كان + +116 +00:09:04,400 --> 00:09:09,560 +ميكانيزم أو أي نظام مهندس في الدنيا degrees of + +117 +00:09:09,560 --> 00:09:16,380 +freedom هو عدد الـ input parameters اللي ممكن أتحكم + +118 +00:09:16,380 --> 00:09:22,880 +فيها بشكل مستقل بحيث أتحكم في process معين يعني + +119 +00:09:32,900 --> 00:09:38,500 +مثلاً عشان أعمل mixing عندي + +120 +00:09:38,500 --> 00:09:46,060 +مثلاً هنا عندي liquid وحطيت عليه مادة بودرة و + +121 +00:09:46,060 --> 00:09:54,540 +عندي مروحة ممكن + +122 +00:09:54,540 --> 00:09:59,700 +نجاح عملية الـ mixing يعتمد على الـ rotation speed + +123 +00:10:02,330 --> 00:10:06,450 +ممكن أعتمد على الـ design بتاع الـ mixer شكل ال + +124 +00:10:06,450 --> 00:10:11,410 +mixer ممكن أعتمد على إذا بدي أبدأ الـ mixing + +125 +00:10:11,410 --> 00:10:22,700 +أسخن المزيج صح أو مثلاً أعمل تفريغ أو أعمل mixing + +126 +00:10:22,700 --> 00:10:26,820 +بمعزل عن الهواء يعني في parameters كثيرة الـ number + +127 +00:10:26,820 --> 00:10:30,960 +of parameters اللي هو that can be independently + +128 +00:10:30,960 --> 00:10:34,220 +controlled to control some process هي number of + +129 +00:10:34,220 --> 00:10:36,740 +degrees of freedom number of degrees of freedom + +130 +00:10:36,740 --> 00:10:40,680 +الآن + +131 +00:10:40,680 --> 00:10:45,500 +عندي مبين four bar linkage بيسميه four bar linkage + +132 +00:10:45,500 --> 00:10:50,630 +لأنه في كم link عنده أربعة اللي هي الأرض عند ال + +133 +00:10:50,630 --> 00:10:53,490 +link اثنين ثلاثة أربعة هي عندي revolute joint + +134 +00:10:53,490 --> 00:10:56,930 +revolute joint revolute joint revolute joint أربعة + +135 +00:10:56,930 --> 00:11:00,570 +revolute joints الـ joints هذه lower pair ولا + +136 +00:11:00,570 --> 00:11:05,210 +higher pair كلها + +137 +00:11:05,210 --> 00:11:08,430 +lower pair لأن عشان الـ contact عنده surface + +138 +00:11:08,430 --> 00:11:15,830 +contact صح تلامسه وصل لسطح طيب هذه الـ self closed + +139 +00:11:15,830 --> 00:11:21,240 +ولا force closed self-closed وجود الـ pins حاكمه + +140 +00:11:21,240 --> 00:11:23,860 +الميكانيزم يتحرك بشكل معين ما فيش حاجة بتقطعه + +141 +00:11:23,860 --> 00:11:27,660 +ما فيش أي مؤثر خارجي هي محكومة بالـ ... بالـ ... بال + +142 +00:11:27,660 --> 00:11:31,760 +joints الموجودة طيب + +143 +00:11:31,760 --> 00:11:37,520 +to control عشان أخلي الميكانيزم هنا في position + +144 +00:11:37,520 --> 00:11:44,020 +معين كم variable بأحتاجه واحد اللي هي ممكن θ هذه + +145 +00:11:44,020 --> 00:11:50,060 +بس لو ركّبت موتور هنا أنا مستمر بالتحرك في تحريك + +146 +00:11:50,060 --> 00:11:53,780 +الميكانيزم لأي θ معناته degrees of freedom في + +147 +00:11:53,780 --> 00:11:59,280 +حالة هذه واحد معناته أنا محتاج متغير واحد عشان أ + +148 +00:11:59,280 --> 00:12:03,340 +control this machine بألعب في إيش في قيمة الزاوية + +149 +00:12:03,340 --> 00:12:07,620 +θ طيب + +150 +00:12:07,620 --> 00:12:14,520 +عندي five linkage mechanism عندي link واحد link + +151 +00:12:14,520 --> 00:12:22,250 +اثنين ثلاثة أربعة خمسة لو غيرت θ واحد لحاله بس + +152 +00:12:22,250 --> 00:12:26,670 +هاي + +153 +00:12:26,670 --> 00:12:35,210 +الـ θ واحد ممكن تصير عندي هاي link four هاي + +154 +00:12:35,210 --> 00:12:45,350 +link ثلاثة مثلاً وهي حالة مظبوطة ممكن أعمل حالة + +155 +00:12:45,350 --> 00:12:45,830 +ثانية أنا + +156 +00:12:48,980 --> 00:13:02,420 +وحالة ثانية بصير + +157 +00:13:02,420 --> 00:13:09,700 +ولا بصير إيش بصير معناته عشان أحط الـ mechanism في + +158 +00:13:09,700 --> 00:13:17,420 +one definite configuration فالواحد ما يكفيش محتاج + +159 +00:13:18,350 --> 00:13:22,790 +other variable يعني أنا بحكيله عشان تحط الميكانيزم + +160 +00:13:22,790 --> 00:13:26,790 +في one configuration بدي أتحكم في θ واحد وتثبت + +161 +00:13:26,790 --> 00:13:30,990 +تصميم two independent variables to get some + +162 +00:13:30,990 --> 00:13:34,970 +specific configuration للميكانيزم otherwise إذا + +163 +00:13:34,970 --> 00:13:37,330 +كان عندي one variable فهي عندي multiple + +164 +00:13:37,330 --> 00:13:43,070 +configurations يعني الميكانيزم حركتها هتكون غير + +165 +00:13:43,070 --> 00:13:46,730 +متوقعة وبالتالي محتاج two variables تثبت two + +166 +00:13:46,730 --> 00:13:47,850 +degrees of freedom بساوي + +167 +00:14:02,980 --> 00:14:06,900 +اثنين it's not kinematic chain صحيح لكنها + +168 +00:14:06,900 --> 00:14:11,980 +mechanism لكنها إيش؟ mechanism يعني عشان تكون + +169 +00:14:11,980 --> 00:14:14,520 +kinematic chain احنا حكينا عندي ... I can blink + +170 +00:14:14,520 --> 00:14:24,810 +عندي خمسة على كم joint؟ خمسة نحكي إن الـ L بساوي أو + +171 +00:14:24,810 --> 00:14:31,450 +الـ J بساوي 1.5L - 2 الـ J عندي خمسة + +172 +00:14:31,450 --> 00:14:40,230 +عندك 1.5 × 5 - 2 عندي 5.7 و + +173 +00:14:40,230 --> 00:14:45,430 +نصف - 2 5.5 it's not a kinematic chain + +174 +00:14:45,430 --> 00:14:51,010 +it's not a kinematic chain طبعاً + +175 +00:14:51,010 --> 00:14:54,390 +ليش + +176 +00:14:54,390 --> 00:14:58,510 +it's not a kinematic chain في اللحظة هذه لأن لو + +177 +00:14:58,510 --> 00:15:02,150 +غيرت واحدة منهم بتأخذ multi configuration لكن + +178 +00:15:02,150 --> 00:15:05,690 +ممكن أخليها kinematic chain أنا إذا حكمت بـ two + +179 +00:15:05,690 --> 00:15:11,870 +variables إذا حكمت بـ two variables يعني حطيت motor + +180 +00:15:11,870 --> 00:15:16,720 +هنا وهنا عشان تثبت θ واحد θ اثنين + +181 +00:15:16,720 --> 00:15:21,640 +عشان تثبت position معين بيصير + +182 +00:15:21,640 --> 00:15:25,800 +kind of a chain بس احنا شغالين على أساس إن كل شغلنا + +183 +00:15:25,800 --> 00:15:32,000 +one degree of freedom في المستقبل طيب الآن أي link + +184 +00:15:32,000 --> 00:15:37,500 +إذا عندي link هذه أعتبر هذه link وهي في الـ نحكي + +185 +00:15:37,500 --> 00:15:39,300 +2D في الـ 2D space + +186 +00:15:41,890 --> 00:15:47,770 +الـ link هذه ممكن تتحرك يعني تتحرك باتجاه الـ + +201 +00:17:12,700 --> 00:17:18,940 +rotation الـ link هذه لو مسكتها روحت وحطيت هنا + +202 +00:17:18,940 --> 00:17:27,640 +joint one rotation معناته لما حطيت joint هنا + +203 +00:17:27,640 --> 00:17:31,920 +قتلت two degrees of freedom يعني منعتها تتحرك بالـ + +204 +00:17:31,920 --> 00:17:40,000 +X ومنعتها تتحرك بالـ Y طيب لو حطيت joint بالشكل هذا + +205 +00:17:40,000 --> 00:17:46,200 +sliding joint أنا + +206 +00:17:46,200 --> 00:17:52,200 +سمحت له ايش يتحرك بالـ X ومنعته يتحرك بالـ Y ومنعته + +207 +00:17:52,200 --> 00:17:56,960 +الـ rotation أي إضافة إذا وصلت بـ joint ثانية إضافة + +208 +00:17:56,960 --> 00:18:02,680 +حطيت joint بالسيرة عملية قتل لـ two degrees of + +209 +00:18:02,680 --> 00:18:02,960 +freedom + +210 +00:18:07,580 --> 00:18:14,080 +قصار أيش؟ واحد نتيجة إضافة الـ joint معناته أنت إيه + +211 +00:18:14,080 --> 00:18:19,340 +خففت الـ degree of freedom two طلع عندي هنا أربع + +212 +00:18:19,340 --> 00:18:23,820 +links هاي الـ link عندي ثابتة link واحد link اتنين + +213 +00:18:23,820 --> 00:18:29,340 +تلاتة أربع فالاثنين ما حدش ممسوك في الثاني تتحرك زي ما + +214 +00:18:29,340 --> 00:18:37,440 +بده واحدة ثابتة ما تتحركش معناته zero اثنتين ممكن تتحرك + +215 +00:18:37,440 --> 00:18:41,640 +X Y و Rotation تلاتة ستة تسعة معناته أن الـ system + +216 +00:18:41,640 --> 00:18:47,080 +دي degrees of freedom تسعة روحت وحطيت joint بين + +217 +00:18:47,080 --> 00:18:54,360 +أربعة وواحد هذه صارت مسموحة أن ت rotate هاي واحد + +218 +00:18:54,360 --> 00:19:00,080 +وتلاتة ستة أربعة وتلاتة سبعة معناته degrees of + +219 +00:19:00,080 --> 00:19:05,260 +freedom سبعة وصلت رقم اتنين هنا وحطيت joint هذه + +220 +00:19:05,260 --> 00:19:12,540 +مسموها rotation واحد واحد وتلاتة وخمسة هذه حطيت + +221 +00:19:12,540 --> 00:19:18,320 +joint هنا وصارت واحد واحد وواحد وتلاتة degrees + +222 +00:19:18,320 --> 00:19:25,120 +of freedom روحت وحطيت joint هنا وصارت واحد + +223 +00:19:25,120 --> 00:19:27,740 +degree of freedom خسرت كمان أيش؟ كل joint بتخسرني + +224 +00:19:27,740 --> 00:19:31,540 +أيش؟ two degrees of freedom فصار عندي واحد + +225 +00:19:40,280 --> 00:19:46,440 +لأ في خلل في الرسم في خلل في الرسم في التوصيلة هذه + +226 +00:19:46,440 --> 00:19:52,580 +يعني عشانك الكتاب هذا اللي هو خرومة في كتير أخطاء + +227 +00:19:52,580 --> 00:19:56,540 +في الرسم هو أحسن يعني شوفته أحسن كتاب بس في أخطاء + +228 +00:19:56,540 --> 00:19:59,160 +كتير في الرسم في الـ .. يعني الـ graphical + +229 +00:19:59,160 --> 00:20:01,660 +representation في عنده مشكلة طيب + +230 +00:20:05,960 --> 00:20:11,860 +في الميكانيزم one of the lengths is to be fixed + +231 +00:20:11,860 --> 00:20:14,260 +واحد في الميكانيزم واحد من اللينكات لازم تكون أيش + +232 +00:20:14,260 --> 00:20:21,300 +ثابتة ما تتحركش معناته عدد اللينكات المتحركة هتكون + +233 +00:20:21,300 --> 00:20:26,280 +الناقص واحد اللي هو عدد اللينكات الكلية أنا ثبتت + +234 +00:20:26,280 --> 00:20:32,040 +واحد معناته عدد اللينكات المتحركة ناقص واحد عدد + +235 +00:20:32,040 --> 00:20:33,160 +الـ degrees of freedom + +236 +00:20:36,600 --> 00:20:40,280 +قبل ما أعمل connection لأي link في any other link + +237 +00:20:40,280 --> 00:20:46,400 +يعني هيكون عدد الـ links اللي الـ ناقص واحد في تلاتة + +238 +00:20:46,400 --> 00:20:53,800 +هيكون أيش تلاتة مثلًا حكيت الحالة الأولى هنا كان + +239 +00:20:53,800 --> 00:20:56,960 +عندي واحد اتنين تلاتة أربعة واحدة من الثابتة أربعة + +240 +00:20:56,960 --> 00:21:00,240 +ناقص واحد تلاتة في تلاتة يعني تسعة + +241 +00:21:05,540 --> 00:21:09,020 +الـ number of degrees of freedom of a mechanism + +242 +00:21:09,020 --> 00:21:14,820 +with L number of lengths موصولة بـ J number of + +243 +00:21:14,820 --> 00:21:20,940 +binary joints أو lower pairs and H number of + +244 +00:21:20,940 --> 00:21:24,160 +higher pairs هكون degrees of freedom N بيساوي + +245 +00:21:24,160 --> 00:21:30,300 +تلاتة في L ناقص واحد minus نين J minus H الـ L هي + +246 +00:21:30,300 --> 00:21:37,430 +number of lengths احنا حكينا before connecting any + +247 +00:21:37,430 --> 00:21:39,790 +link to any other link بيكون الـ degrees of freedom + +248 +00:21:39,790 --> 00:21:44,170 +هي تلاتة في النقص واحد الآن إذا في عندي lower pair + +249 +00:21:44,170 --> 00:21:48,830 +joint كل lower pair joint تقتل two degrees of + +250 +00:21:48,830 --> 00:21:54,910 +freedom يعني minus نين جيه هذا هتنطرح وكل higher + +251 +00:21:54,910 --> 00:22:00,310 +pair بتقتل one degree of freedom معناته الـ net + +252 +00:22:00,920 --> 00:22:03,600 +Degrees of freedom and بيساوي تلاتة في الـ نقص واحد + +253 +00:22:03,600 --> 00:22:07,360 +minus اتنين J minus H في البداية احنا كان عندي الـ + +254 +00:22:07,360 --> 00:22:13,540 +links الـ links روحنا ثبتنا واحد بيساوي عندي الـ + +255 +00:22:13,540 --> 00:22:17,420 +minus واحد links هدق قبل ما يساوي أيش كان عندي + +256 +00:22:17,420 --> 00:22:20,880 +degrees of freedom تلاتة في الـ نقص واحد إذا عندي + +257 +00:22:20,880 --> 00:22:25,500 +كل lower pair joint تقتل أيش؟ two degrees of + +258 +00:22:25,500 --> 00:22:28,280 +freedom كل higher pair تقتل one degree of freedom + +259 +00:22:28,280 --> 00:22:32,260 +مانعة النت تكون تلاتة في الـ minus واحد minus H + +260 +00:22:32,260 --> 00:22:36,660 +هذا يسمى quotes back criterion for mobility of a + +261 +00:22:36,660 --> 00:22:40,860 +mechanism having plan motion هذه طبعًا تنطق في حالة + +262 +00:22:40,860 --> 00:22:50,980 +الحركة في مستوى للميكانيزم في المستوى طيب طالع الـ + +263 +00:22:50,980 --> 00:22:59,740 +structure هذا أتمنين كان دي واحد اتنين تلاتة كم + +264 +00:22:59,740 --> 00:23:05,660 +lower pair عنده واحد اتنين تلاتة كم higher pair + +265 +00:23:05,660 --> 00:23:11,220 +زيرو زيرو ما هتكون الآن مثلًا تلاتة في الـ ناقص واحد + +266 +00:23:11,220 --> 00:23:16,880 +ناقص اتنين في تلاتة ناقص زيرو بتعطيني تلاتة اتنين + +267 +00:23:16,880 --> 00:23:20,980 +ستة ناقص ستة زيرو فش emotion فش أي degree of + +268 +00:23:20,980 --> 00:23:25,780 +freedom معناته أيش it is a structure طيب حالة هذه + +269 +00:23:25,780 --> 00:23:31,760 +أنت هالينك اتنين تلاتة أربعة خمسة ستة كم جوينت + +270 +00:23:31,760 --> 00:23:35,600 +اتنين أربعة لغة واحد اتنين تلاتة أربعة المعنى + +271 +00:23:35,600 --> 00:23:40,180 +هتكون أن بيساوي تلاتة في ستة ناقص واحد ناقص + +272 +00:23:40,180 --> 00:23:42,300 +اتنين أربعة + +273 +00:23:45,400 --> 00:23:51,120 +لأ اتنين في أربعة هذه آه آه آه في شغل مش تبينيها + +274 +00:23:51,120 --> 00:24:00,960 +هذه هذه هذه joint ثلاثية عندي جيه جيه + +275 +00:24:00,960 --> 00:24:10,480 +عندي هنا تلاتة تلاتة تلاتة تلاتة في اتنين ستة + +276 +00:24:10,480 --> 00:24:16,470 +joints صح؟ هو اتحول الثلاثية لثانية وبعدين أربعة + +277 +00:24:16,470 --> 00:24:19,770 +أو أربعة أربع أربع أربع أربع أربع أربع أربع أربع + +278 +00:24:19,770 --> 00:24:20,630 +أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع + +279 +00:24:20,630 --> 00:24:20,970 +أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع + +280 +00:24:20,970 --> 00:24:21,390 +أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع + +281 +00:24:21,390 --> 00:24:22,530 +أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع + +282 +00:24:22,530 --> 00:24:22,810 +أربع أربع أربع أربع أربع أربع أربع أربع أربع أربع + +283 +00:24:22,810 --> 00:24:24,980 +أربع أربع أربع أربع أربع أربع أربع أربع joint معناته + +284 +00:24:24,980 --> 00:24:28,480 +الآن حدث أيوي عادل الكاتس عندي ست تلاتة بست ناقص + +285 +00:24:28,480 --> 00:24:31,940 +واحد اللي هي تلاتة في خمسة وخمسة طبعًا ناقص تمام في + +286 +00:24:31,940 --> 00:24:34,980 +ثمانية minus واحد على الـ negative معناته في عندي + +287 +00:24:34,980 --> 00:24:40,180 +redundancy في تكرار في يعني الـ structure is over + +288 +00:24:40,180 --> 00:24:46,200 +defined أو ممسوك بالزيادة يعني لاحظ أنا كان كافي + +289 +00:24:46,200 --> 00:24:51,900 +عشان أمسكه كافي هادي صح؟ هذا ما له لازمة فطلعت عندي + +290 +00:24:51,900 --> 00:24:55,220 +بالـ negative عشانك بيصير عندي تكرار أو redundancy + +291 +00:24:55,220 --> 00:24:59,440 +يعني هاد مش مفيد يعني أنت تدفع فلوس على الفاضي + +292 +00:24:59,440 --> 00:25:03,300 +عندي + +293 +00:25:03,300 --> 00:25:10,660 +four bar linkage أربع لينكات أربع joints هتكون + +294 +00:25:14,060 --> 00:25:16,700 +هتكون عندي تلاتة في أربعة ناقص واحد + +295 +00:25:16,700 --> 00:25:19,540 +ناقص اتنين في أربعة واحد degrees of freedom كم + +296 +00:25:19,540 --> 00:25:26,200 +واحد عندي هذه خمس لينكات تلاتة في خمس ناقص واحد + +297 +00:25:26,200 --> 00:25:31,080 +ناقص اتنين عندي عندي binary of واحدة اتنين عندي + +298 +00:25:31,080 --> 00:25:34,460 +اتنين في اتنين أربعة ستة يعني يعني هتكون تلاتة في + +299 +00:25:34,460 --> 00:25:37,480 +خمس ناقص واحد ناقص اتنين في ستة زيرو ما فيش motion + +300 +00:25:37,480 --> 00:25:43,640 +هذه عندي خمس لينكات وخمسة أيش joints يعني تلاتة في + +301 +00:25:43,640 --> 00:25:48,000 +خمسة ناقص واحد ناقص عشرة بيطلع أيش two degrees of + +302 +00:25:48,000 --> 00:26:00,120 +freedom طيب + +303 +00:26:00,120 --> 00:26:07,420 +عندي الحالة هذه عندي عندي rotation هنا وعندي + +304 +00:26:07,420 --> 00:26:09,540 +rotation + +305 +00:26:11,530 --> 00:26:17,470 +عند هنا line contact مظبوط؟ معناته عدد اللينكات + +306 +00:26:17,470 --> 00:26:25,230 +واحدة اتنين تلاتة تلات لينكات عدد الـ lower pair + +307 +00:26:25,230 --> 00:26:32,230 +joints واحدة اتنين عدد الـ higher pair joints واحدة + +308 +00:26:32,230 --> 00:26:35,850 +عند line contact مضحك وين دي الألبس هو تلات تلات + +309 +00:26:35,850 --> 00:26:40,250 +ناقص واحد ناقص اتنين في اتنين ناقص واحد اللي هي + +310 +00:26:40,250 --> 00:26:45,490 +واحد يعني أنا بالزمن يعني لو لفيت هذه I control + +311 +00:26:45,490 --> 00:26:48,810 +the motion of this one to control the motion of + +312 +00:26:48,810 --> 00:26:53,790 +this rod I need only to rotate this link اللي هو + +313 +00:26:53,790 --> 00:26:54,850 +هي degrees of freedom + +314 +00:26:58,130 --> 00:27:01,250 +أيوة هاتي كم تتطبع هاتي تتطبع أيش كم فهو + +315 +00:27:01,250 --> 00:27:05,710 +follower هذا يتبع هذه معناته عشان ت control الـ + +316 +00:27:05,710 --> 00:27:08,930 +motion of the follower I need only rotate الـ camp + +317 +00:27:08,930 --> 00:27:12,130 +معناته أنا محتاج متغير واحد degrees of freedom + +318 +00:27:12,130 --> 00:27:24,830 +الحالة هتبساوي واحد عند + +319 +00:27:24,830 --> 00:27:29,840 +هاي ميكانزم عندهم طبعًا عندي rotation عندي هنا + +320 +00:27:29,840 --> 00:27:34,620 +rotation عندي هنا rotation وعندي هنا أيش rolling + +321 +00:27:34,620 --> 00:27:39,240 +عندي أيش rolling يعني rolling يعني هذا لازم يكون + +322 +00:27:39,240 --> 00:27:44,460 +يتف بشكل هذا عندي + +323 +00:27:44,460 --> 00:27:51,640 +كم link واحد اتنين تلاتة كم أربعة واحد اتنين + +324 +00:27:51,640 --> 00:27:58,210 +تلاتة والعجلة أربعة كم lower pair joint واحد اتنين + +325 +00:27:58,210 --> 00:28:03,130 +تلاتة كم higher per joint واحد واحد معناته هتكون + +326 +00:28:03,130 --> 00:28:06,270 +عندي الـ degrees of freedom تلاتة عندها تلاتة في + +327 +00:28:06,270 --> 00:28:09,670 +أربعة ناقص واحد ناقص اتنين في تلاتة lower joints + +328 +00:28:09,670 --> 00:28:13,830 +ناقص واحد two degrees of freedom معناته عشان الـ + +329 +00:28:13,830 --> 00:28:20,810 +motion تكون صح يعني محتاج مثلًا ألف هذه واتحكم في + +330 +00:28:20,810 --> 00:28:26,570 +الزاوية بتاعتها دي طيب فمحتاج two variables to + +331 +00:28:26,570 --> 00:28:30,270 +completely + +332 +00:28:30,270 --> 00:28:32,390 +control the motion of this mechanism + +333 +00:28:48,590 --> 00:28:52,630 +الآن هنتعرف على ما يسمى a grapplers criterion for + +334 +00:28:52,630 --> 00:28:57,750 +plan mechanisms طبعًا a grappler criterion applies + +335 +00:28:57,750 --> 00:29:00,850 +to mechanisms اللي بتكون degrees of freedom فيها + +336 +00:29:00,850 --> 00:29:05,190 +بيساويايش؟ واحد يعني احنا عكينا degrees of + +337 +00:29:05,190 --> 00:29:11,450 +freedom في حالة lower pair joints degrees of + +338 +00:29:11,450 --> 00:29:18,920 +freedom بيساوي N بيساوي تلاتة في L ناقص واحد minus J + +339 +00:29:18,920 --> 00:29:23,200 +هذا في حالة lower pair joints إذا كانت الـ degrees + +340 +00:29:23,200 --> 00:29:28,640 +freedom واحد حسينا دي واحد بيساوي تلاتة L ده + +341 +00:29:28,640 --> 00:29:34,800 +دخلتها ناقص تلاتة minus J يعني أنا هكون هجيب + +342 +00:29:34,800 --> 00:29:45,840 +الحسينا دي تلاتة L ناقص جيه ناقص أربعة ليش + +343 +00:29:45,840 --> 00:29:51,600 +اتنين جيه من الأساس من الأساس آه minus two g تلاتة + +344 +00:29:51,600 --> 00:29:57,880 +الـ minus two g ناقص أربعة بيساوي صفر لأن بيساوي + +345 +00:29:57,880 --> 00:30:00,800 +أو اتنين بيساوي واحد والواحد جبتها على الجهة + +346 +00:30:00,800 --> 00:30:03,320 +التانية لأن تلاتة الـ minus two g ناقص أربعة + +347 +00:30:03,320 --> 00:30:04,820 +بيساوي صفر + +348 +00:30:10,280 --> 00:30:12,820 +معناته grab lecture بتحكي التالي a planner + +349 +00:30:12,820 --> 00:30:17,540 +mechanism with degree of freedom بيساوي واحد + +350 +00:30:17,540 --> 00:30:23,100 +cannot have odd number of links لا يمكن يكون عدد + +351 +00:30:23,100 --> 00:30:34,800 +اللينكات فردي خلينا نجرب خلينا نحكي عند الـ link الـ + +352 +00:30:34,800 --> 00:30:41,620 +link مثلًا عدد هذا الـ link ده حكي تلاتة خليني أضغط + +353 +00:30:41,620 --> 00:30:46,980 +هنا حسينا دي اتنين جيه بيساوي + +354 +00:30:46,980 --> 00:30:55,820 +تلاتة الـ ناقص أربعة هاي + +355 +00:30:55,820 --> 00:31:01,440 +نحسب الـ جيه الآن تلاتة في تلاتة تسعة ناقص أربعة + +356 +00:31:01,440 --> 00:31:07,380 +خمسة على اتنين اتنين ونص ينفع تكون اتنين ونص + +357 +00:31:07,380 --> 00:31:10,480 +جوينت؟ ما ينفعش جرب + +358 +00:31:31,900 --> 00:31:36,780 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +359 +00:31:36,780 --> 00:31:39,560 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +360 +00:31:39,560 --> 00:31:39,740 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +361 +00:31:39,740 --> 00:31:43,980 +خمسة خمسة خمسة خمسة خمسة خمسة هذه بتنتج في حالة + +362 +00:31:43,980 --> 00:31:46,740 +planner mechanisms الـ degrees of freedom فيها + +363 +00:31:46,740 --> 00:31:52,620 +بيساويايش؟ واحد وبتظبطش إلا إنه لازم يكون عدد + +364 +00:31:52,620 --> 00:31:56,840 +اللينكات زوجي لو حطيت في مصر عدد اللينكات أربعة + +365 +00:31:56,840 --> 00:32:02,800 +هكون تلاتة على اتنين في أربعة كم واحد ونصف في + +366 +00:32:02,800 --> 00:32:10,770 +أربعة ستة ناقص اتنين أربعة حط ستة تلاتة اتنين في + +367 +00:32:10,770 --> 00:32:17,850 +الستة تسعة ناقص اتنين سبعة معناته جابر كريري + +368 +00:32:17,850 --> 00:32:20,010 +بيحكي لك four bar mechanism with one degree of + +369 +00:32:20,010 --> 00:32:25,110 +freedom ما ينفعش يكون عدد الـ linkات فردي لازم يكون + +370 +00:32:25,110 --> 00:32:33,290 +عددها زوجي الـ simplest possible mechanisms اللي + +371 +00:32:33,290 --> 00:32:37,330 +عندك الـ four bar linkage و الـ slader crank + +372 +00:32:37,330 --> 00:32:40,970 +mechanism four bar mechanism و الـ slader crank + +373 +00:32:40,970 --> 00:32:49,110 +mechanism احنا + +374 +00:32:49,110 --> 00:32:55,410 +في الشبطر هذه هندرس الـ four bar mechanism و الـ + +375 +00:32:55,410 --> 00:32:59,490 +single slader crank mechanism و الـ double slader + +376 +00:32:59,490 --> 00:33:03,270 +crank mechanism هندرسهم ونركز عليهم في الشبطر هذه + +377 +00:33:08,550 --> 00:33:17,070 + +401 +00:35:42,180 --> 00:35:46,680 +أكبر من ال other two مجموعة التنتين اللي بظهرين + +402 +00:35:46,680 --> 00:35:51,820 +معناته مش هتقدر تكمل لفة كاملة جربوها على ال solid + +403 +00:35:51,820 --> 00:35:56,410 +جربوا ورسموا على ال solid وعملوا sketch وحطوا joints و + +404 +00:35:56,410 --> 00:36:00,370 +حاول تلف و لاعب في الأرقام إذا الحالة هذه مش هتلف + +405 +00:36:00,370 --> 00:36:08,930 +دورة كاملة الحالة السابقة هيش هتلف دورة كاملة في + +406 +00:36:08,930 --> 00:36:14,770 +aggressive flow to assure the + +407 +00:36:14,770 --> 00:36:18,730 +crank to make a complete rotation لازم يتحقق هذا + +408 +00:36:18,730 --> 00:36:23,530 +ال equality هذه العلاقة هذه Token يعني لما كانت + +409 +00:36:23,530 --> 00:36:28,830 +عندي اربعين مية تسعين ممكن اخلي هذا ال link تقريباً + +410 +00:36:28,830 --> 00:36:34,890 +سبروكت طيب لو + +411 +00:36:34,890 --> 00:36:43,110 +حكيت خليني احكي التالت هاي هذي مية هذي مية و هذي + +412 +00:36:43,110 --> 00:36:50,370 +ايش سبعين still الترتيب ما تغيرش صح اربعين + +413 +00:37:01,850 --> 00:37:09,590 +بتلف بتلف دورة كاملة + +414 +00:37:09,590 --> 00:37:15,090 +انت + +415 +00:37:15,090 --> 00:37:20,070 +حسب ال application عادة عادة عادة ال shortest link + +416 +00:37:20,070 --> 00:37:22,490 +بتكون هي إيش المتحكم ال crank + +417 +00:37:26,400 --> 00:37:29,860 +أنا بحكي جربوها على solid work العب في الأرقام و + +418 +00:37:29,860 --> 00:37:35,560 +حاولوا تنقلوا ال F همش اللي بيصير نعم + +419 +00:37:35,560 --> 00:37:39,120 +ايش + +420 +00:37:39,120 --> 00:37:45,000 +القانون هذا + +421 +00:37:45,000 --> 00:37:49,360 +four bar planner mechanism degree of freedom بتاعة + +422 +00:37:49,360 --> 00:37:55,900 +واحد رقم واحد رقم اثنين كل joints lower pairs أنا + +423 +00:37:55,900 --> 00:37:59,280 +سؤالك اللي فهمته في الحلقة دي لا تنطبخ ال grashofs + +424 +00:37:59,280 --> 00:38:02,260 +هيك اللي حكيت انت لا في الحلقة لا تنطبخ ال grashofs + +425 +00:38:02,260 --> 00:38:07,300 +ايه لما تبدل الأرقام مثلاً عملت هذه خمسين و ثمانين + +426 +00:38:07,300 --> 00:38:11,820 +the + +427 +00:38:11,820 --> 00:38:15,260 +crank will not make complete revolution مش هتعمل + +428 +00:38:15,260 --> 00:38:17,760 +لفة ثلاثين و ستين ممكن تعمل لفة مثلاً اربعين خمسين + +429 +00:38:17,760 --> 00:38:18,840 +ستين واطي برة + +430 +00:38:26,600 --> 00:38:31,560 +لا مش دائماً مش دائماً بس عادة الفكرة العامة + +431 +00:38:31,560 --> 00:38:39,180 +shortest link بتكون هي ال crank بس مش دائماً حسب ال + +432 +00:38:39,180 --> 00:38:43,160 +application + +433 +00:38:51,110 --> 00:38:59,250 +الـ single slider crank mechanism فاني طبعاً هذه ال + +434 +00:38:59,250 --> 00:39:06,070 +crank حركتها pure rotation عند ال connecting rod + +435 +00:39:06,070 --> 00:39:12,870 +أو عند ال slider أو ال piston وعند ال cylinder + +436 +00:39:12,870 --> 00:39:17,250 +هذه حركتها رسوبوكات + +437 +00:39:21,060 --> 00:39:26,940 +هذه ايش؟ oscillating هذه rotation يعني هذه + +438 +00:39:26,940 --> 00:39:31,600 +rotation وهذه reciprocating حركة ال connecting rod + +439 +00:39:31,600 --> 00:39:34,880 +احنا السابق أنا حكينا هيش؟ فيها rotation و + +440 +00:39:34,880 --> 00:39:38,260 +translation general plan motion هذا general plan + +441 +00:39:38,260 --> 00:39:42,880 +motion وهذه pure rotation وهذه reciprocating + +442 +00:39:42,880 --> 00:39:47,040 +reciprocating يعني حركة تذبذبية على خط مستقيم + +443 +00:39:48,000 --> 00:39:54,020 +oscillating بيكون تذبذب rotation يعني هي minimum + +444 +00:39:54,020 --> 00:39:56,980 +position وهي maximum position هذا oscillation زي + +445 +00:39:56,980 --> 00:40:04,040 +البندول ماهي sliding هي sliding بس reciprocate + +446 +00:40:04,040 --> 00:40:07,100 +between two extreme positions هي one extreme + +447 +00:40:07,100 --> 00:40:12,400 +position لما ال crank يصير هنا مظبوط هذا هيفرد على + +448 +00:40:12,400 --> 00:40:18,950 +الآخر هيوصل هنا هاي ال piston other extreme + +449 +00:40:18,950 --> 00:40:24,550 +position لما نسير هذا يعني هيسير هاي ال position + +450 +00:40:24,550 --> 00:40:32,770 +تعيش ال piston معناته ال piston reciprocate + +451 +00:40:32,770 --> 00:40:39,180 +between two extreme positions هاي بتسمى dead center + +452 +00:40:39,180 --> 00:40:46,360 +هذا ال bottom dead center top و bottom المسافة بين + +453 +00:40:46,360 --> 00:40:52,780 +هذه و هذه تمثل إيش ال short ال stroke ال stroke + +454 +00:40:52,780 --> 00:40:59,140 +لاحظ إيش يساوي وهذه كانت already صحة R ال stroke + +455 +00:40:59,140 --> 00:41:02,980 +ايش يساوي اثنين + +456 +00:41:02,980 --> 00:41:12,440 +R ال stroke يساوي اثنين Rلأنه يعني عند تسعين درجة + +457 +00:41:12,440 --> 00:41:16,800 +كنت هنا هاي ال piston كانت تسعين درجة مثلاً هنا لما + +458 +00:41:16,800 --> 00:41:22,880 +نفت تسعين درجة مشي مشي R يعني هنا كان Zero مشي R + +459 +00:41:22,880 --> 00:41:27,000 +لما نفت تسعين بالسالب مشي R بالاتجاه الثاني معناته R + +460 +00:41:27,000 --> 00:41:32,320 +و R معناته ال short أو ال stroke بيساوي اثنين R + +461 +00:41:40,220 --> 00:41:43,900 +أه طبعاً في ال engine حسب إذا هذا compressor ضغط + +462 +00:41:43,900 --> 00:41:51,060 +هواء ال input وين بيكون على crank مظبوط وهنا أنا + +463 +00:41:51,060 --> 00:41:55,640 +بضغط هواء اللي هو بطرده بدخله في اسطوانة إذا engine + +464 +00:41:55,640 --> 00:41:59,740 +بيصير عملية الاحتراق هنا الاحتراق هي اللي بتحرك ال + +465 +00:41:59,740 --> 00:42:03,520 +piston والحركة اللي هي الخطية تتحول لحركة دورانية + +466 +00:42:03,520 --> 00:42:08,180 +على crank يعني في حالة ال engine هاي ال input في + +467 +00:42:08,180 --> 00:42:19,400 +حالة compressor هذه الانبوت على الكرانك طيب + +468 +00:42:19,400 --> 00:42:24,300 +خليني اعمل أولاً نحكي ال representation بدي اروح ال + +469 +00:42:24,300 --> 00:42:32,240 +four bar linkage بدي ارسمها في طريقة للتمثيل هاي + +470 +00:42:32,240 --> 00:42:33,280 +four bar linkage + +471 +00:42:45,640 --> 00:42:56,220 +هي واحد اثنين ثلاثة أربعة كم + +472 +00:42:56,220 --> 00:43:02,080 +revolute جوانت عندي أربعة + +473 +00:43:02,080 --> 00:43:13,620 +هاي عندي هاي جوانت هاتين ثلاثة أربعة هنسمي هذه A + +474 +00:43:24,330 --> 00:43:30,110 +ABCD ABCD واحد عبارة عن link ثابت جاي بين joint A + +475 +00:43:30,110 --> 00:43:37,850 +و joint D هذه + +476 +00:43:37,850 --> 00:43:45,560 +واحد عند A افرض ان هذا ال crank بيكون دي complete + +477 +00:43:45,560 --> 00:44:03,660 +rotation بيكون دي complete rotation بيكون + +478 +00:44:03,660 --> 00:44:09,720 +دي complete rotation بيكون دي complete rotation + +479 +00:44:09,720 --> 00:44:10,420 +complete rotation بيكون دي complete rotation بيكون + +480 +00:44:10,420 --> 00:44:10,440 +دي complete rotation بيكون دي complete rotation + +481 +00:44:10,440 --> 00:44:12,200 +دي complete rotation بيكون دي complete rotation + +482 +00:44:14,220 --> 00:44:20,680 +بين B و C الـ connecting rod فيه link وبرضه هذه + +483 +00:44:20,680 --> 00:44:30,660 +partial rotation بين C و D فيه كمان link وهذه + +484 +00:44:30,660 --> 00:44:36,700 +partial rotation برضه ده ممكن تكون هذه oscillating + +485 +00:44:38,550 --> 00:44:44,770 +هيك أنا بعمل kinematic representation لل four bar + +486 +00:44:44,770 --> 00:44:52,830 +languages ال slide .. نعم وين ال link الخامسة؟ + +487 +00:44:52,830 --> 00:44:59,830 +وين؟ وين ال link الخامسة؟ وأريني يا ها هذا body + +488 +00:44:59,830 --> 00:45:02,910 +of ال machine ثابت هي نفسها هذه يعني هذه مدموجين مع بعض + +489 +00:45:02,910 --> 00:45:06,350 +وأنت بيقولهم زي هيك يعني مظبوط؟ + +490 +00:45:07,090 --> 00:45:14,850 +أو اعتباره مع أي شكل ها هي جاية زي هيك ذكية + +491 +00:45:14,850 --> 00:45:25,130 +بظبط ثابتة one link ما بتتحرك طيب ال slider crank + +492 +00:45:25,130 --> 00:45:29,590 +ال + +493 +00:45:29,590 --> 00:45:33,830 +slider crank عبارة + +494 +00:45:35,270 --> 00:45:40,130 +عن inversion لل four bar language يعني عملت تحوير + +495 +00:45:40,130 --> 00:45:47,110 +الآن اللي سويته خليت أربعة أربعة هاي الدرس من + +496 +00:45:47,110 --> 00:45:52,030 +أستاذك اللي كرانك هاي الكرانك + +497 +00:45:52,030 --> 00:45:58,690 +هاي + +498 +00:45:58,690 --> 00:46:07,890 +واحد اثنين ثلاثة و ال piston أربعة و ال piston + +499 +00:46:07,890 --> 00:46:13,030 +أربعة اللي + +500 +00:46:13,030 --> 00:46:18,930 +عملها ال representation هتكون عند ايه + +501 +00:46:18,930 --> 00:46:26,150 +فيه joint بعدين تجي link two بعدين + +502 +00:46:26,150 --> 00:46:27,710 +تجي link ثلاثة + +503 +00:46:34,300 --> 00:46:37,980 +بعدين link أربعة في ايها rotation بالنسبة لثلاثة + +504 +00:46:37,980 --> 00:46:43,860 +هاي + +505 +00:46:43,860 --> 00:46:52,960 +أربعة وأربعة slides بالنسبة لواحد هاندي هين بعمله + +506 +00:46:52,960 --> 00:46:59,600 +بالشكل هذا sliding وهذا ايه؟ واحد هذا sliding + +507 +00:46:59,600 --> 00:47:08,010 +joint اللي صار انا عملت inversion غيرت هذه ال link + +508 +00:47:08,010 --> 00:47:13,430 +هذه نفسها دي لحظة هاي واحد هاي واحد هاي A نفسها + +509 +00:47:13,430 --> 00:47:26,090 +هاي اثنين هاي B هاي C وهاي D يعني + +510 +00:47:26,090 --> 00:47:30,090 +اثنين نفس ال crank ثلاثة connecting rod أربع + +511 +00:47:30,090 --> 00:47:32,710 +slides بالنسبة لواحد إذا روحت غيرت هذه + +512 +00:47:36,380 --> 00:47:41,760 +حولتها من from from from revolute revolute joint ل + +513 +00:47:41,760 --> 00:47:47,140 +sliding joint بيعناته أصل ال study crank هي four + +514 +00:47:47,140 --> 00:47:55,520 +bar mechanism عملت inversion اللي روحت غيرت ال .. + +515 +00:47:55,520 --> 00:48:02,360 +ال joint here من revolute ل sliding joint طبعاً + +516 +00:48:02,360 --> 00:48:05,700 +الشكل هذا مهم كثير ال representation عشان المحاضرة + +517 +00:48:05,700 --> 00:48:08,580 +الجاي هنحكي عن ال .. ال .. ال inversion of + +518 +00:48:08,580 --> 00:48:11,000 +mechanism كيف أنه ممكن اعمل different inversions + +519 +00:48:11,000 --> 00:48:15,040 +أو احصل أكثر mechanism من ال mechanism الأم اللي + +520 +00:48:15,040 --> 00:48:18,540 +هي ال slotted crank mechanism أو ال four bar + +521 +00:48:18,540 --> 00:48:23,100 +mechanism المحاضرة الجاية بتقرأوا ال inversion و + +522 +00:48:23,100 --> 00:48:24,640 +بنكمل أعطيكم العافية diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PVcAXar12qY_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PVcAXar12qY_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..a6b874620f78a5eea46fb7f001f8e026ecace503 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PVcAXar12qY_postprocess.srt @@ -0,0 +1,2088 @@ +1 +00:00:05,430 --> 00:00:08,610 +السلام عليكم ورحمة الله وبركاته اليوم هنستحمل + +2 +00:00:08,610 --> 00:00:12,670 +محاضرات من مادة نظرية الألات المحاضرة اللي فاتت + +3 +00:00:12,670 --> 00:00:17,010 +حكينا علي ال simple mechanisms انراجع مراجعة سريعة + +4 +00:00:17,010 --> 00:00:21,510 +المحاضرة اللي فاتت أعرفنا ال kinematic element أو + +5 +00:00:21,510 --> 00:00:27,170 +ال kinematic link هي كل جزء في machine اللي بتحرك + +6 +00:00:27,170 --> 00:00:31,620 +بالنسبة لأجزاء الأخرى المكونة للمachineال + +7 +00:00:31,620 --> 00:00:36,880 +resistant body هو الجسم القادر على نقل ال forces + +8 +00:00:36,880 --> 00:00:40,680 +بدون ما يصير فيه deformation هذا resistant body ال + +9 +00:00:40,680 --> 00:00:44,920 +link لها two characteristics it has لازم يكون لها + +10 +00:00:44,920 --> 00:00:48,860 +relative motion between other links و لازم تكون + +11 +00:00:48,860 --> 00:00:53,820 +resistant body ال linkات بتجه تلت أنواع rigid + +12 +00:00:53,820 --> 00:01:01,360 +link, flexible link و fluid linkال structure عبارة + +13 +00:01:01,360 --> 00:01:05,140 +عن تجميع من ال resistant bodies اللي فيش بينها + +14 +00:01:05,140 --> 00:01:09,960 +حركة نسبية و الهدف منها انها تشيل أحمال مش تنقل + +15 +00:01:09,960 --> 00:01:13,760 +حركة عملنا + +16 +00:01:13,760 --> 00:01:20,380 +مقارن بين ال machine و ال structure أعرفنا + +17 +00:01:20,380 --> 00:01:22,920 +ال kinematic pair كينماتيك pair هو عبارة عن two + +18 +00:01:22,920 --> 00:01:28,600 +links قزقيا في machine in contact with each other + +19 +00:01:28,600 --> 00:01:34,800 +في بينهمفيه تلامس بينهم ال relative motion between + +20 +00:01:34,800 --> 00:01:41,060 +the links ممكن تكون completely constrained او + +21 +00:01:41,060 --> 00:01:47,760 +successfully constrainedحكينا نوع الحركة المقيدة + +22 +00:01:47,760 --> 00:01:50,400 +تتجهز على تلت أنواع Completely Constrained Motion, + +23 +00:01:51,180 --> 00:01:53,260 +Incompletely Constrained Motion و Successfully + +24 +00:01:53,260 --> 00:01:55,780 +Constrained Motion ال Completely Constrained + +25 +00:01:55,780 --> 00:02:00,220 +Motion one link تتحرك بالنسبة لل link التاني + +26 +00:02:00,220 --> 00:02:05,600 +باتجاه واحد بغض النظر عن اتجاه القوة المؤثرةال + +27 +00:02:05,600 --> 00:02:11,460 +incomplete constraint motion ممكن يكون ال one link + +28 +00:02:11,460 --> 00:02:18,140 +لها حركة في اتجاهين بالنسبة لل other link ال + +29 +00:02:18,140 --> 00:02:23,520 +constraint sexually constraint motion انا بحكم + +30 +00:02:23,520 --> 00:02:27,580 +الحركة one link بالنسبة لل other links باتجاه معين + +31 +00:02:27,580 --> 00:02:33,420 +من خلال مؤثر خارجي زي زمبرك او زي load او gravity + +32 +00:02:37,270 --> 00:02:41,790 +الموتور كمان مظبوط؟ لأ الموتور هو بيعطيك اتجاه + +33 +00:02:41,790 --> 00:02:46,670 +الحركة ممكن انا احط bearing مثلا او يتحرك لجهة + +34 +00:02:46,670 --> 00:02:50,930 +معينة اذا في مثلا axle load احط thrust bearing + +35 +00:02:50,930 --> 00:02:56,910 +بتشيل radial load و thrust load فإذا في thrust + +36 +00:02:56,910 --> 00:03:02,400 +load هتبنع الحركة فممكن احد طرق التقييدطيب ال + +37 +00:03:02,400 --> 00:03:04,960 +classification of kinematic pairs ممكن أصنف + +38 +00:03:04,960 --> 00:03:11,500 +بالنسبة يعني طبقا لنوع الحركة بين ال elements اللي + +39 +00:03:11,500 --> 00:03:18,680 +بتكون ال pair أو طبقا لنوع ال contact أو طبقا لنوع + +40 +00:03:18,680 --> 00:03:23,480 +ال closure طبقا لنوع ال relative motion في عندك + +41 +00:03:23,480 --> 00:03:27,100 +sliding pair عندك one element slides with respect + +42 +00:03:27,100 --> 00:03:31,500 +to the other elementعند ال tearing pair one + +43 +00:03:31,500 --> 00:03:38,430 +element أو one linkrotate بالنسبة لل other link ال + +44 +00:03:38,430 --> 00:03:41,510 +rolling pair و one pair rolls with respect to the + +45 +00:03:41,510 --> 00:03:45,950 +other element ال screw pair يعني زي كأنه حركت بين + +46 +00:03:45,950 --> 00:03:49,450 +..يعني عندك بيكون screw motion while rotating في + +47 +00:03:49,450 --> 00:03:53,010 +advancement يعني في تقدم لل ..يعني زي البرغو + +48 +00:03:53,010 --> 00:03:57,550 +والصممولة في عندك spherical pair and في sliding + +49 +00:03:57,550 --> 00:04:00,350 +along a spherical surface of one element with + +50 +00:04:00,350 --> 00:04:04,500 +respect to other elementعندي طبعا هذا التصنيف + +51 +00:04:04,500 --> 00:04:09,140 +الأول حكيناه تصنيف طبقا بنوع relative motion + +52 +00:04:09,140 --> 00:04:13,160 +between the elements following the pair اللي هو + +53 +00:04:13,160 --> 00:04:21,080 +عندي sliding pair rotating pair وعندي roll وعندي + +54 +00:04:21,080 --> 00:04:25,460 +screw وعندي spherical الآن نوع ال contact ممكن + +55 +00:04:25,460 --> 00:04:29,160 +يكون surface contact في الحالة بيسميه lower pair + +56 +00:04:29,160 --> 00:04:32,600 +ممكن يكون line أو point contact بيسميه higher pair + +57 +00:04:35,750 --> 00:04:41,460 +self-declared pairيعني الآن بيكون ال two elements + +58 +00:04:41,460 --> 00:04:45,840 +of the pair ممسكين بطريقة معينة بحيث إذا في بينهم + +59 +00:04:45,840 --> 00:04:48,140 +pin دايما تكون مسكاهم يعني one element rotate + +60 +00:04:48,140 --> 00:04:50,700 +always with respect to the other element ال pins + +61 +00:04:50,700 --> 00:04:56,020 +بتعمل self .. self closed pair ممكن تكون forced + +62 +00:04:56,020 --> 00:05:00,540 +closed pair زي المثال كام و follower الكم إذا + +63 +00:05:00,540 --> 00:05:03,200 +ماكانش في زمبرك دايما ضغط ال .. ال follower إذا + +64 +00:05:03,200 --> 00:05:06,960 +ماكانش في زمبرك دايما ضغطه على الكم ممكننفقد + +65 +00:05:06,960 --> 00:05:12,320 +التلامس بين ال .. بين ال .. ال follower و ال cam و + +66 +00:05:12,320 --> 00:05:14,820 +بالتالي مش هتقدر الحركة المطلوبة اروح بعضيه + +67 +00:05:14,820 --> 00:05:18,160 +فسنزبرك انا عشان اضلوا ضغط و اضلوا في تحالة + +68 +00:05:18,160 --> 00:05:22,640 +التلامس ال + +69 +00:05:22,640 --> 00:05:25,080 +kinematic chain هي عبارة عن مجموعة من ال kinematic + +70 +00:05:25,080 --> 00:05:28,580 +pairs kinematic chain عبارة عن مجموعة من ال + +71 +00:05:28,580 --> 00:05:33,060 +kinematic pairs يعني مثلا احنا احنا احكي ان ال + +72 +00:05:33,060 --> 00:05:38,620 +slendery crank ميكانزم في عندههي مجموعة .. في عندي + +73 +00:05:38,620 --> 00:05:44,160 +طبعا kinematic pair بين .. بين ال crank و ال .. و + +74 +00:05:44,160 --> 00:05:47,500 +ال fixed link اللي هو ال body بتاع ال machine و في + +75 +00:05:47,500 --> 00:05:50,900 +عندي pair بين ال link و ال connecting rod و في + +76 +00:05:50,900 --> 00:05:53,700 +عندي pair بين ال connecting rod و ال .. و ال + +77 +00:05:53,700 --> 00:05:57,200 +slider و في pair بين ال connecting rod و ال + +78 +00:05:57,200 --> 00:06:00,780 +cylinder مجموعة الأربع pairs هدول بيقولولي + +79 +00:06:00,780 --> 00:06:01,580 +kinematic chain + +80 +00:06:05,090 --> 00:06:07,930 +لأن في علاقة بين ال number of links و ال number of + +81 +00:06:07,930 --> 00:06:12,470 +pairs موطول علاقة هذه ال بسوا اتنين P minus اربعة + +82 +00:06:12,470 --> 00:06:16,830 +طبعا هين بفترض انه كل ال pairs عبارة عن lower + +83 +00:06:16,830 --> 00:06:21,490 +pairs يعني ال contact is surface contact في علاقة + +84 +00:06:21,490 --> 00:06:23,750 +بين ال number of joints و ال number of links ال + +85 +00:06:23,750 --> 00:06:26,670 +number of joints بسوا واحد و نص ال minus اتنين + +86 +00:06:26,670 --> 00:06:29,790 +طبعا + +87 +00:06:29,790 --> 00:06:36,100 +كل higher pair تكافئtwo lower pairs plus one كل + +88 +00:06:36,100 --> 00:06:41,680 +higher pair تكافئت two lower pairs plus a link + +89 +00:06:41,680 --> 00:06:46,840 +حلّيني مجموعة من ال exam ع ال kinematic change + +90 +00:06:50,150 --> 00:06:52,910 +حكينا في أنواع ال joints في عندى binary joint + +91 +00:06:52,910 --> 00:06:56,170 +بيكون عندى two links in contact with each other + +92 +00:06:56,170 --> 00:07:01,510 +فعندى joint ثلاثية بيكون تلاتة links in contact + +93 +00:07:01,510 --> 00:07:07,090 +with each other فعندى quaterna joints ربعية اللى + +94 +00:07:07,090 --> 00:07:11,890 +وصلنا لحد هنا حكينا ال mechanism هي عبارة عن + +95 +00:07:11,890 --> 00:07:17,010 +kinematic chain واحدة من اللي نكتب تكون ايش ثابتة + +96 +00:07:17,820 --> 00:07:22,200 +واحد من ال links تكون ثابتة يعني عند ال slider + +97 +00:07:22,200 --> 00:07:30,360 +crank هاي ال crank هذا + +98 +00:07:30,360 --> 00:07:37,960 +ال connecting rod الأرض + +99 +00:07:37,960 --> 00:07:44,440 +أو ال body بتاع ال machine ثابت it is one link هذه + +100 +00:07:44,440 --> 00:07:51,540 +اتنين link تلاتةهذه واحدة طبعا وهذه أربعة عند أربع + +101 +00:07:51,540 --> 00:07:55,180 +لينكات واحدة منهم مقفلة في الحلقة بيسميها إيش؟ + +102 +00:07:55,180 --> 00:08:02,140 +ميكانيزم .. ميكانيزم simple + +103 +00:08:02,140 --> 00:08:05,800 +ميكانيزم يكون عدد لينكات مستوى أربعة compound + +104 +00:08:05,800 --> 00:08:11,800 +ميكانيزم يكون عدد أكتر من أربعة linksالان ال + +105 +00:08:11,800 --> 00:08:14,540 +mechanism بيسويها machine لبن سيرينز ال + +106 +00:08:14,540 --> 00:08:18,400 +transmission not only motion, but motion and power + +107 +00:08:18,400 --> 00:08:22,620 +يعني ال dial indicator لو قياس الحرارة او الضغط + +108 +00:08:22,620 --> 00:08:24,400 +والسرعة او ال speedometer في السيارات بيسميه + +109 +00:08:24,400 --> 00:08:31,420 +mechanism هو الهدف ان هو بيعملي motion بس مش هدف + +110 +00:08:31,420 --> 00:08:35,020 +ان يقل power بسميه mechanism لكن في حالة ال engine + +111 +00:08:35,020 --> 00:08:41,920 +هنا انا convertreciprocating linear motion ل + +112 +00:08:41,920 --> 00:08:47,120 +rotary motion فانا فعلا في الهدف نقل حركة و نقل ال + +113 +00:08:47,120 --> 00:08:50,560 +power اللي صارت عند الاحتراق هنا عشان ت rotate ال + +114 +00:08:50,560 --> 00:08:56,680 +shaft هذه بيصير ايه؟ machine الان + +115 +00:08:56,680 --> 00:09:04,400 +ال degrees of freedomلأي نظام في الدنيا سواء كان + +116 +00:09:04,400 --> 00:09:09,560 +ميكانيزم او اي نظام مهندس في الدنيا degrees of + +117 +00:09:09,560 --> 00:09:16,380 +freedom هو عدد ال input parameters اللي ممكن اتحكم + +118 +00:09:16,380 --> 00:09:22,880 +فيها بشكل مستقل بحيث اتحكم في process معين يعني + +119 +00:09:32,900 --> 00:09:38,500 +مثلا عشان اعمل mixing فاندي + +120 +00:09:38,500 --> 00:09:46,060 +مثلا هنا اندي liquid و حطيت عليه مادة بودرة و + +121 +00:09:46,060 --> 00:09:54,540 +هاندي مروحة ممكن + +122 +00:09:54,540 --> 00:09:59,700 +نجاح عملية ال mixing يعتمد ع ال rotation speed + +123 +00:10:02,330 --> 00:10:06,450 +ممكن اعتمد على ال design بتاع ال mixer شكل ال + +124 +00:10:06,450 --> 00:10:11,410 +mixer ممكن اعتمد على اذا بدى ا start ال mixing + +125 +00:10:11,410 --> 00:10:22,700 +اسخن مظلوط صح او مثلا اعمل تفريغ اوأعمل mixing + +126 +00:10:22,700 --> 00:10:26,820 +بمعزلة عن الهواء يعني في parameters كتير ال number + +127 +00:10:26,820 --> 00:10:30,960 +of parameters اللي هو that can be independently + +128 +00:10:30,960 --> 00:10:34,220 +controlled to control some process هي number of + +129 +00:10:34,220 --> 00:10:36,740 +degrees of freedom number of degrees of freedom + +130 +00:10:36,740 --> 00:10:40,680 +الان + +131 +00:10:40,680 --> 00:10:45,500 +عندي مبين four bar linkage بيسميه four bar linkage + +132 +00:10:45,500 --> 00:10:50,630 +لأنه في اكم link عنده أربعة اللي هي الأرضعند ال + +133 +00:10:50,630 --> 00:10:53,490 +link اتنين تلاتة اربعة هى عندى revolute joint + +134 +00:10:53,490 --> 00:10:56,930 +revolute joint revolute joint revolute joint اربعة + +135 +00:10:56,930 --> 00:11:00,570 +revolute joints ال joints هدى lower pair ولا + +136 +00:11:00,570 --> 00:11:05,210 +higher pair كلها + +137 +00:11:05,210 --> 00:11:08,430 +lower pair لانه عشان ال contact عنده surface + +138 +00:11:08,430 --> 00:11:15,830 +contact صح تلومه وصله سطح طيب هدى ال self closed + +139 +00:11:15,830 --> 00:11:21,240 +ولا force closedself-closed وجود ال pins حاكمة + +140 +00:11:21,240 --> 00:11:23,860 +الميكانيزم يتحرك بشكل معين مافيش حاجة بتقطعها + +141 +00:11:23,860 --> 00:11:27,660 +مافيش أي مؤثر خارج هي محكومة بال .. بال .. بال + +142 +00:11:27,660 --> 00:11:31,760 +joints الموجودة طيب + +143 +00:11:31,760 --> 00:11:37,520 +to control عشان اخلي الميكانيزم هنا في position + +144 +00:11:37,520 --> 00:11:44,020 +معين اكهن variable بحتاجه واحد اللي هي ممكن θ هذا + +145 +00:11:44,020 --> 00:11:50,060 +بس لو ركّب موتور هناأنا مستمر بالتحرك في تحريك + +146 +00:11:50,060 --> 00:11:53,780 +الميكانزم لأي θتة معناته degrees of freedom في + +147 +00:11:53,780 --> 00:11:59,280 +حالة هادئ واحد معناته انا محتاج متغير واحد عشان ت + +148 +00:11:59,280 --> 00:12:03,340 +control this machine بلعب في ايش في قيمة الزاوية + +149 +00:12:03,340 --> 00:12:07,620 +ثتا طيب + +150 +00:12:07,620 --> 00:12:14,520 +عندي five linkage mechanism عندي link واحد link + +151 +00:12:14,520 --> 00:12:22,250 +اتنين تلاتة اربعة خمسةلو غيرت theta واحد لحاله بس + +152 +00:12:22,250 --> 00:12:26,670 +هاي + +153 +00:12:26,670 --> 00:12:35,210 +ال theta واحد ممكن تصير عندى هاي link four هاي + +154 +00:12:35,210 --> 00:12:45,350 +link تلاتة مثلا وهي حالة مظبوط ممكن اعمل حالة + +155 +00:12:45,350 --> 00:12:45,830 +تانية انا + +156 +00:12:48,980 --> 00:13:02,420 +و حالة تانية بصير + +157 +00:13:02,420 --> 00:13:09,700 +ولا بصير اش بصير معناته عشان احط ال mechanism في + +158 +00:13:09,700 --> 00:13:17,420 +one definite configuration فالواحد ميكفيش محتاج + +159 +00:13:18,350 --> 00:13:22,790 +other variable يعني انا بحكيله عشان تحط الميكانيزم + +160 +00:13:22,790 --> 00:13:26,790 +في one configuration بدي اتحكم في theta واحد تتمنع + +161 +00:13:26,790 --> 00:13:30,990 +ت design two independent variables to get some + +162 +00:13:30,990 --> 00:13:34,970 +specific configuration للميكانيزم otherwise اذا + +163 +00:13:34,970 --> 00:13:37,330 +كان عندي one variable فهي عندي multiple + +164 +00:13:37,330 --> 00:13:43,070 +configurations يعني الميكانيزم حركتها هتكون غير + +165 +00:13:43,070 --> 00:13:46,730 +متوقعة وبالتالي محتاج two variables تتمنع two + +166 +00:13:46,730 --> 00:13:47,850 +degrees of freedom بالساوية + +167 +00:14:02,980 --> 00:14:06,900 +اتنين it's not kinematic change صحيح لكنها + +168 +00:14:06,900 --> 00:14:11,980 +mechanism لكنها إيش؟ mechanism يعني عشان تكون + +169 +00:14:11,980 --> 00:14:14,520 +kinematic change احنا حكينا عندي .. I can blink + +170 +00:14:14,520 --> 00:14:24,810 +عنديخمسة ع كام joint؟ خمسة نحكي أن ال L بيساوي أو + +171 +00:14:24,810 --> 00:14:31,450 +ال J بيساوي واحد و نص L نقص اتنين ال J عندي خمسة + +172 +00:14:31,450 --> 00:14:40,230 +عندك واحد و نص في خمسة ناقص اتنين عندي خمسة سبعة و + +173 +00:14:40,230 --> 00:14:45,430 +نص ناقص اتنين خمسة و نصit's not a kinematic chain + +174 +00:14:45,430 --> 00:14:51,010 +it's not a kinematic chain طبعا + +175 +00:14:51,010 --> 00:14:54,390 +ليش + +176 +00:14:54,390 --> 00:14:58,510 +it's not a kinematic chain في اللحظة هذه لأن لو + +177 +00:14:58,510 --> 00:15:02,150 +غيرت واحدة منهم تقين ال multi configuration لكن + +178 +00:15:02,150 --> 00:15:05,690 +ممكن اخليها kinematic chain انا اذا حكمت ب two + +179 +00:15:05,690 --> 00:15:11,870 +variables اذا حكمت ب two variables يعني حطيت motor + +180 +00:15:11,870 --> 00:15:16,720 +هناهما طول هنا عشان تأقين تيتا واحد تيتا اتنين + +181 +00:15:16,720 --> 00:15:21,640 +عشان تأقين position معين بيصير + +182 +00:15:21,640 --> 00:15:25,800 +kind of a chain بس احنا شغالة على اساس ان كل شغلنا + +183 +00:15:25,800 --> 00:15:32,000 +one degree of freedom في المستقبل طيب الآن اي link + +184 +00:15:32,000 --> 00:15:37,500 +اذا عندي link هادي اعتبرها دي link و هي في ال نحكي + +185 +00:15:37,500 --> 00:15:39,300 +2D في ال 2D space + +186 +00:15:41,890 --> 00:15:47,770 +ال link دي ممكن تتحرك يعني تتحرك بتجاه ال X أو ال + +187 +00:15:47,770 --> 00:15:55,470 +Y ممكن تشاهد ال rotation صح؟ يعني هاي ال link بيدي + +188 +00:15:55,470 --> 00:15:57,870 +ال final position اللي هيصير زي هيك و هي مش مربوطة + +189 +00:15:57,870 --> 00:16:05,010 +بأي حد مش مربوطة بأي حد خلنا نحطها بموقع تاني هاي + +190 +00:16:05,010 --> 00:16:05,450 +ال X + +191 +00:16:09,380 --> 00:16:13,600 +و هاي ال Y هاي ال initial position مثلا اللي ها + +192 +00:16:13,600 --> 00:16:17,880 +خلنا نحطه أفقي ال initial position ال final + +193 +00:16:17,880 --> 00:16:24,100 +position خلنا نحطه رأسه هاي ال final position عشان + +194 +00:16:24,100 --> 00:16:28,340 +أصل ال final position ماشيتها فاخدت هذه النقطة + +195 +00:16:28,340 --> 00:16:37,400 +ماشيتها إيه؟ X بعدين + +196 +00:16:37,400 --> 00:16:46,690 +ماشيتها إيه؟ال X صارت هنا صح مظبوط بعدين مشيتها Y + +197 +00:16:46,690 --> 00:16:58,090 +صارت هنا بعدين هي Y بعدين عملتها rotation عشان ت + +198 +00:16:58,090 --> 00:17:01,410 +get ال final position معناته اي learning free مش + +199 +00:17:01,410 --> 00:17:06,090 +ممسوقة مع اي حد في ال 2D بيكونها اكم degree of + +200 +00:17:06,090 --> 00:17:12,700 +freedom تلاتةxy و + +201 +00:17:12,700 --> 00:17:18,940 +rotation ال link هذه لو مسكتها روحت و حطيت هنا + +202 +00:17:18,940 --> 00:17:27,640 +joint one rotation المعناته لما حطيت joint هنا + +203 +00:17:27,640 --> 00:17:31,920 +قتلت two degrees of freedom يعني منعتها تتحرك بال + +204 +00:17:31,920 --> 00:17:40,000 +X و منعتها تتحرك بال Yطيب لو حطيت joint بالشكل هذا + +205 +00:17:40,000 --> 00:17:46,200 +sliding joint انا + +206 +00:17:46,200 --> 00:17:52,200 +سمحتله ايش اتحرك بال X ومنعته اتحرك بال Y ومنعته + +207 +00:17:52,200 --> 00:17:56,960 +ال rotation أي اضافة اذا وصلت ب joint تانية اضافة + +208 +00:17:56,960 --> 00:18:02,680 +حطيت joint بالسيرة عملية قتل ل two degrees of + +209 +00:18:02,680 --> 00:18:02,960 +freedom + +210 +00:18:07,580 --> 00:18:14,080 +قصار أيش؟ واحد نتيجة إضافة ال joint معناته إنت ايك + +211 +00:18:14,080 --> 00:18:19,340 +خففت ال degree of freedom two طلع واندي هنا أربع + +212 +00:18:19,340 --> 00:18:23,820 +links هاي ال link عندي ثابتة link واحد link اتنين + +213 +00:18:23,820 --> 00:18:29,340 +تلات أربع فالتين ماحدش ممسوك في التاني اتحرك زي ما + +214 +00:18:29,340 --> 00:18:37,440 +بده واحد ثابتة ماتتحركش معناته zero اتنينممكن تحرك + +215 +00:18:37,440 --> 00:18:41,640 +X Y و Rotation تلاتة ستة تسعة معناه ان ال system + +216 +00:18:41,640 --> 00:18:47,080 +دي degrees of freedom تسعة روحت و حطت joint بين + +217 +00:18:47,080 --> 00:18:54,360 +اربعة و واحد هذه صارت مسموحة ان ت rotate هاي واحد + +218 +00:18:54,360 --> 00:19:00,080 +و تلاتة ستة اربعة و تلاتة سبعة معناه degrees of + +219 +00:19:00,080 --> 00:19:05,260 +freedom سبعة وصلت رقم اتنين هنا و حطيت jointهذه + +220 +00:19:05,260 --> 00:19:12,540 +مسموها rotation واحد واحد و تلاتة و خمسة هذه حطيت + +221 +00:19:12,540 --> 00:19:18,320 +joint هنا و صارت واحد واحد و واحد و تلاتة degrees + +222 +00:19:18,320 --> 00:19:25,120 +of freedom روحت و حطيت joint هنا و صارت واحد + +223 +00:19:25,120 --> 00:19:27,740 +degree of freedom خسرت كمان ايش؟ كل joint بتخسرني + +224 +00:19:27,740 --> 00:19:31,540 +ايش؟ two degrees of freedom فصار عندي واحد + +225 +00:19:40,280 --> 00:19:46,440 +لأ في خلل في الرسم في خلل في الرسم في التوصيلة هذه + +226 +00:19:46,440 --> 00:19:52,580 +يعني عشانك الكتاب هذا اللي هو خرومة في كتير أخطاء + +227 +00:19:52,580 --> 00:19:56,540 +في الرسم هو أحسن يعني شوفته أحسن كتاب بس في أخطاء + +228 +00:19:56,540 --> 00:19:59,160 +كتير في الرسم في ال .. يعني ال graphical + +229 +00:19:59,160 --> 00:20:01,660 +representation في عنده مشكلة طيب + +230 +00:20:05,960 --> 00:20:11,860 +في الميكانيزم one of the lengths is to be fixed + +231 +00:20:11,860 --> 00:20:14,260 +واحد في الميكانيزم واحد من اللينكات لازم تكونياش + +232 +00:20:14,260 --> 00:20:21,300 +ثابتة تتحركش معناته عدد اللينكات المتحركة هتكون + +233 +00:20:21,300 --> 00:20:26,280 +الناقص واحد اللي هو عدد اللينكات الكلية انا ثبتت + +234 +00:20:26,280 --> 00:20:32,040 +واحد معناته عدد اللينكات المتحركة الناقص واحد عدد + +235 +00:20:32,040 --> 00:20:33,160 +ال degrees of freedom + +236 +00:20:36,600 --> 00:20:40,280 +قبل ما اعمل connection لأي link في any other link + +237 +00:20:40,280 --> 00:20:46,400 +يعني هيكون عدد ال links اللي ال ناقص واحد في تلاتة + +238 +00:20:46,400 --> 00:20:53,800 +هيكون ايش تلاتة مثلا حكيت الحالة الأولى هنا كان + +239 +00:20:53,800 --> 00:20:56,960 +عندي واحد اتنين تلاتة اربعة واحدة من الثابتة اربعة + +240 +00:20:56,960 --> 00:21:00,240 +ناقص واحد تلاتة في تلاتة يعني تسعة + +241 +00:21:05,540 --> 00:21:09,020 +الـ number of degrees of freedom of a mechanism + +242 +00:21:09,020 --> 00:21:14,820 +with L number of lengths موصولة ب J number of + +243 +00:21:14,820 --> 00:21:20,940 +binary joints او lower pairs and H number of + +244 +00:21:20,940 --> 00:21:24,160 +higher pairs هكون degrees of freedom N بيستوى + +245 +00:21:24,160 --> 00:21:30,300 +تلاتة في L ناقص واحد minus نين J minus H ال L هي + +246 +00:21:30,300 --> 00:21:37,430 +number of lengthsأحنا حكينا before connecting any + +247 +00:21:37,430 --> 00:21:39,790 +link to any other link بيكون ال degrees of freedom + +248 +00:21:39,790 --> 00:21:44,170 +هي تلاتة في النقص واحد الآن إذا في عندي lower pair + +249 +00:21:44,170 --> 00:21:48,830 +joint كل lower pair joint تقتل two degrees of + +250 +00:21:48,830 --> 00:21:54,910 +freedom يعني minus نين جيه هذا هتنطرح وكل higher + +251 +00:21:54,910 --> 00:22:00,310 +pair بتقتل one degree of freedom معناته ال net + +252 +00:22:00,920 --> 00:22:03,600 +Degrees of freedom and بستوى تلاتة في ال نقص واحد + +253 +00:22:03,600 --> 00:22:07,360 +minus اتنين J minus H في البداية احنا كان عندي ال + +254 +00:22:07,360 --> 00:22:13,540 +links ال links روحنا ثبتنا واحد بستوى اندي ال + +255 +00:22:13,540 --> 00:22:17,420 +minus واحد links هدق قبل ما استوى اي اش كان عندي + +256 +00:22:17,420 --> 00:22:20,880 +degrees of freedom تلاتة في ال نقص واحد اذا عندي + +257 +00:22:20,880 --> 00:22:25,500 +كل lower pair jointتقتل ايش؟ two degrees of + +258 +00:22:25,500 --> 00:22:28,280 +freedom كل higher pair تقتل one degree of freedom + +259 +00:22:28,280 --> 00:22:32,260 +مانعة النت تكون تلاتة في ال minus واحد minus اتش + +260 +00:22:32,260 --> 00:22:36,660 +هذا يسمى quotes back criterion for mobility of a + +261 +00:22:36,660 --> 00:22:40,860 +mechanism having plan motion هذه طبعا تنطق في حالة + +262 +00:22:40,860 --> 00:22:50,980 +الحركة في مستوى للميكانيزم في المستوى طيب طالع ال + +263 +00:22:50,980 --> 00:22:59,740 +structure هذا أتمنين كان ديواحد اتنين تلاتة اكم + +264 +00:22:59,740 --> 00:23:05,660 +lower pair عنده واحد اتنين تلاتة اكم higher pair + +265 +00:23:05,660 --> 00:23:11,220 +زيرو زيرو ما هتكون الان مثلا تلاتة في ال ناقص واحد + +266 +00:23:11,220 --> 00:23:16,880 +ناقص اتنين في تلاتة ناقص زيرو بتعطينيتلاتة اتنين + +267 +00:23:16,880 --> 00:23:20,980 +ستة ناقص ستة زيرو فش emotion فش اي degree of + +268 +00:23:20,980 --> 00:23:25,780 +freedom هماناته ايش it is a structure طيب حالة هذه + +269 +00:23:25,780 --> 00:23:31,760 +انت هالينك تنتين تلاتة اربعة خمسة ستة كام جوهر + +270 +00:23:31,760 --> 00:23:35,600 +تنتين اربعة لغة واحد اتنين تلاتة اربعة المعنى + +271 +00:23:35,600 --> 00:23:40,180 +هتكون ان بالساوية تلاتة في ستة ناقص واحد ناقص + +272 +00:23:40,180 --> 00:23:42,300 +اتنين اربعة + +273 +00:23:45,400 --> 00:23:51,120 +لأ اتنين في اربعة هذه اه اه اه في شغل مش تبينيها + +274 +00:23:51,120 --> 00:24:00,960 +هذي هذي هذي joint ثلاثية عندي جي جي + +275 +00:24:00,960 --> 00:24:10,480 +عندي هنا تلاتة تلاتة تلاتة تلاتة في اتنين ستة + +276 +00:24:10,480 --> 00:24:16,470 +joints صح؟هو اتحول الثلاثية لثانية و بعدين اربعة + +277 +00:24:16,470 --> 00:24:19,770 +او اربعة اربع اربع اربع اربع اربع اربع اربع اربع + +278 +00:24:19,770 --> 00:24:20,630 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +279 +00:24:20,630 --> 00:24:20,970 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +280 +00:24:20,970 --> 00:24:21,390 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +281 +00:24:21,390 --> 00:24:22,530 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +282 +00:24:22,530 --> 00:24:22,810 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +283 +00:24:22,810 --> 00:24:24,980 +اربع اربع اربع اربع اربع اربع اربع اربjoint معناته + +284 +00:24:24,980 --> 00:24:28,480 +الآن حدث اوي عادل الكاتس عندي ست تلاتة بست ناقص + +285 +00:24:28,480 --> 00:24:31,940 +واحد اللي هي تلاتة في خمسة وخمستاش ناقص تمام في + +286 +00:24:31,940 --> 00:24:34,980 +تمانية minus واحد على ال negative معناته في عندي + +287 +00:24:34,980 --> 00:24:40,180 +redundancy في تكرار في يعني ال structure is over + +288 +00:24:40,180 --> 00:24:46,200 +defined او ممسوك بالزيادة يعني لاحظ انا كان كافي + +289 +00:24:46,200 --> 00:24:51,900 +عشان امسكه كافي هادي صح؟ هذا ملاش لازمةفطلعت عندي + +290 +00:24:51,900 --> 00:24:55,220 +بال negative عشانك بيصير عندي تكرار او redundancy + +291 +00:24:55,220 --> 00:24:59,440 +يعني هاد مش مفيد يعني انت تدفع فلوس على الفاضل + +292 +00:24:59,440 --> 00:25:03,300 +عندي + +293 +00:25:03,300 --> 00:25:10,660 +four bar linkage اربع لينكات اربع joints هتكون + +294 +00:25:14,060 --> 00:25:16,700 +هتكون عندي تقن بالثورة تلاتة فى أربعة ناقص واحد + +295 +00:25:16,700 --> 00:25:19,540 +ناقص اتنين فى أربعة واحد degrees of freedom أكم + +296 +00:25:19,540 --> 00:25:26,200 +واحد عندي هذه خمس لينكات تلاتة فى خمس ناقص واحد + +297 +00:25:26,200 --> 00:25:31,080 +ناقص اتنين عندي عندي binary of واحدة تنتين واندي + +298 +00:25:31,080 --> 00:25:34,460 +تنتين فى اتنين اربعة ستة يعنى يعني هتكون تلاتة فى + +299 +00:25:34,460 --> 00:25:37,480 +خمس ناقص واحد ناقص اتنين فى ستة zero مافيش motion + +300 +00:25:37,480 --> 00:25:43,640 +هذه عندي خمس لينكاتوخمسة ايش Jones يعني تلاتة في + +301 +00:25:43,640 --> 00:25:48,000 +خمسة ناقص واحد ناقص عشرة بيطلع ايش two degrees of + +302 +00:25:48,000 --> 00:26:00,120 +freedom طيب + +303 +00:26:00,120 --> 00:26:07,420 +عندي الحالة هذه عندي عندي rotation هنا وعندي + +304 +00:26:07,420 --> 00:26:09,540 +rotation + +305 +00:26:11,530 --> 00:26:17,470 +عند هنا line contact مظبوط؟ معناته عدد اللينكات + +306 +00:26:17,470 --> 00:26:25,230 +واحدة تنتين تلاتة تلت لينكات عدد ال lower pair + +307 +00:26:25,230 --> 00:26:32,230 +joints واحدة تنتين عدد ال higher pair joints واحدة + +308 +00:26:32,230 --> 00:26:35,850 +عند line contactمضحك وين دي الألبس هو تلات تلات + +309 +00:26:35,850 --> 00:26:40,250 +ناقص واحد ناقص اتنين في اتنين ناقص واحد اللي هي + +310 +00:26:40,250 --> 00:26:45,490 +واحد يعني انا بالزمن يعني لو لفيت هذه I control + +311 +00:26:45,490 --> 00:26:48,810 +the motion of this one to control the motion of + +312 +00:26:48,810 --> 00:26:53,790 +this rod I need only to rotate this link اللي هو + +313 +00:26:53,790 --> 00:26:54,850 +هي degrees of freedom + +314 +00:26:58,130 --> 00:27:01,250 +أيوة هاتي كام تتطبع هاتي تتطبع ايش كام فهو + +315 +00:27:01,250 --> 00:27:05,710 +follower هذا يتبع هذه معناته عشان ت control ال + +316 +00:27:05,710 --> 00:27:08,930 +motion of the follower I need only rotate ال camp + +317 +00:27:08,930 --> 00:27:12,130 +معناته انا محتاج متغير واحد degrees of freedom + +318 +00:27:12,130 --> 00:27:24,830 +الحالة هتبساوى واحد عند + +319 +00:27:24,830 --> 00:27:29,840 +هاي ميكانزم عندهم طبعا اندي rotationعندي هنا + +320 +00:27:29,840 --> 00:27:34,620 +rotation عندي هنا rotation وعندي هنا ايش rolling + +321 +00:27:34,620 --> 00:27:39,240 +عندي ايش rolling يعني rolling يعني هذا لازم يكون + +322 +00:27:39,240 --> 00:27:44,460 +تف بشكل هذا عندي + +323 +00:27:44,460 --> 00:27:51,640 +اكم link واحد اتنين تلاتة اكم اربعة واحد اتنين + +324 +00:27:51,640 --> 00:27:58,210 +تلاتة و العجل اربعة اكم lower pair jointواحد اتنين + +325 +00:27:58,210 --> 00:28:03,130 +تلاتة اكمl higher per joint واحد واحد معناته هتكون + +326 +00:28:03,130 --> 00:28:06,270 +عندى ال degrees of freedom تلاتة عندها تلاتة فى + +327 +00:28:06,270 --> 00:28:09,670 +اربعة ناقص واحد ناقص اتنين فى تلاتة lower joints + +328 +00:28:09,670 --> 00:28:13,830 +ناقص واحد two degrees of freedom معناته عشان ال + +329 +00:28:13,830 --> 00:28:20,810 +motion تكون صح يعنى محتاج مثلا ألف هذه و اتحكم في + +330 +00:28:20,810 --> 00:28:26,570 +الزاوية بتاعتها دىطيب فمحتاج two variables to + +331 +00:28:26,570 --> 00:28:30,270 +completely + +332 +00:28:30,270 --> 00:28:32,390 +control the motion of this mechanism + +333 +00:28:48,590 --> 00:28:52,630 +الان هنتعرف على ما يسمى a grapplers criterion for + +334 +00:28:52,630 --> 00:28:57,750 +plan mechanisms طبعا a grappler criterion applies + +335 +00:28:57,750 --> 00:29:00,850 +to mechanisms اللي بتكون degrees of freedom فيها + +336 +00:29:00,850 --> 00:29:05,190 +بالسوء ايش؟ واحد يعني احنا عكينا degrees of + +337 +00:29:05,190 --> 00:29:11,450 +freedom في حالة lower pair joints degrees of + +338 +00:29:11,450 --> 00:29:18,920 +freedom بالسوء Nبستوى تلاتة في L ناقص واحد minus J + +339 +00:29:18,920 --> 00:29:23,200 +هذا في حالة lower pair joints اذا كانت ال degrees + +340 +00:29:23,200 --> 00:29:28,640 +freedom واحد حسينا دي واحد بستوى تلاتة L ده + +341 +00:29:28,640 --> 00:29:34,800 +داخلتها ناقص تلاتة minus J يعني انا هكون هجيب + +342 +00:29:34,800 --> 00:29:45,840 +الحسينا دي تلاتة Lنقص جيه نقص اربعة ليش + +343 +00:29:45,840 --> 00:29:51,600 +اتنين جيه من الأساس من الأساس اه minus two g تلاتة + +344 +00:29:51,600 --> 00:29:57,880 +ال minus two g نقص اربعة بالساوية سفر لان بالساوية + +345 +00:29:57,880 --> 00:30:00,800 +او اتنان بالساوية واحد والواحد جبتها على الجهة + +346 +00:30:00,800 --> 00:30:03,320 +التانية لان تلاتة ال minus two g نقص اربعة + +347 +00:30:03,320 --> 00:30:04,820 +بالساوية سفر + +348 +00:30:10,280 --> 00:30:12,820 +معناته grab lecture بتحكي التالي a planner + +349 +00:30:12,820 --> 00:30:17,540 +mechanism with degree of freedom بالسر و واحد + +350 +00:30:17,540 --> 00:30:23,100 +cannot have odd number of links لا يمكن يكون عدد + +351 +00:30:23,100 --> 00:30:34,800 +اللينكات فردي خلينا نجرب خلينا نحكي عند ال link ال + +352 +00:30:34,800 --> 00:30:41,620 +link مثلا عدد هذا ال link ده حكي تلاتةخلّيني أضغط + +353 +00:30:41,620 --> 00:30:46,980 +هنا حسنا دي اتنين جي بالساوية + +354 +00:30:46,980 --> 00:30:55,820 +تلاتة ال ناقص أربعة هاي + +355 +00:30:55,820 --> 00:31:01,440 +نحسب ال جي الآن تلاتة في تلاتة تسعة ناقص أربعة + +356 +00:31:01,440 --> 00:31:07,380 +خمسة على اتنين اتنين و نص منفع اكون اتنين و نص + +357 +00:31:07,380 --> 00:31:10,480 +جوينت؟ منفعش جرب + +358 +00:31:31,900 --> 00:31:36,780 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +359 +00:31:36,780 --> 00:31:39,560 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +360 +00:31:39,560 --> 00:31:39,740 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +361 +00:31:39,740 --> 00:31:43,980 +خمسة خمسة خمسة خمسة خمسة خمسةهذه تنتج في حالة + +362 +00:31:43,980 --> 00:31:46,740 +planner mechanisms ال degrees of freedom فيها + +363 +00:31:46,740 --> 00:31:52,620 +بالساوياش واحد و بتظبطش الا انه لازم يكون عدد + +364 +00:31:52,620 --> 00:31:56,840 +اللينكات زوجي لو حطيت في مصر عدد اللينكات اربعة + +365 +00:31:56,840 --> 00:32:02,800 +هكون تلاتة على اتنين في اربعة كم واحد و نصف في + +366 +00:32:02,800 --> 00:32:10,770 +اربعة ستة ناقص اتنين اربعة حط ستةتلاتة اتنين في + +367 +00:32:10,770 --> 00:32:17,850 +الستة تسعة ناقص اتنين سبعة معناته جابريك راتيري + +368 +00:32:17,850 --> 00:32:20,010 +بيحكي لك four bar mechanism with one degree of + +369 +00:32:20,010 --> 00:32:25,110 +freedom بينفعش يكون عدد ال linkات فردي لازم يكون + +370 +00:32:25,110 --> 00:32:33,290 +عددها زوجة ال simplest possible mechanisms اللي + +371 +00:32:33,290 --> 00:32:37,330 +عندك ال four bar linkageو ال slader crank + +372 +00:32:37,330 --> 00:32:40,970 +mechanism four bar mechanism و ال slader crank + +373 +00:32:40,970 --> 00:32:49,110 +mechanism احنا + +374 +00:32:49,110 --> 00:32:55,410 +في الشبطر هذه هندرس ال four bar mechanism و ال + +375 +00:32:55,410 --> 00:32:59,490 +single slader crank mechanism و ال double slader + +376 +00:32:59,490 --> 00:33:03,270 +crank mechanism هندرسهم و نركز عليهم في الشبطر هذه + +377 +00:33:08,550 --> 00:33:17,070 +عندى تبين four bar mechanism + +378 +00:33:17,070 --> 00:33:21,930 +عندى link ثابتة هي واحد link اتنين link تلاتة link + +379 +00:33:21,930 --> 00:33:28,030 +اربعة عادة في معظم الكتب بعد الكتاب هذا بيبدأ واحد + +380 +00:33:28,030 --> 00:33:32,840 +اتنين تلاتة اربعةتروح للكتب بيشتغل بالطريقة هذه + +381 +00:33:32,840 --> 00:33:36,020 +انا بفضل الطريقة واحد اتنين تلاتة اربعة بس خليني + +382 +00:33:36,020 --> 00:33:38,560 +امشي على الشكل عند اربع لينكات واحد اتنين تلاتة + +383 +00:33:38,560 --> 00:33:46,400 +اربعة في عندى ما يسمى rush flow ال degree of + +384 +00:33:46,400 --> 00:33:54,900 +freedom في الحالة دقيقة كم انديه واحد لو فرضت + +385 +00:33:54,900 --> 00:33:57,620 +هذه ال crank الموتور موجود هنا عشان اضمن كون اندي + +386 +00:33:57,620 --> 00:34:04,820 +complete rotationللي crank لازم يكون مجموع أقصر + +387 +00:34:04,820 --> 00:34:10,540 +link و أطول link أقل من مجموع ال two other links + +388 +00:34:10,540 --> 00:34:19,740 +يعني لو حكيت هذه طولها مثلا سبعين أربعين هاي تسعين + +389 +00:34:19,740 --> 00:34:23,780 +هاي مية ايش ال shortest + +390 +00:34:27,880 --> 00:34:35,780 +خلّيني ارتبهم ترتيب تساعد عندي أربعين سبعين تسعين + +391 +00:34:35,780 --> 00:34:43,220 +مية هاي الأكثر و الأطول اكتر مجموعهم مية و أربعين + +392 +00:34:43,220 --> 00:34:48,000 +ال + +393 +00:34:48,000 --> 00:34:52,980 +other two سبعين تسعين مية و ستين + +394 +00:34:57,460 --> 00:35:00,560 +الميكانيزم الحالي اللي بتحقق اللي هو crush of law + +395 +00:35:00,560 --> 00:35:08,600 +يعني لو لفيت link to هتلف لفة كاملة هتلف لفة كاملة + +396 +00:35:08,600 --> 00:35:13,120 +طبعا هذا ال follower يعني هتلف لفة كاملة ده نخلق + +397 +00:35:13,120 --> 00:35:20,680 +أيه في الأرقام نخلي هذه خمسة + +398 +00:35:20,680 --> 00:35:25,000 +و أربعين أو خمسين وهذه تمانين + +399 +00:35:28,680 --> 00:35:37,480 +أكا مجموعهم؟ الترتيب لسه صح هل بتحقق rush of slow؟ + +400 +00:35:37,480 --> 00:35:42,180 +بتحققش فانته هذه مجموعة ال shortest وال longest + +401 +00:35:42,180 --> 00:35:46,680 +أكبر من ال other two مجموعة التنتين اللي بظهرين + +402 +00:35:46,680 --> 00:35:51,820 +معناته مش هتقدر تكمل لفة كاملة جربوها على الصلد + +403 +00:35:51,820 --> 00:35:56,410 +جربوا ورسموا على الصلد وعملوا sketch وحطوا jointsو + +404 +00:35:56,410 --> 00:36:00,370 +حاول تلف و لاعب في الأرقام إذا الحالة هذه مش هتلف + +405 +00:36:00,370 --> 00:36:08,930 +دورة كاملة الحالة السابقة هيش هتلف دورة كاملة ف + +406 +00:36:08,930 --> 00:36:14,770 +aggressive flow to assure the + +407 +00:36:14,770 --> 00:36:18,730 +crank to make a complete rotation لازم يتحقق هذه + +408 +00:36:18,730 --> 00:36:23,530 +ال equality هذه العلاقة هذهToken يعني لما كانت + +409 +00:36:23,530 --> 00:36:28,830 +عندي اربعين مية تسعين ممكن اخلي هذا ال link تقري + +410 +00:36:28,830 --> 00:36:34,890 +سبركيط طيب لو + +411 +00:36:34,890 --> 00:36:43,110 +حكيت خليني احكي التالت هاي هذي مية هذي مية و هذي + +412 +00:36:43,110 --> 00:36:50,370 +ايش سبعين still الترتيب ماتغيرش صح اربعين + +413 +00:37:01,850 --> 00:37:09,590 +بتلف بتلف دورة كاملة + +414 +00:37:09,590 --> 00:37:15,090 +انت + +415 +00:37:15,090 --> 00:37:20,070 +حسب ال application عادة عادة عادة ال shortest link + +416 +00:37:20,070 --> 00:37:22,490 +بتكون هي إيش المتحكم ال crank + +417 +00:37:26,400 --> 00:37:29,860 +انا بحكي جربوها على solid work العب في الأرقام و + +418 +00:37:29,860 --> 00:37:35,560 +حاولوا تنقل ال F همش اللي بيصير نعم + +419 +00:37:35,560 --> 00:37:39,120 +ايش + +420 +00:37:39,120 --> 00:37:45,000 +القانون هذه + +421 +00:37:45,000 --> 00:37:49,360 +four bar planner mechanism degree of freedom بتاعة + +422 +00:37:49,360 --> 00:37:55,900 +واحد رقم واحد رقم اتنين كل joints lower pairsانا + +423 +00:37:55,900 --> 00:37:59,280 +سؤالك اللى فهمته في الحلقة دى لأ تنطبخ ال grashofs + +424 +00:37:59,280 --> 00:38:02,260 +هيك اللى حكيت انت لأ في الحلقة لتنطبخ ال grashofs + +425 +00:38:02,260 --> 00:38:07,300 +ايه لما تبدل الأرقام مثلا عملت هذه خمسين و تمانين + +426 +00:38:07,300 --> 00:38:11,820 +the + +427 +00:38:11,820 --> 00:38:15,260 +crank will not make complete revolution مش هتعمل + +428 +00:38:15,260 --> 00:38:17,760 +لفة تلاتين و ستين ممكن تعمل لفة مثلا اربعين خمسين + +429 +00:38:17,760 --> 00:38:18,840 +ستين واطي بره + +430 +00:38:26,600 --> 00:38:31,560 +لأ مش دايما مش دايما بس عادة الفكرة العامة + +431 +00:38:31,560 --> 00:38:39,180 +shortest link بتكون هي ال crank بس مش دايما حسب ال + +432 +00:38:39,180 --> 00:38:43,160 +application + +433 +00:38:51,110 --> 00:38:59,250 +الـ single slider crank mechanism فاني طبعا هذه ال + +434 +00:38:59,250 --> 00:39:06,070 +crank الحركتها pure rotation عند ال connecting rod + +435 +00:39:06,070 --> 00:39:12,870 +او عند ال slider او ال piston و عند ال cylinder + +436 +00:39:12,870 --> 00:39:17,250 +هذه الحركتها رسوبوكات + +437 +00:39:21,060 --> 00:39:26,940 +هذه ايش؟ oscillating هذه rotation يعني هذه + +438 +00:39:26,940 --> 00:39:31,600 +rotation وهذه reciprocating حركة ال connecting rod + +439 +00:39:31,600 --> 00:39:34,880 +احنا السابق انا حكينا هيش؟ فيها rotation و + +440 +00:39:34,880 --> 00:39:38,260 +translation general plan motion هذا general plan + +441 +00:39:38,260 --> 00:39:42,880 +motion وهذه pure rotation وهذه reciprocating + +442 +00:39:42,880 --> 00:39:47,040 +reciprocating يعني حركة تدوبية على خط مستقيم + +443 +00:39:48,000 --> 00:39:54,020 +oscillating بيكون تذبذب rotation يعني هي minimum + +444 +00:39:54,020 --> 00:39:56,980 +position و هي maximum position هذا oscillation زي + +445 +00:39:56,980 --> 00:40:04,040 +البندول ماهي sliding هي sliding بس reciprocate + +446 +00:40:04,040 --> 00:40:07,100 +between two extreme positions هي one extreme + +447 +00:40:07,100 --> 00:40:12,400 +position لما ال crank يصير هنا مظبوط هذا هيفرد على + +448 +00:40:12,400 --> 00:40:18,950 +الآخر هيوصل هنا هاي ال pistonother extreme + +449 +00:40:18,950 --> 00:40:24,550 +position لما نسير هذا يعني هسير هاي ال position + +450 +00:40:24,550 --> 00:40:32,770 +تعيش ال piston معناته ال piston reciprocate + +451 +00:40:32,770 --> 00:40:39,180 +between two extreme positions هاي بتسمىdead center + +452 +00:40:39,180 --> 00:40:46,360 +هذا ال bottom dead center top و bottom المسافة بين + +453 +00:40:46,360 --> 00:40:52,780 +هذه و هذه تمثل ايش ال short ال stroke ال stroke + +454 +00:40:52,780 --> 00:40:59,140 +لاحظ ايش يساوي و هذه كانت already صحة R ال stroke + +455 +00:40:59,140 --> 00:41:02,980 +ايش يساوي اتنين + +456 +00:41:02,980 --> 00:41:12,440 +R ال stroke يساوي اتنين Rلأنه يعني ع تسعين درجة + +457 +00:41:12,440 --> 00:41:16,800 +كنت هنا هاي ال piston كانت تسعين درجة مثلا هنا لما + +458 +00:41:16,800 --> 00:41:22,880 +نفت تسعين درجة مشي مشي R يعني هنا كان Zero مشي R + +459 +00:41:22,880 --> 00:41:27,000 +لما نفت تسعين بالسالب مشي R بالاتجاه تاني معناته R + +460 +00:41:27,000 --> 00:41:32,320 +و R معناته ال short أو ال stroke بيساوي اتنين R + +461 +00:41:40,220 --> 00:41:43,900 +أه طبعا في ال engine حسب إذا هدا compressor ضغط + +462 +00:41:43,900 --> 00:41:51,060 +هوا ال input وين بيكون علي crank مظلوط و هنا أنا + +463 +00:41:51,060 --> 00:41:55,640 +بضغط هوا اللي هو بطرده بدخله في أسطوانة إذا engine + +464 +00:41:55,640 --> 00:41:59,740 +بيصير عملية الاحتراق هنا الاحتراق هي اللي بتحرك ال + +465 +00:41:59,740 --> 00:42:03,520 +piston و الحركة اللي هي الخطية تتحول لحركة دورانية + +466 +00:42:03,520 --> 00:42:08,180 +علي crank يعني في حالة ال engine هاي ال input في + +467 +00:42:08,180 --> 00:42:19,400 +حالة compressorهذه الانبوت على الكرانك طيب + +468 +00:42:19,400 --> 00:42:24,300 +خليني اعمل اولا نحكي ال representation بدي اروح ال + +469 +00:42:24,300 --> 00:42:32,240 +four bar linkage بدي ارسمها في طريقة للتمثيل هاي + +470 +00:42:32,240 --> 00:42:33,280 +four bar linkage + +471 +00:42:45,640 --> 00:42:56,220 +هي واحد اتنين تلاتة اربعة اكم + +472 +00:42:56,220 --> 00:43:02,080 +revenue جوانت عندي اربع + +473 +00:43:02,080 --> 00:43:13,620 +هاي عندي هاي جوانت هاتنتين تلاتة اربعة هنسمي هذه A + +474 +00:43:24,330 --> 00:43:30,110 +ABCD ABCD واحد عبارة عن link ثابت جاي بين joint A + +475 +00:43:30,110 --> 00:43:37,850 +و joint D هذه + +476 +00:43:37,850 --> 00:43:45,560 +واحد عند A افرض ان هذا ال crankبيكون دي complete + +477 +00:43:45,560 --> 00:44:03,660 +rotation بيكون دي complete rotation بيكون + +478 +00:44:03,660 --> 00:44:09,720 +دي complete rotation بيكون دي complete rotation + +479 +00:44:09,720 --> 00:44:10,420 +complete rotation بيكون دي complete rotation بيكون + +480 +00:44:10,420 --> 00:44:10,440 +دي complete rotation بيكون دي complete rotation + +481 +00:44:10,440 --> 00:44:12,200 +دي complete rotation بيكون دي complete rotation + +482 +00:44:14,220 --> 00:44:20,680 +بين B و C الـ connecting rod فيه link و برضه هذه + +483 +00:44:20,680 --> 00:44:30,660 +partial rotation بين C و D فيه كمان link وهذه + +484 +00:44:30,660 --> 00:44:36,700 +partial rotation برضه ده ممكن تكون هذه oscillating + +485 +00:44:38,550 --> 00:44:44,770 +هيك انا بعمل kinematic representation لل four bar + +486 +00:44:44,770 --> 00:44:52,830 +languages ال slide .. نعم وين ال link الخامسة؟ + +487 +00:44:52,830 --> 00:44:59,830 +وين؟ وين ال link الخامسة؟ وارجيني يا ها هذا body + +488 +00:44:59,830 --> 00:45:02,910 +of ال machine ثابت هي نفس هذه يعني هذه مدهم مع بعض + +489 +00:45:02,910 --> 00:45:06,350 +و انت بيقولهم زي هيك يعني مظبوط؟ + +490 +00:45:07,090 --> 00:45:14,850 +او اعتباره مع اي شكل ها هي جاية زي هيك دكية + +491 +00:45:14,850 --> 00:45:25,130 +بظبط ثابتة one link ما بتتحرك طيب ال slider crank + +492 +00:45:25,130 --> 00:45:29,590 +ال + +493 +00:45:29,590 --> 00:45:33,830 +slider crank عبارة + +494 +00:45:35,270 --> 00:45:40,130 +عن inversion لل four bar language يعني أعملت تحوير + +495 +00:45:40,130 --> 00:45:47,110 +الآن اللي سويته خليت أربعة أربعة هاي الدرس من + +496 +00:45:47,110 --> 00:45:52,030 +أستاذك اللي كرانك هاي الكرانك + +497 +00:45:52,030 --> 00:45:58,690 +هاي + +498 +00:45:58,690 --> 00:46:07,890 +واحد اتنين تلاتةو ال piston أربعة و ال piston + +499 +00:46:07,890 --> 00:46:13,030 +أربعة اللي + +500 +00:46:13,030 --> 00:46:18,930 +عملها ال representation هتكون عند ايه + +501 +00:46:18,930 --> 00:46:26,150 +فيه joint بعدين تجي link two بعدين + +502 +00:46:26,150 --> 00:46:27,710 +تجي link تلاتة + +503 +00:46:34,300 --> 00:46:37,980 +بعدين link أربعة في إيها rotation بالنسبة لتلاتة + +504 +00:46:37,980 --> 00:46:43,860 +هاي + +505 +00:46:43,860 --> 00:46:52,960 +أربعة و أربعة slides بالنسبة لواحد هاندي هين بعمله + +506 +00:46:52,960 --> 00:46:59,600 +بالشكل هذا sliding و هذا إيه؟ واحد هذا sliding + +507 +00:46:59,600 --> 00:47:08,010 +joint اللي صار أنا عملت inversionغيرت هذه ال link + +508 +00:47:08,010 --> 00:47:13,430 +هذه نفسها دي لحظة هاي واحد هاي واحد هاي A نفسها + +509 +00:47:13,430 --> 00:47:26,090 +هاي اتنين هاي B هاي C و هاي D يعني + +510 +00:47:26,090 --> 00:47:30,090 +اتنين نفس ال crank تلاتة connecting rod اربع + +511 +00:47:30,090 --> 00:47:32,710 +slides بالنسبة لواحد اذا روحت غيرت هذه + +512 +00:47:36,380 --> 00:47:41,760 +حولتها من from from from revenue revenue joint ل + +513 +00:47:41,760 --> 00:47:47,140 +sliding joint بيعناته أصل ال study crank هي four + +514 +00:47:47,140 --> 00:47:55,520 +bar mechanism عملت inversion اللي روحت غيرتال .. + +515 +00:47:55,520 --> 00:48:02,360 +ال joint here من revolute ل sliding joint طبعا + +516 +00:48:02,360 --> 00:48:05,700 +الشكل هذا مهم كتير ال representation عشان المحاضرة + +517 +00:48:05,700 --> 00:48:08,580 +الجاي هنحكي عن ال .. ال .. ال inversion of + +518 +00:48:08,580 --> 00:48:11,000 +mechanism كيف أنه ممكن أعمل different inversions + +519 +00:48:11,000 --> 00:48:15,040 +أو أحصل أكتر mechanism من ال mechanism الأم اللي + +520 +00:48:15,040 --> 00:48:18,540 +هي ال slotted crank mechanism أو ال four bar + +521 +00:48:18,540 --> 00:48:23,100 +mechanism المحاضرة الجاية بتقرأوا ال inversion و + +522 +00:48:23,100 --> 00:48:24,640 +بنكمل اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PVcAXar12qY_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PVcAXar12qY_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..a665f6cdda5ee0c1bce57a8b41c985a3952d7481 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/PVcAXar12qY_raw.srt @@ -0,0 +1,2148 @@ +1 +00:00:05,430 --> 00:00:08,610 +السلام عليكم ورحمة الله وبركاته اليوم هنستحمل + +2 +00:00:08,610 --> 00:00:12,670 +محاضرات من مادة نظرية الألات المحاضرة اللي فاتت + +3 +00:00:12,670 --> 00:00:17,010 +حكينا علي ال simple mechanisms انراجع مراجعة سريعة + +4 +00:00:17,010 --> 00:00:21,510 +المحاضرة اللي فاتت أعرفنا ال kinematic element أو + +5 +00:00:21,510 --> 00:00:27,170 +ال kinematic link هي كل جزء في machine اللي بتحرك + +6 +00:00:27,170 --> 00:00:31,620 +بالنسبة لأجزاء الأخرى المكونة للمachineال + +7 +00:00:31,620 --> 00:00:36,880 +resistant body هو الجسم القادر على نقل ال forces + +8 +00:00:36,880 --> 00:00:40,680 +بدون ما يصير فيه deformation هذا resistant body ال + +9 +00:00:40,680 --> 00:00:44,920 +link لها two characteristics it has لازم يكون لها + +10 +00:00:44,920 --> 00:00:48,860 +relative motion between other links و لازم تكون + +11 +00:00:48,860 --> 00:00:53,820 +resistant body ال linkات بتجه تلت أنواع rigid + +12 +00:00:53,820 --> 00:01:01,360 +link, flexible link و fluid linkال structure عبارة + +13 +00:01:01,360 --> 00:01:05,140 +عن تجميع من ال resistant bodies اللي فيش بينها + +14 +00:01:05,140 --> 00:01:09,960 +حركة نسبية و الهدف منها انها تشيل أحمال مش تنقل + +15 +00:01:09,960 --> 00:01:13,760 +حركة عملنا + +16 +00:01:13,760 --> 00:01:20,380 +مقارن بين ال machine و ال structure أعرفنا + +17 +00:01:20,380 --> 00:01:22,920 +ال kinematic pair كينماتيك pair هو عبارة عن two + +18 +00:01:22,920 --> 00:01:28,600 +links قزقيا في machine in contact with each other + +19 +00:01:28,600 --> 00:01:34,800 +في بينهمفيه تلامس بينهم ال relative motion between + +20 +00:01:34,800 --> 00:01:41,060 +the links ممكن تكون completely constrained او + +21 +00:01:41,060 --> 00:01:47,760 +successfully constrainedحكينا نوع الحركة المقيدة + +22 +00:01:47,760 --> 00:01:50,400 +تتجهز على تلت أنواع Completely Constrained Motion, + +23 +00:01:51,180 --> 00:01:53,260 +Incompletely Constrained Motion و Successfully + +24 +00:01:53,260 --> 00:01:55,780 +Constrained Motion ال Completely Constrained + +25 +00:01:55,780 --> 00:02:00,220 +Motion one link تتحرك بالنسبة لل link التاني + +26 +00:02:00,220 --> 00:02:05,600 +باتجاه واحد بغض النظر عن اتجاه القوة المؤثرةال + +27 +00:02:05,600 --> 00:02:11,460 +incomplete constraint motion ممكن يكون ال one link + +28 +00:02:11,460 --> 00:02:18,140 +لها حركة في اتجاهين بالنسبة لل other link ال + +29 +00:02:18,140 --> 00:02:23,520 +constraint sexually constraint motion انا بحكم + +30 +00:02:23,520 --> 00:02:27,580 +الحركة one link بالنسبة لل other links باتجاه معين + +31 +00:02:27,580 --> 00:02:33,420 +من خلال مؤثر خارجي زي زمبرك او زي load او gravity + +32 +00:02:37,270 --> 00:02:41,790 +الموتور كمان مظبوط؟ لأ الموتور هو بيعطيك اتجاه + +33 +00:02:41,790 --> 00:02:46,670 +الحركة ممكن انا احط bearing مثلا او يتحرك لجهة + +34 +00:02:46,670 --> 00:02:50,930 +معينة اذا في مثلا axle load احط thrust bearing + +35 +00:02:50,930 --> 00:02:56,910 +بتشيل radial load و thrust load فإذا في thrust + +36 +00:02:56,910 --> 00:03:02,400 +load هتبنع الحركة فممكن احد طرق التقييدطيب ال + +37 +00:03:02,400 --> 00:03:04,960 +classification of kinematic pairs ممكن أصنف + +38 +00:03:04,960 --> 00:03:11,500 +بالنسبة يعني طبقا لنوع الحركة بين ال elements اللي + +39 +00:03:11,500 --> 00:03:18,680 +بتكون ال pair أو طبقا لنوع ال contact أو طبقا لنوع + +40 +00:03:18,680 --> 00:03:23,480 +ال closure طبقا لنوع ال relative motion في عندك + +41 +00:03:23,480 --> 00:03:27,100 +sliding pair عندك one element slides with respect + +42 +00:03:27,100 --> 00:03:31,500 +to the other elementعند ال tearing pair one + +43 +00:03:31,500 --> 00:03:38,430 +element أو one linkrotate بالنسبة لل other link ال + +44 +00:03:38,430 --> 00:03:41,510 +rolling pair و one pair rolls with respect to the + +45 +00:03:41,510 --> 00:03:45,950 +other element ال screw pair يعني زي كأنه حركت بين + +46 +00:03:45,950 --> 00:03:49,450 +..يعني عندك بيكون screw motion while rotating في + +47 +00:03:49,450 --> 00:03:53,010 +advancement يعني في تقدم لل ..يعني زي البرغو + +48 +00:03:53,010 --> 00:03:57,550 +والصممولة في عندك spherical pair and في sliding + +49 +00:03:57,550 --> 00:04:00,350 +along a spherical surface of one element with + +50 +00:04:00,350 --> 00:04:04,500 +respect to other elementعندي طبعا هذا التصنيف + +51 +00:04:04,500 --> 00:04:09,140 +الأول حكيناه تصنيف طبقا بنوع relative motion + +52 +00:04:09,140 --> 00:04:13,160 +between the elements following the pair اللي هو + +53 +00:04:13,160 --> 00:04:21,080 +عندي sliding pair rotating pair وعندي roll وعندي + +54 +00:04:21,080 --> 00:04:25,460 +screw وعندي spherical الآن نوع ال contact ممكن + +55 +00:04:25,460 --> 00:04:29,160 +يكون surface contact في الحالة بيسميه lower pair + +56 +00:04:29,160 --> 00:04:32,600 +ممكن يكون line أو point contact بيسميه higher pair + +57 +00:04:35,750 --> 00:04:41,460 +self-declared pairيعني الآن بيكون ال two elements + +58 +00:04:41,460 --> 00:04:45,840 +of the pair ممسكين بطريقة معينة بحيث إذا في بينهم + +59 +00:04:45,840 --> 00:04:48,140 +pin دايما تكون مسكاهم يعني one element rotate + +60 +00:04:48,140 --> 00:04:50,700 +always with respect to the other element ال pins + +61 +00:04:50,700 --> 00:04:56,020 +بتعمل self .. self closed pair ممكن تكون forced + +62 +00:04:56,020 --> 00:05:00,540 +closed pair زي المثال كام و follower الكم إذا + +63 +00:05:00,540 --> 00:05:03,200 +ماكانش في زمبرك دايما ضغط ال .. ال follower إذا + +64 +00:05:03,200 --> 00:05:06,960 +ماكانش في زمبرك دايما ضغطه على الكم ممكننفقد + +65 +00:05:06,960 --> 00:05:12,320 +التلامس بين ال .. بين ال .. ال follower و ال cam و + +66 +00:05:12,320 --> 00:05:14,820 +بالتالي مش هتقدر الحركة المطلوبة اروح بعضيه + +67 +00:05:14,820 --> 00:05:18,160 +فسنزبرك انا عشان اضلوا ضغط و اضلوا في تحالة + +68 +00:05:18,160 --> 00:05:22,640 +التلامس ال + +69 +00:05:22,640 --> 00:05:25,080 +kinematic chain هي عبارة عن مجموعة من ال kinematic + +70 +00:05:25,080 --> 00:05:28,580 +pairs kinematic chain عبارة عن مجموعة من ال + +71 +00:05:28,580 --> 00:05:33,060 +kinematic pairs يعني مثلا احنا احنا احكي ان ال + +72 +00:05:33,060 --> 00:05:38,620 +slendery crank ميكانزم في عندههي مجموعة .. في عندي + +73 +00:05:38,620 --> 00:05:44,160 +طبعا kinematic pair بين .. بين ال crank و ال .. و + +74 +00:05:44,160 --> 00:05:47,500 +ال fixed link اللي هو ال body بتاع ال machine و في + +75 +00:05:47,500 --> 00:05:50,900 +عندي pair بين ال link و ال connecting rod و في + +76 +00:05:50,900 --> 00:05:53,700 +عندي pair بين ال connecting rod و ال .. و ال + +77 +00:05:53,700 --> 00:05:57,200 +slider و في pair بين ال connecting rod و ال + +78 +00:05:57,200 --> 00:06:00,780 +cylinder مجموعة الأربع pairs هدول بيقولولي + +79 +00:06:00,780 --> 00:06:01,580 +kinematic chain + +80 +00:06:05,090 --> 00:06:07,930 +لأن في علاقة بين ال number of links و ال number of + +81 +00:06:07,930 --> 00:06:12,470 +pairs موطول علاقة هذه ال بسوا اتنين P minus اربعة + +82 +00:06:12,470 --> 00:06:16,830 +طبعا هين بفترض انه كل ال pairs عبارة عن lower + +83 +00:06:16,830 --> 00:06:21,490 +pairs يعني ال contact is surface contact في علاقة + +84 +00:06:21,490 --> 00:06:23,750 +بين ال number of joints و ال number of links ال + +85 +00:06:23,750 --> 00:06:26,670 +number of joints بسوا واحد و نص ال minus اتنين + +86 +00:06:26,670 --> 00:06:29,790 +طبعا + +87 +00:06:29,790 --> 00:06:36,100 +كل higher pair تكافئtwo lower pairs plus one كل + +88 +00:06:36,100 --> 00:06:41,680 +higher pair تكافئت two lower pairs plus a link + +89 +00:06:41,680 --> 00:06:46,840 +حلّيني مجموعة من ال exam ع ال kinematic change + +90 +00:06:50,150 --> 00:06:52,910 +حكينا في أنواع ال joints في عندى binary joint + +91 +00:06:52,910 --> 00:06:56,170 +بيكون عندى two links in contact with each other + +92 +00:06:56,170 --> 00:07:01,510 +فعندى joint ثلاثية بيكون تلاتة links in contact + +93 +00:07:01,510 --> 00:07:07,090 +with each other فعندى quaterna joints ربعية اللى + +94 +00:07:07,090 --> 00:07:11,890 +وصلنا لحد هنا حكينا ال mechanism هي عبارة عن + +95 +00:07:11,890 --> 00:07:17,010 +kinematic chain واحدة من اللي نكتب تكون ايش ثابتة + +96 +00:07:17,820 --> 00:07:22,200 +واحد من ال links تكون ثابتة يعني عند ال slider + +97 +00:07:22,200 --> 00:07:30,360 +crank هاي ال crank هذا + +98 +00:07:30,360 --> 00:07:37,960 +ال connecting rod الأرض + +99 +00:07:37,960 --> 00:07:44,440 +أو ال body بتاع ال machine ثابت it is one link هذه + +100 +00:07:44,440 --> 00:07:51,540 +اتنين link تلاتةهذه واحدة طبعا وهذه أربعة عند أربع + +101 +00:07:51,540 --> 00:07:55,180 +لينكات واحدة منهم مقفلة في الحلقة بيسميها إيش؟ + +102 +00:07:55,180 --> 00:08:02,140 +ميكانيزم .. ميكانيزم simple + +103 +00:08:02,140 --> 00:08:05,800 +ميكانيزم يكون عدد لينكات مستوى أربعة compound + +104 +00:08:05,800 --> 00:08:11,800 +ميكانيزم يكون عدد أكتر من أربعة linksالان ال + +105 +00:08:11,800 --> 00:08:14,540 +mechanism بيسويها machine لبن سيرينز ال + +106 +00:08:14,540 --> 00:08:18,400 +transmission not only motion, but motion and power + +107 +00:08:18,400 --> 00:08:22,620 +يعني ال dial indicator لو قياس الحرارة او الضغط + +108 +00:08:22,620 --> 00:08:24,400 +والسرعة او ال speedometer في السيارات بيسميه + +109 +00:08:24,400 --> 00:08:31,420 +mechanism هو الهدف ان هو بيعملي motion بس مش هدف + +110 +00:08:31,420 --> 00:08:35,020 +ان يقل power بسميه mechanism لكن في حالة ال engine + +111 +00:08:35,020 --> 00:08:41,920 +هنا انا convertreciprocating linear motion ل + +112 +00:08:41,920 --> 00:08:47,120 +rotary motion فانا فعلا في الهدف نقل حركة و نقل ال + +113 +00:08:47,120 --> 00:08:50,560 +power اللي صارت عند الاحتراق هنا عشان ت rotate ال + +114 +00:08:50,560 --> 00:08:56,680 +shaft هذه بيصير ايه؟ machine الان + +115 +00:08:56,680 --> 00:09:04,400 +ال degrees of freedomلأي نظام في الدنيا سواء كان + +116 +00:09:04,400 --> 00:09:09,560 +ميكانيزم او اي نظام مهندس في الدنيا degrees of + +117 +00:09:09,560 --> 00:09:16,380 +freedom هو عدد ال input parameters اللي ممكن اتحكم + +118 +00:09:16,380 --> 00:09:22,880 +فيها بشكل مستقل بحيث اتحكم في process معين يعني + +119 +00:09:32,900 --> 00:09:38,500 +مثلا عشان اعمل mixing فاندي + +120 +00:09:38,500 --> 00:09:46,060 +مثلا هنا اندي liquid و حطيت عليه مادة بودرة و + +121 +00:09:46,060 --> 00:09:54,540 +هاندي مروحة ممكن + +122 +00:09:54,540 --> 00:09:59,700 +نجاح عملية ال mixing يعتمد ع ال rotation speed + +123 +00:10:02,330 --> 00:10:06,450 +ممكن اعتمد على ال design بتاع ال mixer شكل ال + +124 +00:10:06,450 --> 00:10:11,410 +mixer ممكن اعتمد على اذا بدى ا start ال mixing + +125 +00:10:11,410 --> 00:10:22,700 +اسخن مظلوط صح او مثلا اعمل تفريغ اوأعمل mixing + +126 +00:10:22,700 --> 00:10:26,820 +بمعزلة عن الهواء يعني في parameters كتير ال number + +127 +00:10:26,820 --> 00:10:30,960 +of parameters اللي هو that can be independently + +128 +00:10:30,960 --> 00:10:34,220 +controlled to control some process هي number of + +129 +00:10:34,220 --> 00:10:36,740 +degrees of freedom number of degrees of freedom + +130 +00:10:36,740 --> 00:10:40,680 +الان + +131 +00:10:40,680 --> 00:10:45,500 +عندي مبين four bar linkage بيسميه four bar linkage + +132 +00:10:45,500 --> 00:10:50,630 +لأنه في اكم link عنده أربعة اللي هي الأرضعند ال + +133 +00:10:50,630 --> 00:10:53,490 +link اتنين تلاتة اربعة هى عندى revolute joint + +134 +00:10:53,490 --> 00:10:56,930 +revolute joint revolute joint revolute joint اربعة + +135 +00:10:56,930 --> 00:11:00,570 +revolute joints ال joints هدى lower pair ولا + +136 +00:11:00,570 --> 00:11:05,210 +higher pair كلها + +137 +00:11:05,210 --> 00:11:08,430 +lower pair لانه عشان ال contact عنده surface + +138 +00:11:08,430 --> 00:11:15,830 +contact صح تلومه وصله سطح طيب هدى ال self closed + +139 +00:11:15,830 --> 00:11:21,240 +ولا force closedself-closed وجود ال pins حاكمة + +140 +00:11:21,240 --> 00:11:23,860 +الميكانيزم يتحرك بشكل معين مافيش حاجة بتقطعها + +141 +00:11:23,860 --> 00:11:27,660 +مافيش أي مؤثر خارج هي محكومة بال .. بال .. بال + +142 +00:11:27,660 --> 00:11:31,760 +joints الموجودة طيب + +143 +00:11:31,760 --> 00:11:37,520 +to control عشان اخلي الميكانيزم هنا في position + +144 +00:11:37,520 --> 00:11:44,020 +معين اكهن variable بحتاجه واحد اللي هي ممكن θ هذا + +145 +00:11:44,020 --> 00:11:50,060 +بس لو ركّب موتور هناأنا مستمر بالتحرك في تحريك + +146 +00:11:50,060 --> 00:11:53,780 +الميكانزم لأي θتة معناته degrees of freedom في + +147 +00:11:53,780 --> 00:11:59,280 +حالة هادئ واحد معناته انا محتاج متغير واحد عشان ت + +148 +00:11:59,280 --> 00:12:03,340 +control this machine بلعب في ايش في قيمة الزاوية + +149 +00:12:03,340 --> 00:12:07,620 +ثتا طيب + +150 +00:12:07,620 --> 00:12:14,520 +عندي five linkage mechanism عندي link واحد link + +151 +00:12:14,520 --> 00:12:22,250 +اتنين تلاتة اربعة خمسةلو غيرت theta واحد لحاله بس + +152 +00:12:22,250 --> 00:12:26,670 +هاي + +153 +00:12:26,670 --> 00:12:35,210 +ال theta واحد ممكن تصير عندى هاي link four هاي + +154 +00:12:35,210 --> 00:12:45,350 +link تلاتة مثلا وهي حالة مظبوط ممكن اعمل حالة + +155 +00:12:45,350 --> 00:12:45,830 +تانية انا + +156 +00:12:48,980 --> 00:13:02,420 +و حالة تانية بصير + +157 +00:13:02,420 --> 00:13:09,700 +ولا بصير اش بصير معناته عشان احط ال mechanism في + +158 +00:13:09,700 --> 00:13:17,420 +one definite configuration فالواحد ميكفيش محتاج + +159 +00:13:18,350 --> 00:13:22,790 +other variable يعني انا بحكيله عشان تحط الميكانيزم + +160 +00:13:22,790 --> 00:13:26,790 +في one configuration بدي اتحكم في theta واحد تتمنع + +161 +00:13:26,790 --> 00:13:30,990 +ت design two independent variables to get some + +162 +00:13:30,990 --> 00:13:34,970 +specific configuration للميكانيزم otherwise اذا + +163 +00:13:34,970 --> 00:13:37,330 +كان عندي one variable فهي عندي multiple + +164 +00:13:37,330 --> 00:13:43,070 +configurations يعني الميكانيزم حركتها هتكون غير + +165 +00:13:43,070 --> 00:13:46,730 +متوقعة وبالتالي محتاج two variables تتمنع two + +166 +00:13:46,730 --> 00:13:47,850 +degrees of freedom بالساوية + +167 +00:14:02,980 --> 00:14:06,900 +اتنين it's not kinematic change صحيح لكنها + +168 +00:14:06,900 --> 00:14:11,980 +mechanism لكنها إيش؟ mechanism يعني عشان تكون + +169 +00:14:11,980 --> 00:14:14,520 +kinematic change احنا حكينا عندي .. I can blink + +170 +00:14:14,520 --> 00:14:24,810 +عنديخمسة ع كام joint؟ خمسة نحكي أن ال L بيساوي أو + +171 +00:14:24,810 --> 00:14:31,450 +ال J بيساوي واحد و نص L نقص اتنين ال J عندي خمسة + +172 +00:14:31,450 --> 00:14:40,230 +عندك واحد و نص في خمسة ناقص اتنين عندي خمسة سبعة و + +173 +00:14:40,230 --> 00:14:45,430 +نص ناقص اتنين خمسة و نصit's not a kinematic chain + +174 +00:14:45,430 --> 00:14:51,010 +it's not a kinematic chain طبعا + +175 +00:14:51,010 --> 00:14:54,390 +ليش + +176 +00:14:54,390 --> 00:14:58,510 +it's not a kinematic chain في اللحظة هذه لأن لو + +177 +00:14:58,510 --> 00:15:02,150 +غيرت واحدة منهم تقين ال multi configuration لكن + +178 +00:15:02,150 --> 00:15:05,690 +ممكن اخليها kinematic chain انا اذا حكمت ب two + +179 +00:15:05,690 --> 00:15:11,870 +variables اذا حكمت ب two variables يعني حطيت motor + +180 +00:15:11,870 --> 00:15:16,720 +هناهما طول هنا عشان تأقين تيتا واحد تيتا اتنين + +181 +00:15:16,720 --> 00:15:21,640 +عشان تأقين position معين بيصير + +182 +00:15:21,640 --> 00:15:25,800 +kind of a chain بس احنا شغالة على اساس ان كل شغلنا + +183 +00:15:25,800 --> 00:15:32,000 +one degree of freedom في المستقبل طيب الآن اي link + +184 +00:15:32,000 --> 00:15:37,500 +اذا عندي link هادي اعتبرها دي link و هي في ال نحكي + +185 +00:15:37,500 --> 00:15:39,300 +2D في ال 2D space + +186 +00:15:41,890 --> 00:15:47,770 +ال link دي ممكن تتحرك يعني تتحرك بتجاه ال X أو ال + +187 +00:15:47,770 --> 00:15:55,470 +Y ممكن تشاهد ال rotation صح؟ يعني هاي ال link بيدي + +188 +00:15:55,470 --> 00:15:57,870 +ال final position اللي هيصير زي هيك و هي مش مربوطة + +189 +00:15:57,870 --> 00:16:05,010 +بأي حد مش مربوطة بأي حد خلنا نحطها بموقع تاني هاي + +190 +00:16:05,010 --> 00:16:05,450 +ال X + +191 +00:16:09,380 --> 00:16:13,600 +و هاي ال Y هاي ال initial position مثلا اللي ها + +192 +00:16:13,600 --> 00:16:17,880 +خلنا نحطه أفقي ال initial position ال final + +193 +00:16:17,880 --> 00:16:24,100 +position خلنا نحطه رأسه هاي ال final position عشان + +194 +00:16:24,100 --> 00:16:28,340 +أصل ال final position ماشيتها فاخدت هذه النقطة + +195 +00:16:28,340 --> 00:16:37,400 +ماشيتها إيه؟ X بعدين + +196 +00:16:37,400 --> 00:16:46,690 +ماشيتها إيه؟ال X صارت هنا صح مظبوط بعدين مشيتها Y + +197 +00:16:46,690 --> 00:16:58,090 +صارت هنا بعدين هي Y بعدين عملتها rotation عشان ت + +198 +00:16:58,090 --> 00:17:01,410 +get ال final position معناته اي learning free مش + +199 +00:17:01,410 --> 00:17:06,090 +ممسوقة مع اي حد في ال 2D بيكونها اكم degree of + +200 +00:17:06,090 --> 00:17:12,700 +freedom تلاتةxy و + +201 +00:17:12,700 --> 00:17:18,940 +rotation ال link هذه لو مسكتها روحت و حطيت هنا + +202 +00:17:18,940 --> 00:17:27,640 +joint one rotation المعناته لما حطيت joint هنا + +203 +00:17:27,640 --> 00:17:31,920 +قتلت two degrees of freedom يعني منعتها تتحرك بال + +204 +00:17:31,920 --> 00:17:40,000 +X و منعتها تتحرك بال Yطيب لو حطيت joint بالشكل هذا + +205 +00:17:40,000 --> 00:17:46,200 +sliding joint انا + +206 +00:17:46,200 --> 00:17:52,200 +سمحتله ايش اتحرك بال X ومنعته اتحرك بال Y ومنعته + +207 +00:17:52,200 --> 00:17:56,960 +ال rotation أي اضافة اذا وصلت ب joint تانية اضافة + +208 +00:17:56,960 --> 00:18:02,680 +حطيت joint بالسيرة عملية قتل ل two degrees of + +209 +00:18:02,680 --> 00:18:02,960 +freedom + +210 +00:18:07,580 --> 00:18:14,080 +قصار أيش؟ واحد نتيجة إضافة ال joint معناته إنت ايك + +211 +00:18:14,080 --> 00:18:19,340 +خففت ال degree of freedom two طلع واندي هنا أربع + +212 +00:18:19,340 --> 00:18:23,820 +links هاي ال link عندي ثابتة link واحد link اتنين + +213 +00:18:23,820 --> 00:18:29,340 +تلات أربع فالتين ماحدش ممسوك في التاني اتحرك زي ما + +214 +00:18:29,340 --> 00:18:37,440 +بده واحد ثابتة ماتتحركش معناته zero اتنينممكن تحرك + +215 +00:18:37,440 --> 00:18:41,640 +X Y و Rotation تلاتة ستة تسعة معناه ان ال system + +216 +00:18:41,640 --> 00:18:47,080 +دي degrees of freedom تسعة روحت و حطت joint بين + +217 +00:18:47,080 --> 00:18:54,360 +اربعة و واحد هذه صارت مسموحة ان ت rotate هاي واحد + +218 +00:18:54,360 --> 00:19:00,080 +و تلاتة ستة اربعة و تلاتة سبعة معناه degrees of + +219 +00:19:00,080 --> 00:19:05,260 +freedom سبعة وصلت رقم اتنين هنا و حطيت jointهذه + +220 +00:19:05,260 --> 00:19:12,540 +مسموها rotation واحد واحد و تلاتة و خمسة هذه حطيت + +221 +00:19:12,540 --> 00:19:18,320 +joint هنا و صارت واحد واحد و واحد و تلاتة degrees + +222 +00:19:18,320 --> 00:19:25,120 +of freedom روحت و حطيت joint هنا و صارت واحد + +223 +00:19:25,120 --> 00:19:27,740 +degree of freedom خسرت كمان ايش؟ كل joint بتخسرني + +224 +00:19:27,740 --> 00:19:31,540 +ايش؟ two degrees of freedom فصار عندي واحد + +225 +00:19:40,280 --> 00:19:46,440 +لأ في خلل في الرسم في خلل في الرسم في التوصيلة هذه + +226 +00:19:46,440 --> 00:19:52,580 +يعني عشانك الكتاب هذا اللي هو خرومة في كتير أخطاء + +227 +00:19:52,580 --> 00:19:56,540 +في الرسم هو أحسن يعني شوفته أحسن كتاب بس في أخطاء + +228 +00:19:56,540 --> 00:19:59,160 +كتير في الرسم في ال .. يعني ال graphical + +229 +00:19:59,160 --> 00:20:01,660 +representation في عنده مشكلة طيب + +230 +00:20:05,960 --> 00:20:11,860 +في الميكانيزم one of the lengths is to be fixed + +231 +00:20:11,860 --> 00:20:14,260 +واحد في الميكانيزم واحد من اللينكات لازم تكونياش + +232 +00:20:14,260 --> 00:20:21,300 +ثابتة تتحركش معناته عدد اللينكات المتحركة هتكون + +233 +00:20:21,300 --> 00:20:26,280 +الناقص واحد اللي هو عدد اللينكات الكلية انا ثبتت + +234 +00:20:26,280 --> 00:20:32,040 +واحد معناته عدد اللينكات المتحركة الناقص واحد عدد + +235 +00:20:32,040 --> 00:20:33,160 +ال degrees of freedom + +236 +00:20:36,600 --> 00:20:40,280 +قبل ما اعمل connection لأي link في any other link + +237 +00:20:40,280 --> 00:20:46,400 +يعني هيكون عدد ال links اللي ال ناقص واحد في تلاتة + +238 +00:20:46,400 --> 00:20:53,800 +هيكون ايش تلاتة مثلا حكيت الحالة الأولى هنا كان + +239 +00:20:53,800 --> 00:20:56,960 +عندي واحد اتنين تلاتة اربعة واحدة من الثابتة اربعة + +240 +00:20:56,960 --> 00:21:00,240 +ناقص واحد تلاتة في تلاتة يعني تسعة + +241 +00:21:05,540 --> 00:21:09,020 +الـ number of degrees of freedom of a mechanism + +242 +00:21:09,020 --> 00:21:14,820 +with L number of lengths موصولة ب J number of + +243 +00:21:14,820 --> 00:21:20,940 +binary joints او lower pairs and H number of + +244 +00:21:20,940 --> 00:21:24,160 +higher pairs هكون degrees of freedom N بيستوى + +245 +00:21:24,160 --> 00:21:30,300 +تلاتة في L ناقص واحد minus نين J minus H ال L هي + +246 +00:21:30,300 --> 00:21:37,430 +number of lengthsأحنا حكينا before connecting any + +247 +00:21:37,430 --> 00:21:39,790 +link to any other link بيكون ال degrees of freedom + +248 +00:21:39,790 --> 00:21:44,170 +هي تلاتة في النقص واحد الآن إذا في عندي lower pair + +249 +00:21:44,170 --> 00:21:48,830 +joint كل lower pair joint تقتل two degrees of + +250 +00:21:48,830 --> 00:21:54,910 +freedom يعني minus نين جيه هذا هتنطرح وكل higher + +251 +00:21:54,910 --> 00:22:00,310 +pair بتقتل one degree of freedom معناته ال net + +252 +00:22:00,920 --> 00:22:03,600 +Degrees of freedom and بستوى تلاتة في ال نقص واحد + +253 +00:22:03,600 --> 00:22:07,360 +minus اتنين J minus H في البداية احنا كان عندي ال + +254 +00:22:07,360 --> 00:22:13,540 +links ال links روحنا ثبتنا واحد بستوى اندي ال + +255 +00:22:13,540 --> 00:22:17,420 +minus واحد links هدق قبل ما استوى اي اش كان عندي + +256 +00:22:17,420 --> 00:22:20,880 +degrees of freedom تلاتة في ال نقص واحد اذا عندي + +257 +00:22:20,880 --> 00:22:25,500 +كل lower pair jointتقتل ايش؟ two degrees of + +258 +00:22:25,500 --> 00:22:28,280 +freedom كل higher pair تقتل one degree of freedom + +259 +00:22:28,280 --> 00:22:32,260 +مانعة النت تكون تلاتة في ال minus واحد minus اتش + +260 +00:22:32,260 --> 00:22:36,660 +هذا يسمى quotes back criterion for mobility of a + +261 +00:22:36,660 --> 00:22:40,860 +mechanism having plan motion هذه طبعا تنطق في حالة + +262 +00:22:40,860 --> 00:22:50,980 +الحركة في مستوى للميكانيزم في المستوى طيب طالع ال + +263 +00:22:50,980 --> 00:22:59,740 +structure هذا أتمنين كان ديواحد اتنين تلاتة اكم + +264 +00:22:59,740 --> 00:23:05,660 +lower pair عنده واحد اتنين تلاتة اكم higher pair + +265 +00:23:05,660 --> 00:23:11,220 +زيرو زيرو ما هتكون الان مثلا تلاتة في ال ناقص واحد + +266 +00:23:11,220 --> 00:23:16,880 +ناقص اتنين في تلاتة ناقص زيرو بتعطينيتلاتة اتنين + +267 +00:23:16,880 --> 00:23:20,980 +ستة ناقص ستة زيرو فش emotion فش اي degree of + +268 +00:23:20,980 --> 00:23:25,780 +freedom هماناته ايش it is a structure طيب حالة هذه + +269 +00:23:25,780 --> 00:23:31,760 +انت هالينك تنتين تلاتة اربعة خمسة ستة كام جوهر + +270 +00:23:31,760 --> 00:23:35,600 +تنتين اربعة لغة واحد اتنين تلاتة اربعة المعنى + +271 +00:23:35,600 --> 00:23:40,180 +هتكون ان بالساوية تلاتة في ستة ناقص واحد ناقص + +272 +00:23:40,180 --> 00:23:42,300 +اتنين اربعة + +273 +00:23:45,400 --> 00:23:51,120 +لأ اتنين في اربعة هذه اه اه اه في شغل مش تبينيها + +274 +00:23:51,120 --> 00:24:00,960 +هذي هذي هذي joint ثلاثية عندي جي جي + +275 +00:24:00,960 --> 00:24:10,480 +عندي هنا تلاتة تلاتة تلاتة تلاتة في اتنين ستة + +276 +00:24:10,480 --> 00:24:16,470 +joints صح؟هو اتحول الثلاثية لثانية و بعدين اربعة + +277 +00:24:16,470 --> 00:24:19,770 +او اربعة اربع اربع اربع اربع اربع اربع اربع اربع + +278 +00:24:19,770 --> 00:24:20,630 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +279 +00:24:20,630 --> 00:24:20,970 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +280 +00:24:20,970 --> 00:24:21,390 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +281 +00:24:21,390 --> 00:24:22,530 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +282 +00:24:22,530 --> 00:24:22,810 +اربع اربع اربع اربع اربع اربع اربع اربع اربع اربع + +283 +00:24:22,810 --> 00:24:24,980 +اربع اربع اربع اربع اربع اربع اربع اربjoint معناته + +284 +00:24:24,980 --> 00:24:28,480 +الآن حدث اوي عادل الكاتس عندي ست تلاتة بست ناقص + +285 +00:24:28,480 --> 00:24:31,940 +واحد اللي هي تلاتة في خمسة وخمستاش ناقص تمام في + +286 +00:24:31,940 --> 00:24:34,980 +تمانية minus واحد على ال negative معناته في عندي + +287 +00:24:34,980 --> 00:24:40,180 +redundancy في تكرار في يعني ال structure is over + +288 +00:24:40,180 --> 00:24:46,200 +defined او ممسوك بالزيادة يعني لاحظ انا كان كافي + +289 +00:24:46,200 --> 00:24:51,900 +عشان امسكه كافي هادي صح؟ هذا ملاش لازمةفطلعت عندي + +290 +00:24:51,900 --> 00:24:55,220 +بال negative عشانك بيصير عندي تكرار او redundancy + +291 +00:24:55,220 --> 00:24:59,440 +يعني هاد مش مفيد يعني انت تدفع فلوس على الفاضل + +292 +00:24:59,440 --> 00:25:03,300 +عندي + +293 +00:25:03,300 --> 00:25:10,660 +four bar linkage اربع لينكات اربع joints هتكون + +294 +00:25:14,060 --> 00:25:16,700 +هتكون عندي تقن بالثورة تلاتة فى أربعة ناقص واحد + +295 +00:25:16,700 --> 00:25:19,540 +ناقص اتنين فى أربعة واحد degrees of freedom أكم + +296 +00:25:19,540 --> 00:25:26,200 +واحد عندي هذه خمس لينكات تلاتة فى خمس ناقص واحد + +297 +00:25:26,200 --> 00:25:31,080 +ناقص اتنين عندي عندي binary of واحدة تنتين واندي + +298 +00:25:31,080 --> 00:25:34,460 +تنتين فى اتنين اربعة ستة يعنى يعني هتكون تلاتة فى + +299 +00:25:34,460 --> 00:25:37,480 +خمس ناقص واحد ناقص اتنين فى ستة zero مافيش motion + +300 +00:25:37,480 --> 00:25:43,640 +هذه عندي خمس لينكاتوخمسة ايش Jones يعني تلاتة في + +301 +00:25:43,640 --> 00:25:48,000 +خمسة ناقص واحد ناقص عشرة بيطلع ايش two degrees of + +302 +00:25:48,000 --> 00:26:00,120 +freedom طيب + +303 +00:26:00,120 --> 00:26:07,420 +عندي الحالة هذه عندي عندي rotation هنا وعندي + +304 +00:26:07,420 --> 00:26:09,540 +rotation + +305 +00:26:11,530 --> 00:26:17,470 +عند هنا line contact مظبوط؟ معناته عدد اللينكات + +306 +00:26:17,470 --> 00:26:25,230 +واحدة تنتين تلاتة تلت لينكات عدد ال lower pair + +307 +00:26:25,230 --> 00:26:32,230 +joints واحدة تنتين عدد ال higher pair joints واحدة + +308 +00:26:32,230 --> 00:26:35,850 +عند line contactمضحك وين دي الألبس هو تلات تلات + +309 +00:26:35,850 --> 00:26:40,250 +ناقص واحد ناقص اتنين في اتنين ناقص واحد اللي هي + +310 +00:26:40,250 --> 00:26:45,490 +واحد يعني انا بالزمن يعني لو لفيت هذه I control + +311 +00:26:45,490 --> 00:26:48,810 +the motion of this one to control the motion of + +312 +00:26:48,810 --> 00:26:53,790 +this rod I need only to rotate this link اللي هو + +313 +00:26:53,790 --> 00:26:54,850 +هي degrees of freedom + +314 +00:26:58,130 --> 00:27:01,250 +أيوة هاتي كام تتطبع هاتي تتطبع ايش كام فهو + +315 +00:27:01,250 --> 00:27:05,710 +follower هذا يتبع هذه معناته عشان ت control ال + +316 +00:27:05,710 --> 00:27:08,930 +motion of the follower I need only rotate ال camp + +317 +00:27:08,930 --> 00:27:12,130 +معناته انا محتاج متغير واحد degrees of freedom + +318 +00:27:12,130 --> 00:27:24,830 +الحالة هتبساوى واحد عند + +319 +00:27:24,830 --> 00:27:29,840 +هاي ميكانزم عندهم طبعا اندي rotationعندي هنا + +320 +00:27:29,840 --> 00:27:34,620 +rotation عندي هنا rotation وعندي هنا ايش rolling + +321 +00:27:34,620 --> 00:27:39,240 +عندي ايش rolling يعني rolling يعني هذا لازم يكون + +322 +00:27:39,240 --> 00:27:44,460 +تف بشكل هذا عندي + +323 +00:27:44,460 --> 00:27:51,640 +اكم link واحد اتنين تلاتة اكم اربعة واحد اتنين + +324 +00:27:51,640 --> 00:27:58,210 +تلاتة و العجل اربعة اكم lower pair jointواحد اتنين + +325 +00:27:58,210 --> 00:28:03,130 +تلاتة اكمl higher per joint واحد واحد معناته هتكون + +326 +00:28:03,130 --> 00:28:06,270 +عندى ال degrees of freedom تلاتة عندها تلاتة فى + +327 +00:28:06,270 --> 00:28:09,670 +اربعة ناقص واحد ناقص اتنين فى تلاتة lower joints + +328 +00:28:09,670 --> 00:28:13,830 +ناقص واحد two degrees of freedom معناته عشان ال + +329 +00:28:13,830 --> 00:28:20,810 +motion تكون صح يعنى محتاج مثلا ألف هذه و اتحكم في + +330 +00:28:20,810 --> 00:28:26,570 +الزاوية بتاعتها دىطيب فمحتاج two variables to + +331 +00:28:26,570 --> 00:28:30,270 +completely + +332 +00:28:30,270 --> 00:28:32,390 +control the motion of this mechanism + +333 +00:28:48,590 --> 00:28:52,630 +الان هنتعرف على ما يسمى a grapplers criterion for + +334 +00:28:52,630 --> 00:28:57,750 +plan mechanisms طبعا a grappler criterion applies + +335 +00:28:57,750 --> 00:29:00,850 +to mechanisms اللي بتكون degrees of freedom فيها + +336 +00:29:00,850 --> 00:29:05,190 +بالسوء ايش؟ واحد يعني احنا عكينا degrees of + +337 +00:29:05,190 --> 00:29:11,450 +freedom في حالة lower pair joints degrees of + +338 +00:29:11,450 --> 00:29:18,920 +freedom بالسوء Nبستوى تلاتة في L ناقص واحد minus J + +339 +00:29:18,920 --> 00:29:23,200 +هذا في حالة lower pair joints اذا كانت ال degrees + +340 +00:29:23,200 --> 00:29:28,640 +freedom واحد حسينا دي واحد بستوى تلاتة L ده + +341 +00:29:28,640 --> 00:29:34,800 +داخلتها ناقص تلاتة minus J يعني انا هكون هجيب + +342 +00:29:34,800 --> 00:29:45,840 +الحسينا دي تلاتة Lنقص جيه نقص اربعة ليش + +343 +00:29:45,840 --> 00:29:51,600 +اتنين جيه من الأساس من الأساس اه minus two g تلاتة + +344 +00:29:51,600 --> 00:29:57,880 +ال minus two g نقص اربعة بالساوية سفر لان بالساوية + +345 +00:29:57,880 --> 00:30:00,800 +او اتنان بالساوية واحد والواحد جبتها على الجهة + +346 +00:30:00,800 --> 00:30:03,320 +التانية لان تلاتة ال minus two g نقص اربعة + +347 +00:30:03,320 --> 00:30:04,820 +بالساوية سفر + +348 +00:30:10,280 --> 00:30:12,820 +معناته grab lecture بتحكي التالي a planner + +349 +00:30:12,820 --> 00:30:17,540 +mechanism with degree of freedom بالسر و واحد + +350 +00:30:17,540 --> 00:30:23,100 +cannot have odd number of links لا يمكن يكون عدد + +351 +00:30:23,100 --> 00:30:34,800 +اللينكات فردي خلينا نجرب خلينا نحكي عند ال link ال + +352 +00:30:34,800 --> 00:30:41,620 +link مثلا عدد هذا ال link ده حكي تلاتةخلّيني أضغط + +353 +00:30:41,620 --> 00:30:46,980 +هنا حسنا دي اتنين جي بالساوية + +354 +00:30:46,980 --> 00:30:55,820 +تلاتة ال ناقص أربعة هاي + +355 +00:30:55,820 --> 00:31:01,440 +نحسب ال جي الآن تلاتة في تلاتة تسعة ناقص أربعة + +356 +00:31:01,440 --> 00:31:07,380 +خمسة على اتنين اتنين و نص منفع اكون اتنين و نص + +357 +00:31:07,380 --> 00:31:10,480 +جوينت؟ منفعش جرب + +358 +00:31:31,900 --> 00:31:36,780 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +359 +00:31:36,780 --> 00:31:39,560 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +360 +00:31:39,560 --> 00:31:39,740 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +361 +00:31:39,740 --> 00:31:39,740 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +362 +00:31:39,740 --> 00:31:39,740 +خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة خمسة + +363 +00:31:39,740 --> 00:31:43,980 +خمسة خمسة خمسة خمسة خمسة خمسةهذه تنتج في حالة + +364 +00:31:43,980 --> 00:31:46,740 +planner mechanisms ال degrees of freedom فيها + +365 +00:31:46,740 --> 00:31:52,620 +بالساوياش واحد و بتظبطش الا انه لازم يكون عدد + +366 +00:31:52,620 --> 00:31:56,840 +اللينكات زوجي لو حطيت في مصر عدد اللينكات اربعة + +367 +00:31:56,840 --> 00:32:02,800 +هكون تلاتة على اتنين في اربعة كم واحد و نصف في + +368 +00:32:02,800 --> 00:32:10,770 +اربعة ستة ناقص اتنين اربعة حط ستةتلاتة اتنين في + +369 +00:32:10,770 --> 00:32:17,850 +الستة تسعة ناقص اتنين سبعة معناته جابريك راتيري + +370 +00:32:17,850 --> 00:32:20,010 +بيحكي لك four bar mechanism with one degree of + +371 +00:32:20,010 --> 00:32:25,110 +freedom بينفعش يكون عدد ال linkات فردي لازم يكون + +372 +00:32:25,110 --> 00:32:33,290 +عددها زوجة ال simplest possible mechanisms اللي + +373 +00:32:33,290 --> 00:32:37,330 +عندك ال four bar linkageو ال slader crank + +374 +00:32:37,330 --> 00:32:40,970 +mechanism four bar mechanism و ال slader crank + +375 +00:32:40,970 --> 00:32:49,110 +mechanism احنا + +376 +00:32:49,110 --> 00:32:55,410 +في الشبطر هذه هندرس ال four bar mechanism و ال + +377 +00:32:55,410 --> 00:32:59,490 +single slader crank mechanism و ال double slader + +378 +00:32:59,490 --> 00:33:03,270 +crank mechanism هندرسهم و نركز عليهم في الشبطر هذه + +379 +00:33:08,550 --> 00:33:17,070 +عندى تبين four bar mechanism + +380 +00:33:17,070 --> 00:33:21,930 +عندى link ثابتة هي واحد link اتنين link تلاتة link + +381 +00:33:21,930 --> 00:33:28,030 +اربعة عادة في معظم الكتب بعد الكتاب هذا بيبدأ واحد + +382 +00:33:28,030 --> 00:33:32,840 +اتنين تلاتة اربعةتروح للكتب بيشتغل بالطريقة هذه + +383 +00:33:32,840 --> 00:33:36,020 +انا بفضل الطريقة واحد اتنين تلاتة اربعة بس خليني + +384 +00:33:36,020 --> 00:33:38,560 +امشي على الشكل عند اربع لينكات واحد اتنين تلاتة + +385 +00:33:38,560 --> 00:33:46,400 +اربعة في عندى ما يسمى rush flow ال degree of + +386 +00:33:46,400 --> 00:33:54,900 +freedom في الحالة دقيقة كم انديه واحد لو فرضت + +387 +00:33:54,900 --> 00:33:57,620 +هذه ال crank الموتور موجود هنا عشان اضمن كون اندي + +388 +00:33:57,620 --> 00:34:04,820 +complete rotationللي crank لازم يكون مجموع أقصر + +389 +00:34:04,820 --> 00:34:10,540 +link و أطول link أقل من مجموع ال two other links + +390 +00:34:10,540 --> 00:34:19,740 +يعني لو حكيت هذه طولها مثلا سبعين أربعين هاي تسعين + +391 +00:34:19,740 --> 00:34:23,780 +هاي مية ايش ال shortest + +392 +00:34:27,880 --> 00:34:35,780 +خلّيني ارتبهم ترتيب تساعد عندي أربعين سبعين تسعين + +393 +00:34:35,780 --> 00:34:43,220 +مية هاي الأكثر و الأطول اكتر مجموعهم مية و أربعين + +394 +00:34:43,220 --> 00:34:48,000 +ال + +395 +00:34:48,000 --> 00:34:52,980 +other two سبعين تسعين مية و ستين + +396 +00:34:57,460 --> 00:35:00,560 +الميكانيزم الحالي اللي بتحقق اللي هو crush of law + +397 +00:35:00,560 --> 00:35:08,600 +يعني لو لفيت link to هتلف لفة كاملة هتلف لفة كاملة + +398 +00:35:08,600 --> 00:35:13,120 +طبعا هذا ال follower يعني هتلف لفة كاملة ده نخلق + +399 +00:35:13,120 --> 00:35:20,680 +أيه في الأرقام نخلي هذه خمسة + +400 +00:35:20,680 --> 00:35:25,000 +و أربعين أو خمسين وهذه تمانين + +401 +00:35:28,680 --> 00:35:37,480 +أكا مجموعهم؟ الترتيب لسه صح هل بتحقق rush of slow؟ + +402 +00:35:37,480 --> 00:35:42,180 +بتحققش فانته هذه مجموعة ال shortest وال longest + +403 +00:35:42,180 --> 00:35:46,680 +أكبر من ال other two مجموعة التنتين اللي بظهرين + +404 +00:35:46,680 --> 00:35:51,820 +معناته مش هتقدر تكمل لفة كاملة جربوها على الصلد + +405 +00:35:51,820 --> 00:35:56,410 +جربوا ورسموا على الصلد وعملوا sketch وحطوا jointsو + +406 +00:35:56,410 --> 00:36:00,370 +حاول تلف و لاعب في الأرقام إذا الحالة هذه مش هتلف + +407 +00:36:00,370 --> 00:36:08,930 +دورة كاملة الحالة السابقة هيش هتلف دورة كاملة ف + +408 +00:36:08,930 --> 00:36:14,770 +aggressive flow to assure the + +409 +00:36:14,770 --> 00:36:18,730 +crank to make a complete rotation لازم يتحقق هذه + +410 +00:36:18,730 --> 00:36:23,530 +ال equality هذه العلاقة هذهToken يعني لما كانت + +411 +00:36:23,530 --> 00:36:28,830 +عندي اربعين مية تسعين ممكن اخلي هذا ال link تقري + +412 +00:36:28,830 --> 00:36:34,890 +سبركيط طيب لو + +413 +00:36:34,890 --> 00:36:43,110 +حكيت خليني احكي التالت هاي هذي مية هذي مية و هذي + +414 +00:36:43,110 --> 00:36:50,370 +ايش سبعين still الترتيب ماتغيرش صح اربعين + +415 +00:37:01,850 --> 00:37:09,590 +بتلف بتلف دورة كاملة + +416 +00:37:09,590 --> 00:37:15,090 +انت + +417 +00:37:15,090 --> 00:37:20,070 +حسب ال application عادة عادة عادة ال shortest link + +418 +00:37:20,070 --> 00:37:22,490 +بتكون هي إيش المتحكم ال crank + +419 +00:37:26,400 --> 00:37:29,860 +انا بحكي جربوها على solid work العب في الأرقام و + +420 +00:37:29,860 --> 00:37:35,560 +حاولوا تنقل ال F همش اللي بيصير نعم + +421 +00:37:35,560 --> 00:37:39,120 +ايش + +422 +00:37:39,120 --> 00:37:45,000 +القانون هذه + +423 +00:37:45,000 --> 00:37:49,360 +four bar planner mechanism degree of freedom بتاعة + +424 +00:37:49,360 --> 00:37:55,900 +واحد رقم واحد رقم اتنين كل joints lower pairsانا + +425 +00:37:55,900 --> 00:37:59,280 +سؤالك اللى فهمته في الحلقة دى لأ تنطبخ ال grashofs + +426 +00:37:59,280 --> 00:38:02,260 +هيك اللى حكيت انت لأ في الحلقة لتنطبخ ال grashofs + +427 +00:38:02,260 --> 00:38:07,300 +ايه لما تبدل الأرقام مثلا عملت هذه خمسين و تمانين + +428 +00:38:07,300 --> 00:38:11,820 +the + +429 +00:38:11,820 --> 00:38:15,260 +crank will not make complete revolution مش هتعمل + +430 +00:38:15,260 --> 00:38:17,760 +لفة تلاتين و ستين ممكن تعمل لفة مثلا اربعين خمسين + +431 +00:38:17,760 --> 00:38:18,840 +ستين واطي بره + +432 +00:38:26,600 --> 00:38:31,560 +لأ مش دايما مش دايما بس عادة الفكرة العامة + +433 +00:38:31,560 --> 00:38:39,180 +shortest link بتكون هي ال crank بس مش دايما حسب ال + +434 +00:38:39,180 --> 00:38:43,160 +application + +435 +00:38:51,110 --> 00:38:59,250 +الـ single slider crank mechanism فاني طبعا هذه ال + +436 +00:38:59,250 --> 00:39:06,070 +crank الحركتها pure rotation عند ال connecting rod + +437 +00:39:06,070 --> 00:39:12,870 +او عند ال slider او ال piston و عند ال cylinder + +438 +00:39:12,870 --> 00:39:17,250 +هذه الحركتها رسوبوكات + +439 +00:39:21,060 --> 00:39:26,940 +هذه ايش؟ oscillating هذه rotation يعني هذه + +440 +00:39:26,940 --> 00:39:31,600 +rotation وهذه reciprocating حركة ال connecting rod + +441 +00:39:31,600 --> 00:39:34,880 +احنا السابق انا حكينا هيش؟ فيها rotation و + +442 +00:39:34,880 --> 00:39:38,260 +translation general plan motion هذا general plan + +443 +00:39:38,260 --> 00:39:42,880 +motion وهذه pure rotation وهذه reciprocating + +444 +00:39:42,880 --> 00:39:47,040 +reciprocating يعني حركة تدوبية على خط مستقيم + +445 +00:39:48,000 --> 00:39:54,020 +oscillating بيكون تذبذب rotation يعني هي minimum + +446 +00:39:54,020 --> 00:39:56,980 +position و هي maximum position هذا oscillation زي + +447 +00:39:56,980 --> 00:40:04,040 +البندول ماهي sliding هي sliding بس reciprocate + +448 +00:40:04,040 --> 00:40:07,100 +between two extreme positions هي one extreme + +449 +00:40:07,100 --> 00:40:12,400 +position لما ال crank يصير هنا مظبوط هذا هيفرد على + +450 +00:40:12,400 --> 00:40:18,950 +الآخر هيوصل هنا هاي ال pistonother extreme + +451 +00:40:18,950 --> 00:40:24,550 +position لما نسير هذا يعني هسير هاي ال position + +452 +00:40:24,550 --> 00:40:32,770 +تعيش ال piston معناته ال piston reciprocate + +453 +00:40:32,770 --> 00:40:39,180 +between two extreme positions هاي بتسمىdead center + +454 +00:40:39,180 --> 00:40:46,360 +هذا ال bottom dead center top و bottom المسافة بين + +455 +00:40:46,360 --> 00:40:52,780 +هذه و هذه تمثل ايش ال short ال stroke ال stroke + +456 +00:40:52,780 --> 00:40:59,140 +لاحظ ايش يساوي و هذه كانت already صحة R ال stroke + +457 +00:40:59,140 --> 00:41:02,980 +ايش يساوي اتنين + +458 +00:41:02,980 --> 00:41:12,440 +R ال stroke يساوي اتنين Rلأنه يعني ع تسعين درجة + +459 +00:41:12,440 --> 00:41:16,800 +كنت هنا هاي ال piston كانت تسعين درجة مثلا هنا لما + +460 +00:41:16,800 --> 00:41:22,880 +نفت تسعين درجة مشي مشي R يعني هنا كان Zero مشي R + +461 +00:41:22,880 --> 00:41:27,000 +لما نفت تسعين بالسالب مشي R بالاتجاه تاني معناته R + +462 +00:41:27,000 --> 00:41:32,320 +و R معناته ال short أو ال stroke بيساوي اتنين R + +463 +00:41:40,220 --> 00:41:43,900 +أه طبعا في ال engine حسب إذا هدا compressor ضغط + +464 +00:41:43,900 --> 00:41:51,060 +هوا ال input وين بيكون علي crank مظلوط و هنا أنا + +465 +00:41:51,060 --> 00:41:55,640 +بضغط هوا اللي هو بطرده بدخله في أسطوانة إذا engine + +466 +00:41:55,640 --> 00:41:59,740 +بيصير عملية الاحتراق هنا الاحتراق هي اللي بتحرك ال + +467 +00:41:59,740 --> 00:42:03,520 +piston و الحركة اللي هي الخطية تتحول لحركة دورانية + +468 +00:42:03,520 --> 00:42:08,180 +علي crank يعني في حالة ال engine هاي ال input في + +469 +00:42:08,180 --> 00:42:19,400 +حالة compressorهذه الانبوت على الكرانك طيب + +470 +00:42:19,400 --> 00:42:24,300 +خليني اعمل اولا نحكي ال representation بدي اروح ال + +471 +00:42:24,300 --> 00:42:32,240 +four bar linkage بدي ارسمها في طريقة للتمثيل هاي + +472 +00:42:32,240 --> 00:42:33,280 +four bar linkage + +473 +00:42:45,640 --> 00:42:56,220 +هي واحد اتنين تلاتة اربعة اكم + +474 +00:42:56,220 --> 00:43:02,080 +revenue جوانت عندي اربع + +475 +00:43:02,080 --> 00:43:13,620 +هاي عندي هاي جوانت هاتنتين تلاتة اربعة هنسمي هذه A + +476 +00:43:24,330 --> 00:43:30,110 +ABCD ABCD واحد عبارة عن link ثابت جاي بين joint A + +477 +00:43:30,110 --> 00:43:37,850 +و joint D هذه + +478 +00:43:37,850 --> 00:43:45,560 +واحد عند A افرض ان هذا ال crankبيكون دي complete + +479 +00:43:45,560 --> 00:44:03,660 +rotation بيكون دي complete rotation بيكون + +480 +00:44:03,660 --> 00:44:09,720 +دي complete rotation بيكون دي complete rotation + +481 +00:44:09,720 --> 00:44:09,720 +بيكون دي complete rotation بيكون دي complete + +482 +00:44:09,720 --> 00:44:09,720 +rotation بيكون دي complete rotation بيكون دي + +483 +00:44:09,720 --> 00:44:09,720 +complete rotation بيكون دي complete rotation بيكون + +484 +00:44:09,720 --> 00:44:09,720 +دي complete rotation بيكون دي complete rotation + +485 +00:44:09,720 --> 00:44:09,720 +بيكون دي complete rotation بيكون دي complete + +486 +00:44:09,720 --> 00:44:09,720 +rotation بيكون دي complete rotation بيكون دي + +487 +00:44:09,720 --> 00:44:10,420 +complete rotation بيكون دي complete rotation بيكون + +488 +00:44:10,420 --> 00:44:10,440 +دي complete rotation بيكون دي complete rotation + +489 +00:44:10,440 --> 00:44:10,440 +بيكون دي complete rotation بيكون دي complete + +490 +00:44:10,440 --> 00:44:10,440 +rotation بيكون دي complete rotation بيكون دي + +491 +00:44:10,440 --> 00:44:10,440 +complete rotation بيكون دي complete rotation بيكون + +492 +00:44:10,440 --> 00:44:10,440 +دي complete rotation بيكون دي complete rotation + +493 +00:44:10,440 --> 00:44:10,440 +بيكون دي complete rotation بيكون دي complete + +494 +00:44:10,440 --> 00:44:10,440 +rotation بيكون دي complete rotation بيكون دي + +495 +00:44:10,440 --> 00:44:10,440 +complete rotation بيكون دي complete rotation بيكون + +496 +00:44:10,440 --> 00:44:12,200 +دي complete rotation بيكون دي complete rotation + +497 +00:44:14,220 --> 00:44:20,680 +بين B و C الـ connecting rod فيه link و برضه هذه + +498 +00:44:20,680 --> 00:44:30,660 +partial rotation بين C و D فيه كمان link وهذه + +499 +00:44:30,660 --> 00:44:36,700 +partial rotation برضه ده ممكن تكون هذه oscillating + +500 +00:44:38,550 --> 00:44:44,770 +هيك انا بعمل kinematic representation لل four bar + +501 +00:44:44,770 --> 00:44:52,830 +languages ال slide .. نعم وين ال link الخامسة؟ + +502 +00:44:52,830 --> 00:44:59,830 +وين؟ وين ال link الخامسة؟ وارجيني يا ها هذا body + +503 +00:44:59,830 --> 00:45:02,910 +of ال machine ثابت هي نفس هذه يعني هذه مدهم مع بعض + +504 +00:45:02,910 --> 00:45:06,350 +و انت بيقولهم زي هيك يعني مظبوط؟ + +505 +00:45:07,090 --> 00:45:14,850 +او اعتباره مع اي شكل ها هي جاية زي هيك دكية + +506 +00:45:14,850 --> 00:45:25,130 +بظبط ثابتة one link ما بتتحرك طيب ال slider crank + +507 +00:45:25,130 --> 00:45:29,590 +ال + +508 +00:45:29,590 --> 00:45:33,830 +slider crank عبارة + +509 +00:45:35,270 --> 00:45:40,130 +عن inversion لل four bar language يعني أعملت تحوير + +510 +00:45:40,130 --> 00:45:47,110 +الآن اللي سويته خليت أربعة أربعة هاي الدرس من + +511 +00:45:47,110 --> 00:45:52,030 +أستاذك اللي كرانك هاي الكرانك + +512 +00:45:52,030 --> 00:45:58,690 +هاي + +513 +00:45:58,690 --> 00:46:07,890 +واحد اتنين تلاتةو ال piston أربعة و ال piston + +514 +00:46:07,890 --> 00:46:13,030 +أربعة اللي + +515 +00:46:13,030 --> 00:46:18,930 +عملها ال representation هتكون عند ايه + +516 +00:46:18,930 --> 00:46:26,150 +فيه joint بعدين تجي link two بعدين + +517 +00:46:26,150 --> 00:46:27,710 +تجي link تلاتة + +518 +00:46:34,300 --> 00:46:37,980 +بعدين link أربعة في إيها rotation بالنسبة لتلاتة + +519 +00:46:37,980 --> 00:46:43,860 +هاي + +520 +00:46:43,860 --> 00:46:52,960 +أربعة و أربعة slides بالنسبة لواحد هاندي هين بعمله + +521 +00:46:52,960 --> 00:46:59,600 +بالشكل هذا sliding و هذا إيه؟ واحد هذا sliding + +522 +00:46:59,600 --> 00:47:08,010 +joint اللي صار أنا عملت inversionغيرت هذه ال link + +523 +00:47:08,010 --> 00:47:13,430 +هذه نفسها دي لحظة هاي واحد هاي واحد هاي A نفسها + +524 +00:47:13,430 --> 00:47:26,090 +هاي اتنين هاي B هاي C و هاي D يعني + +525 +00:47:26,090 --> 00:47:30,090 +اتنين نفس ال crank تلاتة connecting rod اربع + +526 +00:47:30,090 --> 00:47:32,710 +slides بالنسبة لواحد اذا روحت غيرت هذه + +527 +00:47:36,380 --> 00:47:41,760 +حولتها من from from from revenue revenue joint ل + +528 +00:47:41,760 --> 00:47:47,140 +sliding joint بيعناته أصل ال study crank هي four + +529 +00:47:47,140 --> 00:47:55,520 +bar mechanism عملت inversion اللي روحت غيرتال .. + +530 +00:47:55,520 --> 00:48:02,360 +ال joint here من revolute ل sliding joint طبعا + +531 +00:48:02,360 --> 00:48:05,700 +الشكل هذا مهم كتير ال representation عشان المحاضرة + +532 +00:48:05,700 --> 00:48:08,580 +الجاي هنحكي عن ال .. ال .. ال inversion of + +533 +00:48:08,580 --> 00:48:11,000 +mechanism كيف أنه ممكن أعمل different inversions + +534 +00:48:11,000 --> 00:48:15,040 +أو أحصل أكتر mechanism من ال mechanism الأم اللي + +535 +00:48:15,040 --> 00:48:18,540 +هي ال slotted crank mechanism أو ال four bar + +536 +00:48:18,540 --> 00:48:23,100 +mechanism المحاضرة الجاية بتقرأوا ال inversion و + +537 +00:48:23,100 --> 00:48:24,640 +بنكمل اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/QApGXkq3K20.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/QApGXkq3K20.srt new file mode 100644 index 0000000000000000000000000000000000000000..950b853b3e5b05c3f2b8dfe6d6c6a2b57316fa6b --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/QApGXkq3K20.srt @@ -0,0 +1,1797 @@ +1 +00:00:05,210 --> 00:00:07,590 +طيب بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:07,590 --> 00:00:11,410 +وبركاته، اليوم هنبدأ Chapter جديد في مادة نظرية + +3 +00:00:11,410 --> 00:00:16,890 +الألات، ال .. يعني ال .. ال .. الثلاث شبات اللي + +4 +00:00:16,890 --> 00:00:19,690 +جاتها تقريبا هتكون مركزين على slotted crank + +5 +00:00:19,690 --> 00:00:24,610 +mechanism اللي هي قلب ال .. المحرك بتاع السيارة + +6 +00:00:25,500 --> 00:00:29,800 +فلازم نفهم أدق التفاصيل في تحليل اللي هو ال-slug + +7 +00:00:29,800 --> 00:00:33,040 +reclining mechanism الشابتر الخامس عشر هيكون متعلق + +8 +00:00:33,040 --> 00:00:36,940 +بال- inertia forces in reciprocating parts الشابتر + +9 +00:00:36,940 --> 00:00:40,360 +الستاشر هنحكي عن turning moment diagrams + +10 +00:00:40,360 --> 00:00:47,500 +الشابتر الخامس عشر نعمل اللي هو displacement velocity + +11 +00:00:48,580 --> 00:00:51,640 +و acceleration analysis طبعا احنا عملناها سابقا بس + +12 +00:00:51,640 --> 00:00:56,140 +احنا بنعملها على أساس ندخل بتفاصيل تانية أنا عندي + +13 +00:00:56,140 --> 00:01:02,360 +مبين slotted crank mechanism طبعا هعمل approximate + +14 +00:01:02,360 --> 00:01:05,400 +analysis يعني في بعض التقريبات فين دي؟ هذي هي ال- + +15 +00:01:05,400 --> 00:01:12,440 +crank؟ هنا عندي revolute joint هذي + +16 +00:01:12,440 --> 00:01:20,240 +أو هذي ال- crank فى revolute joint عند C وهذا ال- + +17 +00:01:20,240 --> 00:01:28,720 +connecting rod وفى + +18 +00:01:28,720 --> 00:01:38,220 +عندي piston هنا ال- piston بتتحرك على ال- linear أو + +19 +00:01:38,220 --> 00:01:43,360 +بتحرك على خط مستقيم الحركة على خط مستقيم اللي + +20 +00:01:43,360 --> 00:01:46,280 +اتعنى أنه معادلة الحركة خطية + +21 +00:01:50,070 --> 00:01:55,930 +الآن في two extreme positions لل- piston لما ال- + +22 +00:01:55,930 --> 00:02:00,770 +crank تكون أفقية بتكون ال- crank مع ال- connecting + +23 +00:02:00,770 --> 00:02:06,190 +rod على نفس الاستقامة collinear معناته ال- piston + +24 +00:02:06,190 --> 00:02:09,010 +بيصل لأقصى مدى عند P prime + +25 +00:02:15,180 --> 00:02:22,260 +والـ C بيصير هنا C' هذا أقصى مدى، الأقصى مدى بيسموه + +26 +00:02:22,260 --> 00:02:27,780 +ال- inner dead center في الكتاب بتاعكوا، بس معظم كتب + +27 +00:02:27,780 --> 00:02:32,280 +المراجع بيسموه ال- top dead center، هنا اسمه inner + +28 +00:02:32,280 --> 00:02:38,720 +dead center اللي هو أبعد موقع بيوصله ال- piston + +29 +00:02:38,720 --> 00:02:45,740 +كتب تانية بيسموه ال- top dead center، أنا هستخدم + +30 +00:02:45,740 --> 00:02:50,640 +مصطلح هنا عشان يبقى معلوم فيه بالنسبة لكم، لأن لما + +31 +00:02:50,640 --> 00:02:54,720 +بنفس ال- piston لما ال- crank تصل هنا، بيصير ال- C النقطة + +32 +00:02:54,720 --> 00:03:01,180 +C صارت هنا عند C prime C double prime بيضلهم + +33 +00:03:01,180 --> 00:03:05,680 +collinear بس ال- piston هيكون مثلا، نحكي في النقطة + +34 +00:03:05,680 --> 00:03:10,120 +هذه مثلا + +35 +00:03:10,120 --> 00:03:16,590 +هذه P double prime، الآن في عندي ال- inner dead + +36 +00:03:16,590 --> 00:03:21,440 +center والنقطة هذه، إيش ال- outer dead center؟ أوتَر + +37 +00:03:21,440 --> 00:03:27,440 +dead center، كتب بيسموها bottom dead center، bottom + +38 +00:03:27,440 --> 00:03:33,140 +كتب تانية bottom dead center، يعني عندي inner dead + +39 +00:03:33,140 --> 00:03:38,880 +center اللي هي ال- top dead center، فعندي أوتَر dead + +40 +00:03:38,880 --> 00:03:42,040 +center و ال- bottom dead center، هو ليش يسموه dead + +41 +00:03:42,040 --> 00:03:45,360 +لأن سرعة ال- piston عند النقطة هذه و النقطة هذه + +42 +00:03:45,360 --> 00:03:49,760 +بتكون صفر، أكيد لازم يكون صفر، لأنه هيدي axle اتجاهه + +43 +00:03:49,760 --> 00:03:53,580 +كيف هاكس اتجاهه لازم صفر، إذا أنا ماشي و بدي أعكس + +44 +00:03:53,580 --> 00:03:59,300 +اتجاهي لازم أوصل للصفر و بعدها بأعكس اتجاهي، فعشان + +45 +00:03:59,300 --> 00:04:04,720 +يكونوا سمّوها dead السرعة بتكون صفر، لأن هناخد ال- + +46 +00:04:04,720 --> 00:04:11,140 +mechanism في أي وضعية، هحكي الوضعية العامة اللي + +47 +00:04:11,140 --> 00:04:15,700 +بتكون crank عاملة زاوية ثيتا + +48 +00:04:18,390 --> 00:04:21,910 +طبعا كتب تانية بيرسموها بالشكل .. بالشكل زي ك .. + +49 +00:04:21,910 --> 00:04:29,090 +يعني بالشكل هذا .. هاي عندي و + +50 +00:04:29,090 --> 00:04:36,870 +بعتبر هذه فرشة هتطلع نفس الناتج، أنا بحب هيك بس + +51 +00:04:36,870 --> 00:04:41,210 +خليني أعشق مرجع الكتاب ممكن تشتغلوا تيتا + +52 +00:04:47,350 --> 00:04:53,770 +الـ N طول الـ crank اسمه R طول الـ connecting rod + +53 +00:04:53,770 --> 00:05:01,470 +المرموز، المرموز L وفهمنا الـ N الـ N هي N سواء بين + +54 +00:05:01,470 --> 00:05:06,150 +طول ال connecting rod على طول ال crank اللي هي L + +55 +00:05:06,150 --> 00:05:07,870 +على R اللي هي عياش N + +56 +00:05:14,380 --> 00:05:17,120 +الآن هنقيس ال displacement ال reference بتاعنا + +57 +00:05:17,120 --> 00:05:27,780 +المرجع، المرجع + +58 +00:05:27,780 --> 00:05:32,160 +هذا ال reference بتاعنا، المرجع + +59 +00:05:32,160 --> 00:05:37,900 +بتاعنا اللي هو إيش؟ ال- inner dead center أو ال- top + +60 +00:05:37,900 --> 00:05:42,840 +dead center لأن we measure displacement of the + +61 +00:05:42,840 --> 00:05:48,540 +piston بالنسبة لهذا ال reference، طبعا المسافة هذه + +62 +00:05:48,540 --> 00:05:53,260 +هتكون هسميها x + +63 +00:05:53,260 --> 00:05:58,180 +ال- + +64 +00:05:58,180 --> 00:06:04,420 +x هتكون المسافة + +65 +00:06:04,420 --> 00:06:15,170 +هذه كلها ناقص المسافة هذه، صح؟ هتكون O P prime minus + +66 +00:06:15,170 --> 00:06:25,810 +O minus O P، طيب ال- O P prime هيبقى + +67 +00:06:25,810 --> 00:06:34,770 +طول r زائد، ال- minus + +68 +00:06:34,770 --> 00:06:41,310 +ال- O P ممكن أجزيءها لجزء إيه؟ أنا آخد أعمل عندي + +69 +00:06:41,310 --> 00:06:53,110 +العمودي، نقطة ده اسميها Q، O P عبارة عن O Q زائد + +70 +00:06:53,110 --> 00:06:58,390 +Q P زائد + +71 +00:06:58,390 --> 00:07:02,490 +Q P، يعني هيكون عندي R + +72 +00:07:06,850 --> 00:07:19,110 +R زائد ال- minus O Q، إذا أخذت المثلث O Q R هذا زائد + +73 +00:07:19,110 --> 00:07:26,950 +ثيتا نعم، R cosine theta، هذا هتكون O Q R + +74 +00:07:26,950 --> 00:07:38,650 +cosine theta زائد ال- Q P هي Q P لو أخدت المثلث P Q C P Q + +75 +00:07:38,650 --> 00:07:45,910 +هزاوة هسميها فاي هتكون + +76 +00:07:45,910 --> 00:07:50,870 +سواء ال .. + +77 +00:07:50,870 --> 00:07:57,730 +أنا هاخد ال R s لحال و ال L لحال هتكون عندي R في + +78 +00:07:57,730 --> 00:08:11,400 +واحد ناقص cos θ زائد L في واحد ناقص cosine فاي، لو + +79 +00:08:11,400 --> 00:08:23,140 +أخذت R طلعتها على المشترك هتكون + +80 +00:08:23,140 --> 00:08:30,180 +واحد ناقص cosine of theta زائد N + +81 +00:08:33,130 --> 00:08:38,450 +في واحد اللي هي N على R N على R اللي هي إيش؟ N في + +82 +00:08:38,450 --> 00:08:44,810 +واحد ناقص cosine فاي، طيب السؤال هل في علاقة بين + +83 +00:08:44,810 --> 00:08:51,130 +theta و phi؟ ممكن + +84 +00:08:51,130 --> 00:08:56,670 +نجيب علاقة بين theta و phi، ممكن sign low، sign low + +85 +00:08:56,670 --> 00:09:07,000 +طيب يعني لحظوا ال C Q مشتركة بين المثلث C Q O والمثلث + +86 +00:09:07,000 --> 00:09:14,820 +C Q P يعني ممكن أعبرها، أعبر عن C Q في الدراسة لمثلث + +87 +00:09:14,820 --> 00:09:21,220 +C Q O أو أعبر عنها بدلالة المثلث C Q P، طيب C Q إيش + +88 +00:09:21,220 --> 00:09:26,860 +الساوي C Q؟ + +89 +00:09:26,860 --> 00:09:32,160 +إيش الساوي؟ بالساوية R Sine Theta، R Sine Theta و + +90 +00:09:32,160 --> 00:09:40,420 +برضه في الساوي R Sine Theta L Sine Theta L Sine + +91 +00:09:40,420 --> 00:09:42,220 +Theta L Sine Theta L Sine Theta L Sine Theta L + +92 +00:09:42,220 --> 00:09:44,360 +Sine Theta L Sine Theta L Sine Theta Sine Theta + +93 +00:09:44,360 --> 00:09:48,440 +Sine Theta Sine Theta Sine Theta Sine Theta Sine + +94 +00:09:48,440 --> 00:09:51,980 +Theta Sine Theta Sine Theta Sine Theta Sine Theta + +95 +00:09:51,980 --> 00:09:55,040 +Sine Theta Sine Theta Sine Theta Sine Theta Sine + +96 +00:09:55,040 --> 00:09:56,120 +Theta Sine Theta Sine Theta Sine Theta Sine Theta + +97 +00:09:56,120 --> 00:10:04,580 +Sine Theta Sine على N، في حد اللي بيحكي بدّي ال- + +98 +00:10:04,580 --> 00:10:09,640 +cosine طب إيش يساوي؟ ما + +99 +00:10:09,640 --> 00:10:13,340 +هو ال sine تربيع زائد ال cosine تربيع بيساوي واحد، صح؟ + +100 +00:10:13,340 --> 00:10:20,660 +أو لو حبيت أرسم ثلاثي، بحكي + +101 +00:10:20,660 --> 00:10:26,260 +هاي ال- فاي، ال sine لها بيساوي هاي ال sine ثيتا + +102 +00:10:29,300 --> 00:10:36,280 +مش هذا اللي نحكي المقابل وهذا الوتر على N، معناته + +103 +00:10:36,280 --> 00:10:42,360 +هذا هيكون الجذر تربيع لإيش؟ N تربيع ناقص sin تربيع + +104 +00:10:42,360 --> 00:10:49,140 +ثيتا، لحظة ال N dimension less، فش الوحدة لأنه هو يقارن ال- + +105 +00:10:49,140 --> 00:10:54,840 +ratio L على R، معناته ال cosine فاي، ال cosine فاي + +106 +00:10:57,600 --> 00:11:01,880 +يعني بحكي يساوي جذر التربيع لواحد ناقص sign تربيع + +107 +00:11:01,880 --> 00:11:10,080 +فا أو من هذه بحكي مجاور على وتر يعني لو استخدمت + +108 +00:11:10,080 --> 00:11:14,920 +هذه أو هذه بتطلع نفس الشيء هي هي هي هي الجذر + +109 +00:11:14,920 --> 00:11:20,780 +التربيع لواحد + +110 +00:11:20,780 --> 00:11:29,320 +ناقص sign تربيع تتا على N تربيع، أو مباشرة نحكي اللي + +111 +00:11:29,320 --> 00:11:33,760 +هو N تربيع ناقص sin تربيع تتا على N، N داخلة تحت + +112 +00:11:33,760 --> 00:11:37,680 +الجذر بيصير N على N تربيع يعني واحد ناقص sin + +113 +00:11:37,680 --> 00:11:42,300 +تربيع تتا على N يعني نفس الشيء، معناته أنا عرفت ال- + +114 +00:11:42,300 --> 00:11:51,000 +cosine فاي، معناته ال X هتكون + +115 +00:11:51,000 --> 00:11:51,480 +تساوي + +116 +00:11:56,680 --> 00:12:09,540 +في واحد ناقص cosine theta زائد L في + +117 +00:12:09,540 --> 00:12:18,740 +واحد ناقص cosine في، واحد ناقص الجذر التربيعي + +118 +00:12:18,740 --> 00:12:27,560 +لواحد ناقص sine تربيعي theta على N تربيع، أو بخلي + +119 +00:12:27,560 --> 00:12:30,360 +Phi زي ما هي و ما أنا .. ما أنا عارف إيش علاقة Phi + +120 +00:12:30,360 --> 00:12:35,200 +مع الـ Theta صح؟ يعني بخلي المعادلة هي هذه نفسها و + +121 +00:12:35,200 --> 00:12:40,240 +أنا عارف Phi as a function of Theta لأن هذه هي + +122 +00:12:40,240 --> 00:12:46,220 +المعادلة اللي احنا عايشين أوصلنا لها لأن + +123 +00:12:46,220 --> 00:12:49,700 +X تساوي R في واحد ناقص cosine Theta زي ال N في + +124 +00:12:49,700 --> 00:12:53,940 +واحد ناقص cosine Phi، الآن + +125 +00:12:55,200 --> 00:13:02,760 +بعدين أوجدنا علاقة بين فاى وثيتا أنه احنا حكينا أنه + +126 +00:13:02,760 --> 00:13:13,860 +cosine فاى بيصير cosine ثيتا على n صح؟ و + +127 +00:13:13,860 --> 00:13:17,700 +بعدين cosine فاى اللي احنا، هاي العلاقة بيساوي واحد ناقص + +128 +00:13:17,700 --> 00:13:22,900 +ال sine تربيع ثيتا على n تربيع، عشان + +129 +00:13:22,900 --> 00:13:24,400 +أعمل + +130 +00:13:28,330 --> 00:13:30,310 +في الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة + +131 +00:13:30,310 --> 00:13:35,310 +الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة + +132 +00:13:35,310 --> 00:13:35,750 +الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة + +133 +00:13:35,750 --> 00:13:36,310 +الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة + +134 +00:13:36,310 --> 00:13:43,850 +الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة + +135 +00:13:43,850 --> 00:13:48,140 +الوثيقة، الوثيقة، الوثيقة، الوثيقة، الوثيقة باستخدام + +136 +00:13:48,140 --> 00:13:51,920 +اللي هو ال Taylor expansion في McLaurin expansion + +137 +00:13:51,920 --> 00:13:54,680 +في Taylor expansion في .. في كذا نوع من ال + +138 +00:13:54,680 --> 00:14:00,220 +expansion، الأكثر شهرة المكلورين و ال Taylor series + +139 +00:14:00,220 --> 00:14:05,880 +ال Taylor series expansion اللي بيساوي اللي هو ال + +140 +00:14:05,880 --> 00:14:09,420 +function at some point a، عادة بياخدوها zero ال a + +141 +00:14:32,850 --> 00:14:37,560 +الـ a ممكن تعتبرها zero أو أي نقطة، هذا هو tail + +142 +00:14:37,560 --> 00:14:41,900 +expansion، باستخدام tail expansion this function + +143 +00:14:41,900 --> 00:14:48,180 +cos φ يعني ال dependent variable هو فاي وال + +144 +00:14:48,180 --> 00:14:54,880 +independent variable هو يا شي ثيتا، ممكن نعمل expand ال cos + +145 +00:14:54,880 --> 00:14:58,100 +فاي as a tail expansion، once I expand + +146 +00:15:02,950 --> 00:15:07,310 +هتكون واحد يعني .. خليني أشوف الواحد كيف طلعت + +147 +00:15:07,310 --> 00:15:18,910 +عندي zero F of zero مظبوط؟ حط هذه theta zero راحت + +148 +00:15:18,910 --> 00:15:25,590 +يعني هذه أول term واحد ناقص + +149 +00:15:27,680 --> 00:15:38,000 +فاي برايم، فاي برايم and then دي cosine في بيساوي + +150 +00:15:38,000 --> 00:15:43,860 +الجذر التربيعي أو نحكي واحد ناقص sin تربيع theta + +151 +00:15:43,860 --> 00:15:50,060 +على n تربيع، اصنص بيدي + +152 +00:15:50,060 --> 00:15:55,800 +اشتقاق الطرفين بالنسبة لده ل theta هتكون سالب + +153 +00:15:58,870 --> 00:16:12,810 +سين فاي في دي فاي by دي ثيتا، بصورة نص في واحد + +154 +00:16:12,810 --> 00:16:17,950 +ناقص sin تربيع ثيتا + +155 +00:16:17,950 --> 00:16:21,890 +أو ممكن اسميها هذه عشان أختصر الحالة ما أخش + +156 +00:16:21,890 --> 00:16:26,970 +بالتفصيل هذه كوسين فاي، خليها اسميها Y + +157 +00:16:30,390 --> 00:16:34,450 +أنا I want to approximate dy ببدأ approximate + +158 +00:16:34,450 --> 00:16:39,510 +cosine of five، يعني هي ال function y بسعر واحد + +159 +00:16:39,510 --> 00:16:48,370 +ناقص sin تربيع ثيتا على n تربيع اصنص، يعني دي وي + +160 +00:16:48,370 --> 00:16:58,050 +بـ دي ثيتا، اللي مش تبقى الأولى دي وي بـ دي ثيتا ثم نص + +161 +00:17:01,740 --> 00:17:09,800 +في واحد ناقص sin تربيع ثيتا على N تربيع، أقصد ما + +162 +00:17:09,800 --> 00:17:17,720 +أقصد نص في مشتقة اللي جوا هتكون سالب اتنين sin + +163 +00:17:17,720 --> 00:17:25,960 +theta cosine theta على N تربيع + +164 +00:17:31,440 --> 00:17:37,520 +الآن بدي أحسنه وهتسميه f prime، بدي أحسن ال f + +165 +00:17:37,520 --> 00:17:52,660 +prime عند zero ال f + +166 +00:17:52,660 --> 00:17:54,220 +prime عند theta + +167 +00:17:57,470 --> 00:18:03,250 +هذا هتكون إيش؟ صفر، هتكون واحد فيه، هذا إيش هتكون؟ + +168 +00:18:03,250 --> 00:18:12,190 +هتكون إيش؟ صفر، هتكون صفر، بدك تحسب ال F double + +169 +00:18:12,190 --> 00:18:16,450 +prime، لحظة في ال .. ال .. ال .. في ال function + +170 +00:18:16,450 --> 00:18:21,530 +هذا أول term بيكون on، التاني صفر، التالت موجود، + +171 +00:18:21,530 --> 00:18:25,290 +الرابع صفر، واحد كذا، هيك اللي هيصير، بيبين واضح + +172 +00:18:25,290 --> 00:18:30,700 +إن هيك اللي هيصير، هيصير عندي هين أول واحد كان ظاهر + +173 +00:18:30,700 --> 00:18:35,520 +والدليل كيف هتعرف إن أول واحد اللي ظاهر هذا هذا + +174 +00:18:35,520 --> 00:18:41,780 +صفر لأن هو اتنين factorial، اتنين factorial، التالت + +175 +00:18:41,780 --> 00:18:46,960 +على الأغلب هيسفر، هيخش + +176 +00:18:46,960 --> 00:18:50,840 +على إيش؟ على الرابع، على الرابع بس at least احنا + +177 +00:18:50,840 --> 00:18:56,410 +اتأكدنا إن الشيء صح، عملنا check بسيط، عملنا + +178 +00:18:56,410 --> 00:18:59,050 +expansion cosine five بيساوي واحد ناقص نص cosine + +179 +00:18:5 + +201 +00:20:43,090 --> 00:20:47,790 +هي اللي بيعرفها الكمبيوتر، binary system ففي الآخر + +202 +00:20:47,790 --> 00:20:54,990 +لازم أعبر عنه بطريقة إنّها تسهلت التنفيذ بحيث ال + +203 +00:20:54,990 --> 00:20:57,610 +machine تفهمها، اللي هي الـ machine الـ computer + +204 +00:21:02,470 --> 00:21:06,690 +فعشانك كل الـ computer system مبني على الـ expansion + +205 +00:21:06,690 --> 00:21:13,810 +لازم تـ expand الـ functions عشانك مثلًا ممكن تعمل + +206 +00:21:13,810 --> 00:21:18,200 +حسبة على حسبة معينة تطلع لك جواب مثلًا تلاتة point + +207 +00:21:18,200 --> 00:21:22,380 +تسعة خمسة سبعة ستة واحد مثلًا حل نفس الحسبة على + +208 +00:21:22,380 --> 00:21:27,360 +machine ثانية عندك مثلًا تكون sixty four bits يعني + +209 +00:21:27,360 --> 00:21:31,600 +في عدد الـ bits بالعبادور كويس وعدد الـ terms لما + +210 +00:21:31,600 --> 00:21:34,660 +نعمل expansion هل هو أخد مثلًا أول تلاتة term ولا + +211 +00:21:34,660 --> 00:21:37,960 +أول خمسة term ولا أول عشر كل ما زوّد الـ terms كل + +212 +00:21:37,960 --> 00:21:41,520 +ما نطلع ندق قياسها أكثر بس بدها computation effort + +213 +00:21:42,380 --> 00:21:46,320 +أكبر على الكمبيوتر وبدها memory أكثر وبدها أكثر + +214 +00:21:46,320 --> 00:21:51,400 +كل ما زادت طبعًا الـ word في الكمبيوتر يعني تمانية + +215 +00:21:51,400 --> 00:21:55,840 +bit أربعة bit مختلفة عن تمانية مختلفة عن ستاشر + +216 +00:21:55,840 --> 00:21:58,720 +مختلفة عن أربع وست كل ما ازوّد الـ bits كل ما أنا + +217 +00:21:58,720 --> 00:22:04,280 +بستوعب أرقام أكثر أو places أكثر فهي فايدة إيش الـ + +218 +00:22:04,280 --> 00:22:04,940 +expansion + +219 +00:22:09,730 --> 00:22:14,790 +إنّه بقى هرجع الـ function لشكله البداية اللي هي + +220 +00:22:14,790 --> 00:22:21,790 +عملية جمع وطرح طيب هدي على الجانب طبعًا أنا روحت + +221 +00:22:21,790 --> 00:22:31,350 +رجعًا احنا حكينا الـ X هيها الـ X الساوي R في واحد + +222 +00:22:31,350 --> 00:22:36,590 +minus cosine of theta زائد واحد + +223 +00:22:38,620 --> 00:22:51,300 +1-cos zn فى 1-cos φ صح بعدين حكيت 1-cos φ من + +224 +00:22:51,300 --> 00:23:03,400 +تبلغ 1-cos φ بتساوي sin square θ على 2n + +225 +00:23:03,400 --> 00:23:11,720 +تربيع فهتحول هتصبح R في 1-cos θ زائد إن في sin + +226 +00:23:11,720 --> 00:23:21,720 +square θ على اثنين n تربيع يـ Simplify بيصير + +227 +00:23:21,720 --> 00:23:25,920 +X بالشكل اللي طُرح إن مع إن بيصير الـ X الساوي R في + +228 +00:23:25,920 --> 00:23:28,480 +واحد نقطة sin θ زي sin square θ على اثنين + +229 +00:23:28,480 --> 00:23:30,860 +n هو طبعًا عمل approximation هذا ليش لأن وينك + +230 +00:23:30,860 --> 00:23:35,560 +حستقلو إن الجذر التربيعي يشتق حيصير عندك أس ناقص نص + +231 +00:23:35,560 --> 00:23:39,560 +حيصير عندك في إشي بسط وفي إشي مقام والمقام + +232 +00:23:39,560 --> 00:23:44,540 +القصدي عايش نص بغلب لما يشتق مرة حيصير معادلة + +233 +00:23:44,540 --> 00:23:47,220 +كبيرة كثير لما يشتق مرة ثانية عشان يقولك سيبقى + +234 +00:23:47,220 --> 00:23:50,280 +حيصير معادلة مُعقّدة أكثر فهو عشانك عمل الـ + +235 +00:23:50,280 --> 00:23:54,100 +approximation من الأول حكى إنّ X تقريبًا بالسواء + +236 +00:23:54,100 --> 00:23:56,520 +أعرف واحد minus cosine of θ زي Sine square of + +237 +00:23:56,520 --> 00:24:02,860 +θ على الـ n هحسب السرعة بتاعة البستون الـ V بتاعة + +238 +00:24:02,860 --> 00:24:09,020 +البستون DX على DX على DX على DX على DX على DX على + +239 +00:24:09,020 --> 00:24:09,200 +DX + +240 +00:24:15,890 --> 00:24:20,030 +على DT يعني أنا في الأول هحصل DX وبعدين θ هاي + +241 +00:24:20,030 --> 00:24:25,130 +الـ X مشتقتها هاي R مشتقتها الـ واحد إيش صفر مظبوط + +242 +00:24:25,130 --> 00:24:28,390 +مشتقتها الـ cosine ناقص sine ناقص ناقص زائد + +243 +00:24:28,390 --> 00:24:34,690 +sine θ زائد واحد على اثنين n مشتقتها الـ + +244 +00:24:34,690 --> 00:24:37,370 +cosine اثنين sine θ cosine θ فاثنين sine + +245 +00:24:37,370 --> 00:24:41,510 +θ cosine θ بتختصر الاثنين مع الاثنين أو + +246 +00:24:41,510 --> 00:24:43,430 +نحكي اثنين sine θ cosine θ عبارة عن sine + +247 +00:24:43,430 --> 00:24:47,480 +two θ صح؟ هيصير R في Sine θ زي Sine Two + +248 +00:24:47,480 --> 00:24:52,160 +θ على اثنين n والـ D θ بقى DT اللي هي إيش + +249 +00:24:52,160 --> 00:24:55,920 +الـ Angle Velocity للكرانك السرعة الزاوية للكرانك + +250 +00:24:55,920 --> 00:25:00,120 +نفسها فهيصير إن كل V بتاعة الـ piston DX بقى D + +251 +00:25:00,120 --> 00:25:04,580 +θ فـ D θ بقى DT اللي هي Omega فهيصير إن الـ + +252 +00:25:04,580 --> 00:25:07,300 +Velocity ستكون Omega R في Sine θ زي Sine Two + +253 +00:25:07,300 --> 00:25:14,620 +θ على اثنين n عشان أحسب الـ acceleration بدي + +254 +00:25:14,620 --> 00:25:20,700 +أشتق السرعة اللي هو عندي الـ a هتكون سوى dv by dt + +255 +00:25:20,700 --> 00:25:28,040 +بيساوى dv chain rule by d θ في d θ by dt + +256 +00:25:28,040 --> 00:25:35,660 +يعني هتشتغل Omega dv by d θ يعني هتشتغل هشتغل + +257 +00:25:35,660 --> 00:25:42,240 +الـ v هدي هشتغلها الـ v بالنسبة للثتا + +258 +00:25:44,360 --> 00:25:54,320 +هذا سيكون cosine θ هذا هتكون اثنين cosine θ + +259 +00:25:54,320 --> 00:26:00,180 +على + +260 +00:26:00,180 --> 00:26:06,100 +اثنين اثنين مع اثنين بتصفر Dv by Dθ لـ Cos θ زي Cos + +261 +00:26:06,100 --> 00:26:11,880 +2θ على N معناته الـ A بيستوى اللي هي Omega في Dv by + +262 +00:26:11,880 --> 00:26:16,680 +Dθ تطلع Omega Square R Cos θ زي Cos 2θ على N + +263 +00:26:16,680 --> 00:26:23,040 +معناته أنا so far عرفت الـ displacement X بتاع الـ + +264 +00:26:23,040 --> 00:26:27,830 +piston وعرفتِ الـ velocity وعرفتي الـ acceleration + +265 +00:26:27,830 --> 00:26:32,070 +لكن ذكر أنا الـ displacement already approximated + +266 +00:26:32,070 --> 00:26:36,190 +يعني it's approximate صح وبالتالي الاشتقاق بتاعي + +267 +00:26:36,190 --> 00:26:42,270 +هيكون برضه منعتش عن اشتقاق عن اشتقاق function اللي + +268 +00:26:42,270 --> 00:26:44,870 +هو approximate function والـ acceleration هتكون + +269 +00:26:44,870 --> 00:26:52,070 +برضه مش هتكون perfect مية في المية لأ + +270 +00:26:52,070 --> 00:26:59,510 +ما حكيتش زيّك أنا حكيت لها تقريبًا مش ضروري قلّ أو + +271 +00:26:59,510 --> 00:27:08,950 +الزلّ اه مش ضروري قلّ أو الزلّ لأ هذا إشي ثاني بدك + +272 +00:27:08,950 --> 00:27:12,930 +تفحصه عشان تفحصه بدك تفكرين المعادلة تحت الجذر + +273 +00:27:12,930 --> 00:27:16,190 +التربيعي بتاعة الـ measurement وتحط مثلًا عندي + +274 +00:27:16,190 --> 00:27:19,790 +error في كاد الـ precision error مش عارف كيف فهذا + +275 +00:27:19,790 --> 00:27:24,710 +الـ error يعني تقريبًا error مش نتيجة measurement هل + +276 +00:27:24,710 --> 00:27:32,110 +error هدا ناش قياس؟ لأ هيكون error نتيجة فرضية معينة + +277 +00:27:32,110 --> 00:27:36,650 +وبالتالي error تقريبًا هعمل ليه زي offset error مش + +278 +00:27:36,650 --> 00:27:38,710 +random it is not random error + +279 +00:27:45,240 --> 00:27:51,540 +الآن أنا درست so far الـ + +280 +00:27:51,540 --> 00:27:54,920 +piston هأدرس الـ connecting rod احنا حكينا في علاقة + +281 +00:27:54,920 --> 00:28:01,900 +بين الـ .. احنا حكينا L Sin φ بيستو + +282 +00:28:01,900 --> 00:28:12,220 +R Sin θ حكينا Sin φ بيستو Sin θ على N لو + +283 +00:28:12,220 --> 00:28:17,160 +اشتقيت الطرفين بالنسبة للزمن اشتقاق الـ φ هيكون + +284 +00:28:17,160 --> 00:28:28,440 +Cos φ D φ by DT بتساوي Cos θ على N D θ + +285 +00:28:28,440 --> 00:28:30,240 +by DT + +286 +00:28:35,120 --> 00:28:38,940 +تمثل تغيير زاوية ميلان الـ connecting rod يعني تمثل + +287 +00:28:38,940 --> 00:28:42,240 +سرعة زاوية الـ connecting rod هي نهجها هتكون Omega + +288 +00:28:42,240 --> 00:28:48,500 +الـ connecting rod في Cos φ بالساوية .. دي θتر و + +289 +00:28:48,500 --> 00:28:55,380 +دي تي اللي هي Omega Omega على N Cos θ + +290 +00:28:59,910 --> 00:29:03,290 +وبالتالي تطلع عند الـ omega connecting rod بساوية + +291 +00:29:03,290 --> 00:29:09,510 +omega على n cos θ على n cos φ اللي هي هذه المعادلة + +292 +00:29:09,510 --> 00:29:14,930 +واحدة حاجة إنّ الـ cosine في بساوية جزء التربيعي + +293 +00:29:14,930 --> 00:29:18,570 +لواحد ناقص sin تربيع φ اللي هي واحد ناقص sin + +294 +00:29:18,570 --> 00:29:20,770 +تربيع θ على n تربيع أص نص + +295 +00:29:23,870 --> 00:29:27,370 +بعوض عن cos φ بيصير معادلة للـ omega بتاعة الـ + +296 +00:29:27,370 --> 00:29:30,370 +connecting rod omega بيستخدم omega cos θ على n + +297 +00:29:30,370 --> 00:29:35,190 +تربيع ناقص sin تربيع θ أص نص اللي كان علاقة هذه + +298 +00:29:35,190 --> 00:29:41,570 +exact relation ولا approximate relation وماعملتشها + +299 +00:29:41,570 --> 00:29:43,890 +approximation يعني أنا حكيت لك هي الـ sin فـ بيستخدم + +300 +00:29:43,890 --> 00:29:46,370 +أو الـ sin θ ما عملتش هي approximation لحد اللحظة + +301 +00:29:46,370 --> 00:29:49,110 +وعوّضت عن cos φ زي ما هي + +302 +00:30:12,240 --> 00:30:19,660 +لأ ممكن أعمل approximation إنّ الآن عادة بتكون في + +303 +00:30:19,660 --> 00:30:24,980 +الـ range بين الأربعة والستة يعني لو حكيت خمسة + +304 +00:30:24,980 --> 00:30:32,240 +الخمسة يعني الها تفاصيل دائمًا هي؟ لأ مش دائمًا طبعًا + +305 +00:30:32,240 --> 00:30:36,520 +مش دائمًا مش دائمًا لأ بس كـ ratio تروح تفحص كل الـ + +306 +00:30:36,520 --> 00:30:39,680 +industry معمولة بتكون في الـ range هذا بس مش دائمًا + +307 +00:30:44,660 --> 00:30:52,260 +الآن لو كانت خمسة وخمسة هيكون ربعها خمسة وعشرين الـ + +308 +00:30:52,260 --> 00:30:56,920 +sign كبير هيش هتكون واحد جيب لي جذر الأربعة وعشرين + +309 +00:30:56,920 --> 00:31:00,720 +جذر الأربعة وعشرين كم؟ خمسة جيب لي جذر الأربعة و + +310 +00:31:00,720 --> 00:31:04,300 +عشرين كم؟ أربعة وخمسين جيبها حسبها عشان تشوفها + +311 +00:31:04,300 --> 00:31:10,020 +على الطبيعة جذر الخمسة والخمسة والعشرين بسواء إيش + +312 +00:31:10,020 --> 00:31:16,560 +خمسة أربعة بوينت ثمانية تسعة تسعة جذر الأربعة كم + +313 +00:31:16,560 --> 00:31:21,640 +أربعة بوينت ثمانية تسعة تسعة يعني الـ difference + +314 +00:31:21,640 --> 00:31:27,520 +كم zero point one one يعني اقسم لأربعة بوينت + +315 +00:31:27,520 --> 00:31:30,360 +ثمانية تسعة تسعة ناقص خمسة على خمسة واضربها في مية + +316 +00:31:30,360 --> 00:31:35,100 +ناقص + +317 +00:31:35,100 --> 00:31:40,600 +خمسة على خمسة النتيجة واضربها في مية يعني تطلع + +318 +00:31:40,600 --> 00:31:49,000 +absolute value بالمية اثنين بالمية اثنين بالمية + +319 +00:31:49,000 --> 00:31:52,720 +اثنين + +320 +00:31:52,720 --> 00:31:54,700 +بالمية اثنين بالمية اثنين بالمية اثنين بالمية + +321 +00:31:54,700 --> 00:31:54,760 +اثنين بالمية اثنين بالمية اثنين بالمية اثنين + +322 +00:31:54,760 --> 00:31:54,800 +بالمية اثنين بالمية اثنين بالمية اثنين بالمية + +323 +00:31:54,800 --> 00:31:56,760 +اثنين بالمية اثنين بالمية اثنين بالمية اثنين + +324 +00:31:56,760 --> 00:31:58,720 +بالمية اثنين بالمية اثنين بالمية اثنين بالمية + +325 +00:31:58,720 --> 00:32:00,460 +اثنين بالمية اثنين بالمية اثنين بالمية اثنين + +326 +00:32:00,460 --> 00:32:10,540 +بالمية اثن + +327 +00:32:17,150 --> 00:32:25,950 +الآن هأعمل approximation بعدين هأجيب الـ angle + +328 +00:32:25,950 --> 00:32:27,710 +acceleration لـ الـ connecting rod بعدين هأعمل الـ + +329 +00:32:27,710 --> 00:32:33,470 +approximation لما عملت الـ expansion يعني عملت + +330 +00:32:33,470 --> 00:32:38,230 +approximation وبعدين عملت differentiation الـ + +331 +00:32:38,230 --> 00:32:42,590 +approximation صار mathematical function بيصير كلام + +332 +00:32:42,590 --> 00:32:46,270 +هذا لكن الـ approximation هي صارت نتيجة إيش؟ + +333 +00:32:48,100 --> 00:32:56,120 +judgment قرار من شخص إنّ والله الـ N أكبر بكثير بسّ + +334 +00:32:56,120 --> 00:33:01,460 +الـ function اللي ما عبرتش عنها فبنفعش + +335 +00:33:01,460 --> 00:33:05,800 +أحكي بالله بيستوى W Omega بيستوى W كتير كتير على N + +336 +00:33:05,800 --> 00:33:10,650 +وأبدأ أشتق أجيب الـ acceleration انتبهوا واضح شو + +337 +00:33:10,650 --> 00:33:14,410 +سوّيته أنا؟ في الأول لما أنا عملت الـ 1 minus .. الـ + +338 +00:33:14,410 --> 00:33:17,710 +1 minus cosine of φ الـ cosine of φ أنا عملت + +339 +00:33:17,710 --> 00:33:20,050 +لها Taylor expansion بعدين جبت 1 minus cosine of + +340 +00:33:20,050 --> 00:33:25,690 +φ أنا عبّرت تعبير رياضي مش عارف كيف باستخدام + +341 +00:33:25,690 --> 00:33:31,750 +Taylor expansion بعدين اشتقّيت جبت إيه؟ الـ .. الـ + +342 +00:33:31,750 --> 00:33:35,940 +velocity وجبت الـ acceleration هي كان صحفي الحالة + +343 +00:33:35,940 --> 00:33:39,540 +الثانية أنا حكيت لأن تربيع أكبر تيمسون تربيع فيها + +344 +00:33:39,540 --> 00:33:44,780 +دي تقريبًا سوى تربيع بينفعش أعمل كلامها ده وأشتقّ + +345 +00:33:44,780 --> 00:33:51,440 +لأنّ هذا is not a mathematical expression هي عبارة + +346 +00:33:51,440 --> 00:33:57,740 +عن قرار للمصمم أو اللي بيحسب عمل assumption فرق + +347 +00:33:57,740 --> 00:34:01,880 +فأنا بشتقّها في الأول بعدين بعمل approximations + +348 +00:34:01,880 --> 00:34:06,020 +يعني أنا بحسب الـ alpha لـ الـ connecting rod اللي + +349 +00:34:06,020 --> 00:34:12,080 +هي d omega by dt وبشتقّها دي فبيصير الـ acceleration + +350 +00:34:12,080 --> 00:34:14,660 +لـ الـ connecting rod اللي هي هذه المعادلة ناقص + +351 +00:34:14,660 --> 00:34:18,980 +omega sin θ في n تربيع ناقص واحد على n تربيع + +352 +00:34:18,980 --> 00:34:21,840 +ناقص sin تربيع θ خليني مثلًا أكتب معادلة لتعة + +353 +00:34:21,840 --> 00:34:26,430 +omega omega لتعة الـ connecting rod للكنكتنج رود + +354 +00:34:26,430 --> 00:34:34,110 +بالصورة omega cos θ على n تربيع ناقص sin تربيع + +355 +00:34:34,110 --> 00:34:40,910 +θ أص نص والالفة بتاعة الكنكتنج رود بتساوي + +356 +00:34:42,370 --> 00:34:49,830 +اللي هي ناقص omega sine θ في ان تربيع ناقص + +357 +00:34:49,830 --> 00:34:57,610 +واحد على ان تربيع ناقص sine تربيع θ أُس تلاتة + +358 +00:34:57,610 --> 00:35:04,730 +على اثنين الآن ببدأ أعمل approximations لأنّ صارت + +359 +00:35:04,730 --> 00:35:09,130 +الاشتقاقات بناء على mathematical expressions صحيحة + +360 +00:35:11,270 --> 00:35:21,050 +الآن n تربيع أكبر بكثير من sin تربيع والآن n تربيع + +361 +00:35:21,050 --> 00:35:24,150 +أكثر بكثير من الواحد يعني لو كانت خمسة وخمسة وعشان + +362 +00:35:24,150 --> 00:35:29,350 +أكبر بكثير من الواحد والـ n تربيع أكبر بكثير من + +363 +00:35:29,350 --> 00:35:32,550 +الواحد معناة الـ omega بتاعة الـ connecting rod + +364 +00:35:32,550 --> 00:35:42,980 +بيصير تقريبًا omega cosine θ على N والألفة بتاعة + +365 +00:35:42,980 --> 00:35:51,000 +الـ connecting rod هتساوي ناقص omega sin θ في + +366 +00:35:51,000 --> 00:36:00,480 +N تربيع اللي هي هذه على N تربيع أُس تلاتة على اثنين + +367 +00:36:00,480 --> 00:36:04,900 +صح يعني هتسير + +368 +00:36:07,070 --> 00:36:14,110 +أنت كيف .. لا فيش غلط عنده إيش + +369 +00:36:14,110 --> 00:36:19,510 +الغلط عنده هنا اه لسه أنا ما عملتش أكيد دي omega by + +370 +00:36:19,510 --> 00:36:26,650 +دي θ أيوة فعندي الـ φ بيصير اللي هي ناقص لأ + +371 +00:36:26,650 --> 00:36:30,790 +صحيح بيصير omega square عندكِ omega square بتكون + +372 +00:36:30,790 --> 00:36:35,810 +الـ omega بتستوي omega cosine θ على n والألف بيستوي + +373 +00:36:35,810 --> 00:36:39,650 +ناقص omega square sin θ ناقص omega square + +374 +00:36:39,650 --> 00:36:48,910 +sin θ على n طبعًا هو + +375 +00:36:48,910 --> 00:36:56,850 +أنت الكتاب بالصح يا ميلا إذا هي هيك أو هيك هذه + +376 +00:36:56,850 --> 00:36:57,470 + +401 +00:39:26,740 --> 00:39:28,640 +المعادل؟ هذا المعادل؟ هذا المعادل؟ كل واحد له + +402 +00:39:28,640 --> 00:39:36,110 +معادله ممكن هذه approximated + +403 +00:39:36,110 --> 00:39:44,350 +by a Fourier series يعني هذا سميه F of X وهذه X F + +404 +00:39:44,350 --> 00:39:53,830 +of X بالساوية ال summation ل a n cosine θ n + +405 +00:39:55,690 --> 00:40:01,410 +زائد summation ل b n sin θ n و ال a n لها + +406 +00:40:01,410 --> 00:40:07,110 +معادلة انتجرال و b n لها معادلة فهذه + +407 +00:40:07,110 --> 00:40:09,990 +بيكون البرنامج مجموعة من ال functions يعني هاي + +408 +00:40:09,990 --> 00:40:14,030 +function هاي function لما تجمع مجموعة من ال cos و + +409 +00:40:14,030 --> 00:40:17,850 +ال sin مع بعض بتعطيني الشكل اللي بدي إياه لما أجمع + +410 +00:40:17,850 --> 00:40:23,070 +مجموعة من ال cos و sin كتير مع بعض شاف كده هو in + +411 +00:40:23,070 --> 00:40:27,670 +phase مثلا أول cos جاي زي هيك الثاني جاي زي هيك + +412 +00:40:27,670 --> 00:40:32,510 +الثاني جاي زي هيك بيعطيني بيجيب لي اللي هو ال + +413 +00:40:32,510 --> 00:40:34,430 +signal اللي بدي إياه بالظبط + +414 +00:40:40,560 --> 00:40:46,020 +أنا كورس زي هيك أنا بحب أعطي كورسات زي هيك بس ما فيش + +415 +00:40:46,020 --> 00:40:50,160 +مجال عندي في ال load طيب + +416 +00:40:50,160 --> 00:40:56,540 +if the crank and connecting rod are three hundred + +417 +00:40:56,540 --> 00:40:59,620 +millimeter and one thousand millimeter long + +418 +00:40:59,620 --> 00:41:03,500 +respectively ما أعطيه طول الكرانك وطول connecting + +419 +00:41:03,500 --> 00:41:09,830 +rod الكرانك أتهم طولها are بساوة تلاتمية ميلي متر + +420 +00:41:09,830 --> 00:41:19,250 +والألف بساوة ألف ميلي متر الكرانك + +421 +00:41:19,250 --> 00:41:24,350 +بيتغير بسرعة عشان 200 ربيام أوميجا بتاعة الكرانك + +422 +00:41:24,350 --> 00:41:29,630 +متين ربيام بدي أحولها ل radians per second متين في + +423 +00:41:29,630 --> 00:41:34,830 +اتنين باي على ستين متين في اتنين باي على ستين + +424 +00:41:49,140 --> 00:41:54,780 +تقريبا تقريبا عشان تعرف ال radians per second اقسم + +425 +00:41:54,780 --> 00:42:00,040 +على عشرة تقريبا يعني ألف و خمسمية rpm حوالي ال + +426 +00:42:00,040 --> 00:42:02,840 +radians per second تطلع حوالي مية و أربعة و خمسين + +427 +00:42:02,840 --> 00:42:03,140 +يمكن + +428 +00:42:09,900 --> 00:42:13,100 +1557 يعني تقريبا اقسم على عشرة بتاخد يعني إذا أنت + +429 +00:42:13,100 --> 00:42:17,140 +بتكون بعض الهنبلزا تعمل حسابات سريعة بتحكي والله + +430 +00:42:17,140 --> 00:42:21,540 +1500 على حوالي 150 radians per second تقريبا هذا + +431 +00:42:21,540 --> 00:42:25,860 +للحسابات السريعة فتقريبا اقسم على عشرة يعني في حدود + +432 +00:42:25,860 --> 00:42:34,320 +بتاخد بتحول من rpm ل radians per second طيب بدو ال + +433 +00:42:34,320 --> 00:42:39,340 +crank angle at which maximum velocity occur متى + +434 +00:42:39,340 --> 00:42:45,220 +بتكون ال velocity maximum؟ متى ال velocity بتكون + +435 +00:42:45,220 --> 00:42:49,980 +maximum؟ لو ال acceleration بتكون ساعة و صفر، + +436 +00:42:49,980 --> 00:42:53,200 +مظبوط؟ + +437 +00:42:53,200 --> 00:42:56,820 +ال + +438 +00:42:56,820 --> 00:43:01,160 +acceleration مش تمثل ال acceleration، ال slope ليه + +439 +00:43:01,160 --> 00:43:07,230 +ال velocity، صح؟ لو تكون maximum أو minimum بكل + +440 +00:43:07,230 --> 00:43:09,170 +stop إيش ساوي؟ صفر، يعني ال acceleration بتكون + +441 +00:43:09,170 --> 00:43:17,910 +ساوي؟ صفر، معناته ال V لل piston is max when .. + +442 +00:43:17,910 --> 00:43:25,010 +when A لل piston بيساوي صفر يعني + +443 +00:43:25,010 --> 00:43:36,350 +.. يعني هتكون صفربتساوي omega square R في cosine + +444 +00:43:36,350 --> 00:43:47,650 +θ زائد cosine two θ على N هذا هتروح يعني + +445 +00:43:47,650 --> 00:43:52,510 +أنا حاسس إن ده cosine θ زائد cosine two θ + +446 +00:43:52,510 --> 00:43:59,280 +على N بتساوي صفر طبعا ال N مش بيساوي على ال R يعني + +447 +00:43:59,280 --> 00:44:06,140 +ألف يعني عشر على تلاتة مظبوط يعني + +448 +00:44:06,140 --> 00:44:10,620 +تلاتة point تلاتة تلاتة قريبا + +449 +00:44:10,620 --> 00:44:18,220 +طيب + +450 +00:44:18,220 --> 00:44:23,580 +كيف + +451 +00:44:23,580 --> 00:44:24,520 +بنحل المعادلة هذه + +452 +00:44:29,000 --> 00:44:31,540 +بنحلها numerical solution اتواخدت numerical + +453 +00:44:31,540 --> 00:44:35,800 +methods فصلت + +454 +00:44:35,800 --> 00:44:39,640 +يعني في طرح كتير في هنا اللي هو ال interpolation + +455 +00:44:39,640 --> 00:44:44,360 +method في هنا نيوتن رافسين method في المذكرات في + +456 +00:44:44,360 --> 00:44:49,180 +هنا ال bisection method وفى trial and error method + +457 +00:44:49,180 --> 00:44:54,620 +trial and error يعني لما تتطلع على ال .. على ال + +458 +00:44:54,620 --> 00:44:55,020 +crank + +459 +00:45:03,150 --> 00:45:08,350 +السرعة ستكون صفر عندما يكون الكرانك على نفس + +460 +00:45:08,350 --> 00:45:12,010 +الاستقامة يعني عند صفر و مائة و تمانين ستكون ال + +461 +00:45:12,010 --> 00:45:16,830 +velocity زيرو معناته ستكون ال velocity maximum + +462 +00:45:21,260 --> 00:45:24,320 +بين الوضعية هذه و الوضعية هذه يعني هتكون تقريبا + +463 +00:45:24,320 --> 00:45:27,760 +عندي تسعين مش فالكونش تسعين هي عندي تسعين درجة + +464 +00:45:27,760 --> 00:45:32,440 +تقريبا قريب حوالي تسعين بتكون ال velocity is + +465 +00:45:32,440 --> 00:45:42,140 +maximum ف you solve it by trial + +466 +00:45:42,140 --> 00:45:44,140 +and error + +467 +00:45:47,130 --> 00:45:53,690 +استخدموا اللي هو أو استخدم اللي هو Math Solver + +468 +00:45:53,690 --> 00:46:01,450 +زي ال Math Lab أو + +469 +00:46:01,450 --> 00:46:07,630 +Mathematica مثلا أو + +470 +00:46:07,630 --> 00:46:12,190 +Mable أو + +471 +00:46:12,190 --> 00:46:14,270 +Math Cad فيه برنامج كتير + +472 +00:46:18,160 --> 00:46:23,360 +مثلا في الماتماتيكا في عندهم .. عندهم function + +473 +00:46:23,360 --> 00:46:29,700 +اسمه unsolve إذا حد نزله في الماتماتيكا بتحكي + +474 +00:46:29,700 --> 00:46:35,660 +unsolve يعني في solve و في unsolve ال unsolve يعني + +475 +00:46:35,660 --> 00:46:38,880 +numerical solution solve بلاطين exact solution + +476 +00:46:48,560 --> 00:46:53,740 +أنا بدي أحل المعادلة cosine θ زائد cosine two + +477 +00:46:53,740 --> 00:47:00,660 +θ على n اللي بكون أعطيه n سابقا ماشي بتساوي + +478 +00:47:00,660 --> 00:47:11,260 +zero I want to solve for θ بيعطيني θ once + +479 +00:47:11,260 --> 00:47:16,520 +I determine θ نعمبقى أنا مش ناسي ال math lab + +480 +00:47:16,520 --> 00:47:22,860 +بس في لها طريقة يعني يعني يعني مش بيشابه بعض تدور + +481 +00:47:22,860 --> 00:47:28,800 +إليها شوف ال math lab ال math lab كيف بيحلها أما + +482 +00:47:28,800 --> 00:47:34,820 +أنا ال math lab ناسي بصراحة ما في تفاصيله اقشع ال + +483 +00:47:34,820 --> 00:47:40,870 +hill بتاعة ال math lab احكيله اللي هو في عندك ممكن + +484 +00:47:40,870 --> 00:47:43,890 +finding roots طبعا في كمان اسمه find root برضه + +485 +00:47:43,890 --> 00:47:47,410 +بيحلها في كمان تاني في ال math find root ف finding + +486 +00:47:47,410 --> 00:47:50,570 +roots of non-linear equations في ال math lab + +487 +00:47:50,570 --> 00:47:57,430 +بيعطيلك بيحط لك كذا function في كذا function نصيحة + +488 +00:47:57,430 --> 00:48:01,670 +ال branch هتتعلم بشكل متدرج و متدحرج يعني أنت + +489 +00:48:01,670 --> 00:48:05,410 +اتعلم لما أنت تحتاج لشيء يحتاج إن شاء الله تحل + +490 +00:48:05,410 --> 00:48:08,150 +المعادلة شوف بتحلها ال math lab أو ال Mathematica + +491 +00:48:08,150 --> 00:48:12,880 +ونفذها يعني طبق الاحتياطيش شوية شوية شوية على مدار + +492 +00:48:12,880 --> 00:48:16,140 +التلات أربع سنين تخلص جامعة لإن أنت صرت تعرف + +493 +00:48:16,140 --> 00:48:26,840 +برنامج بشكل كامل طيب أنا بسميه تعلم عند الطلب يعني + +494 +00:48:26,840 --> 00:48:29,600 +تتعلم شغلة لما تحتاجها + +495 +00:48:38,570 --> 00:48:40,730 +تأكلو العافية يوم خلصتم الحاضرة diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/QApGXkq3K20_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/QApGXkq3K20_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..2248cae8a88bddbd35697c6b7939641ed1b995b9 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/QApGXkq3K20_raw.srt @@ -0,0 +1,2004 @@ +1 +00:00:05,210 --> 00:00:07,590 +طيب بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:07,590 --> 00:00:11,410 +وبركاته، اليوم هنبدأ chapter جديد في مادة نظرية + +3 +00:00:11,410 --> 00:00:16,890 +الألات، ال .. يعني ال .. ال .. التلت شبات اللي + +4 +00:00:16,890 --> 00:00:19,690 +جاتها تقريبا هتكون مركزين على slotted crank + +5 +00:00:19,690 --> 00:00:24,610 +mechanism اللي هي قلب ال .. المحرك بتاع السيارة + +6 +00:00:25,500 --> 00:00:29,800 +فلازم نفهم أدق التفاصيل في تحليل اللي هو ال slug + +7 +00:00:29,800 --> 00:00:33,040 +reclining mechanism الشبتر الخمستاش هيكون متعلق + +8 +00:00:33,040 --> 00:00:36,940 +بال inertia forces in reciprocating parts الشبتر + +9 +00:00:36,940 --> 00:00:40,360 +الستاش هنحكي عن turning moment diagrams خندي + +10 +00:00:40,360 --> 00:00:47,500 +الشبتر الخمستاش نعمل اللي هو displacement velocity + +11 +00:00:48,580 --> 00:00:51,640 +و extraction analysis طبعا احنا عملناها السابقة بس + +12 +00:00:51,640 --> 00:00:56,140 +احنا بنعملها على اساس ندخل بتفاصيل تانية انا عندي + +13 +00:00:56,140 --> 00:01:02,360 +مبين slotted crank mechanism طبعا هعمل approximate + +14 +00:01:02,360 --> 00:01:05,400 +analysis يعني في بعض التقريبات فين دي هذي هي ال + +15 +00:01:05,400 --> 00:01:12,440 +crank؟ هنا اندي Revolute joint هذي + +16 +00:01:12,440 --> 00:01:20,240 +او هذي ال crankفى revolute joint عند C وهذا ال + +17 +00:01:20,240 --> 00:01:28,720 +connecting rod وفى + +18 +00:01:28,720 --> 00:01:38,220 +اندي piston هنا ال piston بتحرك على ال linear أو + +19 +00:01:38,220 --> 00:01:43,360 +بتحرك على خط مستقيم الحركة على خط مستقيم اللى + +20 +00:01:43,360 --> 00:01:46,280 +اتعنى انه معادلة الحركة خطية + +21 +00:01:50,070 --> 00:01:55,930 +الان في two extreme positions لل piston لما ال + +22 +00:01:55,930 --> 00:02:00,770 +crank تكون أفقية بتكون ال crank مع ال connecting + +23 +00:02:00,770 --> 00:02:06,190 +rod على نفس الاستقامة collinear معناته ال piston + +24 +00:02:06,190 --> 00:02:09,010 +بيصل له أقصى مدى عند P prime + +25 +00:02:15,180 --> 00:02:22,260 +والـ C بيصير هنا C' هذا أقصى مدى الأقصى مدى بيسموه + +26 +00:02:22,260 --> 00:02:27,780 +ال inner dead center في الكتاب تبعكوا بس معظم كتبو + +27 +00:02:27,780 --> 00:02:32,280 +المراجع بيسموه ال top dead center هنا اسمه inner + +28 +00:02:32,280 --> 00:02:38,720 +dead center اللي هو أبعد موقع بيصيحيش ال piston + +29 +00:02:38,720 --> 00:02:45,740 +كتب تانية بيسموه ال top dead centerأنا هستخدم + +30 +00:02:45,740 --> 00:02:50,640 +مصطلح هنا عشان يبقى معلوم فيه بالنسبة لكم لأن لما + +31 +00:02:50,640 --> 00:02:54,720 +بنف ال piston لما ال crane تصل هنا بالصير C النقطة + +32 +00:02:54,720 --> 00:03:01,180 +C صارت هنا عند C prime C double prime بضلهم + +33 +00:03:01,180 --> 00:03:05,680 +collinear بس ال piston هيكون مثلا نحكي في النقطة + +34 +00:03:05,680 --> 00:03:10,120 +هذه مثلا + +35 +00:03:10,120 --> 00:03:16,590 +هذه P double primeالان في اندي ال inner dead + +36 +00:03:16,590 --> 00:03:21,440 +center والنقطة هذه ايش ال outerdead center أعطر + +37 +00:03:21,440 --> 00:03:27,440 +dead center كتب بيسموها bottom dead center bottom + +38 +00:03:27,440 --> 00:03:33,140 +كتب تانية bottom dead center يعني عندي inner dead + +39 +00:03:33,140 --> 00:03:38,880 +center اللي هي ال top dead center فعندي أعطر dead + +40 +00:03:38,880 --> 00:03:42,040 +center و ال bottom dead center هو ليش يسموه dead + +41 +00:03:42,040 --> 00:03:45,360 +لأن سرعة ال pistol عند النقطة هذه و النقطة هذه + +42 +00:03:45,360 --> 00:03:49,760 +بتكون صفرأكيد لازم يكون صفر لأنه هيدي أكسل اتجاهه + +43 +00:03:49,760 --> 00:03:53,580 +كيف هاكس اتجاهه لازم صفر اذا انا ماشي و بدي اعكس + +44 +00:03:53,580 --> 00:03:59,300 +اتجاهي لازم اصل للصفر و بعدها باعكس اتجاهي فعشان + +45 +00:03:59,300 --> 00:04:04,720 +يكون ساموها dead السرعة بتكون صفر لان هناخد ال + +46 +00:04:04,720 --> 00:04:11,140 +mechanism في أي وضعية هحكي الوضعية العامة اللي + +47 +00:04:11,140 --> 00:04:15,700 +بتكون كرانك عاملة زاوية ثتا + +48 +00:04:18,390 --> 00:04:21,910 +طبعا كتب تانية بيرسموها بالشكل .. بالشكل زيك .. + +49 +00:04:21,910 --> 00:04:29,090 +يعني بالشكل هذا .. هاي عندي و + +50 +00:04:29,090 --> 00:04:36,870 +بعتبر هذه تفريش هتطلع نفس النتاج انا بحب هيك بس + +51 +00:04:36,870 --> 00:04:41,210 +خليني اعشق مرجع الكتاب ممكن تشتغلوا تيتا + +52 +00:04:47,350 --> 00:04:53,770 +الـ N طول الـ crank اسمه R طول الـ connecting rod + +53 +00:04:53,770 --> 00:05:01,470 +المرموز المرموز L وفهمنا الـ N الـ N هي N سواء بين + +54 +00:05:01,470 --> 00:05:06,150 +طول ال connecting rod على طول ال crank اللي هي L + +55 +00:05:06,150 --> 00:05:07,870 +على R اللي هي عياش N + +56 +00:05:14,380 --> 00:05:17,120 +الان هنقيص الـ displacement الـ reference بتاعنا + +57 +00:05:17,120 --> 00:05:27,780 +المرجع المرجع + +58 +00:05:27,780 --> 00:05:32,160 +هذا ال reference بتاعنا المرجع + +59 +00:05:32,160 --> 00:05:37,900 +بتاعنا اللي هو إيش ال inner dead center أو ال top + +60 +00:05:37,900 --> 00:05:42,840 +dead centerلأن we measure displacement of the + +61 +00:05:42,840 --> 00:05:48,540 +piston بالنسبة لهذا ال reference طبعا المسافة هذه + +62 +00:05:48,540 --> 00:05:53,260 +هتكون هسميها x + +63 +00:05:53,260 --> 00:05:58,180 +ال + +64 +00:05:58,180 --> 00:06:04,420 +x هتكون المسافة + +65 +00:06:04,420 --> 00:06:15,170 +هذه كلها ناقص المسافة هذه صحهتكون o p prime minus + +66 +00:06:15,170 --> 00:06:25,810 +o minus o p طيب ال o p prime هيبقى + +67 +00:06:25,810 --> 00:06:34,770 +طول r زاد ال minus + +68 +00:06:34,770 --> 00:06:41,310 +ال o pممكن اجزئها لجزء ايه؟ انا اخد اعمل اندزي + +69 +00:06:41,310 --> 00:06:53,110 +العمودي نقطة ده اسميها Q OP عبارة عن OQ زائد + +70 +00:06:53,110 --> 00:06:58,390 +QP زائد + +71 +00:06:58,390 --> 00:07:02,490 +QP يعني هكون عندى R + +72 +00:07:06,850 --> 00:07:19,110 +R زائد ال minus OQ اذا أخذت المثلث OQR هذا زائد + +73 +00:07:19,110 --> 00:07:26,950 +ثتا نعم R cosine theta هذا هتكون OQR + +74 +00:07:26,950 --> 00:07:38,650 +cosine theta زائدالـ QP هي QP لو أخد المثلث PQC PQ + +75 +00:07:38,650 --> 00:07:45,910 +هزاوة هسميها five هتكون + +76 +00:07:45,910 --> 00:07:50,870 +سواء ال .. + +77 +00:07:50,870 --> 00:07:57,730 +انا هاخد ال Rs لحال و ال L لحال هتكون عندي R في + +78 +00:07:57,730 --> 00:08:11,400 +واحد ناقص cos θزائد L في واحد minus cosine فيه لو + +79 +00:08:11,400 --> 00:08:23,140 +خط R طلعتها على المشترك هتكون + +80 +00:08:23,140 --> 00:08:30,180 +واحد ناقص cosine of theta زائد N + +81 +00:08:33,130 --> 00:08:38,450 +في واحد اللي هي N على R N على R اللي هي ايش N في + +82 +00:08:38,450 --> 00:08:44,810 +واحد minus cosine فاي طيب السؤال هل في علاقة بين + +83 +00:08:44,810 --> 00:08:51,130 +theta و phi ممكن + +84 +00:08:51,130 --> 00:08:56,670 +نجيب علاقة بين theta و phi ممكن sign low sign low + +85 +00:08:56,670 --> 00:09:07,000 +طيب يعني لحظوا ال CQمشترك بين المثلث CQO والمثلث + +86 +00:09:07,000 --> 00:09:14,820 +CQP يعني ممكن اعبرها اعبر عن CQ في الدراسة لمثلث + +87 +00:09:14,820 --> 00:09:21,220 +CQO او اعبر عنها بدلالة المثلث CQP طيب CQ ايش + +88 +00:09:21,220 --> 00:09:26,860 +الساوي CQ + +89 +00:09:26,860 --> 00:09:32,160 +ايش الساويبالساوية R Sine Theta R Sine Theta و + +90 +00:09:32,160 --> 00:09:40,420 +برضه في الساوية R Sine Theta L Sine Theta L Sine + +91 +00:09:40,420 --> 00:09:42,220 +Theta L Sine Theta L Sine Theta L Sine Theta L + +92 +00:09:42,220 --> 00:09:44,360 +Sine Theta L Sine Theta L Sine Theta Sine Theta + +93 +00:09:44,360 --> 00:09:48,440 +Sine Theta Sine Theta Sine Theta Sine Theta Sine + +94 +00:09:48,440 --> 00:09:51,980 +Theta Sine Theta Sine Theta Sine Theta Sine Theta + +95 +00:09:51,980 --> 00:09:55,040 +Sine Theta Sine Theta Sine Theta Sine Theta Sine + +96 +00:09:55,040 --> 00:09:56,120 +Theta Sine Theta Sine Theta Sine Theta Sine Theta + +97 +00:09:56,120 --> 00:09:56,120 +Sine Theta Sine Theta Sine Theta Sine Theta Sine + +98 +00:09:56,120 --> 00:09:56,120 +Theta Sine Theta Sine Theta Sine Theta Sine Theta + +99 +00:09:56,120 --> 00:09:56,120 +Sine Theta Sine Theta Sine Theta Sine Theta Sine + +100 +00:09:56,120 --> 00:09:56,120 +Theta Sine Theta Sine Theta Sine Theta Sine Theta + +101 +00:09:56,120 --> 00:10:04,580 +Sine Theta Sineعلى N في حد اللي بيحكي بدّي ال + +102 +00:10:04,580 --> 00:10:09,640 +cosine طب ايش يسوي ما + +103 +00:10:09,640 --> 00:10:13,340 +هو ال sine تربيه زاد ال cosine تربيه بساوي واحد صح + +104 +00:10:13,340 --> 00:10:20,660 +او لو حبيت برسم ثلاث بحكي + +105 +00:10:20,660 --> 00:10:26,260 +هاي الفاي ال sine لها بساوي هاي ال sine ثتا + +106 +00:10:29,300 --> 00:10:36,280 +مش هذا اللي نحكي المقابل وهذا الوطر على N معناته + +107 +00:10:36,280 --> 00:10:42,360 +هذا هكون الجزر تربيه لياش N تربيه minus sin تربيه + +108 +00:10:42,360 --> 00:10:49,140 +ثتا لحظه ال N دمينشن ليس فش الوحدة لأن هو اقارن ال + +109 +00:10:49,140 --> 00:10:54,840 +ratio L على R معناته ال cosine فاي ال cosine فاي + +110 +00:10:57,600 --> 00:11:01,880 +يعني بحكي سوى جزر التربية لواحد minus sign تربية + +111 +00:11:01,880 --> 00:11:10,080 +فا او من هذه بحكي مجاور على وطر يعني لو استخدمت + +112 +00:11:10,080 --> 00:11:14,920 +هذه او هذه بتطلع نفس الشيء هي هي هي هي الجزر + +113 +00:11:14,920 --> 00:11:20,780 +التربية لواحد + +114 +00:11:20,780 --> 00:11:29,320 +minus sign تربيةتا على N تربيع او مباشرة نحكي اللي + +115 +00:11:29,320 --> 00:11:33,760 +هو N تربيع minus sin تربيع تتا على N N داخلة تحت + +116 +00:11:33,760 --> 00:11:37,680 +الجدر بيصير N على N تربيع يعني واحد minus sin + +117 +00:11:37,680 --> 00:11:42,300 +تربيع تتا على N يعني نفس الشيء معناته انا عرفت ال + +118 +00:11:42,300 --> 00:11:51,000 +cosine فاي معناته ال X هتكون + +119 +00:11:51,000 --> 00:11:51,480 +تساوي + +120 +00:11:56,680 --> 00:12:09,540 +في واحد minus cosine theta زاد in في + +121 +00:12:09,540 --> 00:12:18,740 +واحد minus cosine في واحد minus الجزر التربيهي + +122 +00:12:18,740 --> 00:12:27,560 +لواحد minus sine تربيهي thetaعلى N تربيع او بخلي + +123 +00:12:27,560 --> 00:12:30,360 +Phi زي ما هي و ما انا .. ما انا عارف ايش علاقة Phi + +124 +00:12:30,360 --> 00:12:35,200 +مع الـ Theta صح؟ يعني بخلي المعادرة هي هذه نفسها و + +125 +00:12:35,200 --> 00:12:40,240 +انا عارف Phi as a function of Theta لإن هذه هي + +126 +00:12:40,240 --> 00:12:46,220 +المعادرة اللي احنا عايش أوصل لها لإن + +127 +00:12:46,220 --> 00:12:49,700 +X أسواق R في واحد minus cosine Theta زي ال N في + +128 +00:12:49,700 --> 00:12:53,940 +واحد minus cosine Phi الآن + +129 +00:12:55,200 --> 00:13:02,760 +بعدين اجدنا علاقة بين فاى وثيتا انه احنا حكينا انه + +130 +00:13:02,760 --> 00:13:13,860 +cosine فاى بيصيحي cosine ثيتا على n صح؟ و + +131 +00:13:13,860 --> 00:13:17,700 +بعدين cosine فاى اللي احنا هاي العلاقة يواحد ما ان + +132 +00:13:17,700 --> 00:13:22,900 +ال sine تربيه ثيتا على n تربيه لعشان + +133 +00:13:22,900 --> 00:13:24,400 +اعمل + +134 +00:13:28,330 --> 00:13:30,310 +في الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة + +135 +00:13:30,310 --> 00:13:35,310 +الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة + +136 +00:13:35,310 --> 00:13:35,750 +الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة + +137 +00:13:35,750 --> 00:13:36,310 +الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة + +138 +00:13:36,310 --> 00:13:43,850 +الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة الوثيقة + +139 +00:13:43,850 --> 00:13:48,140 +الوثيقة الوثيقة الوثيقة الوثيقة الوثيقةباستخدام + +140 +00:13:48,140 --> 00:13:51,920 +اللى هو ال Taylor expansion فى McLaurin expansion + +141 +00:13:51,920 --> 00:13:54,680 +فى Taylor expansion فى .. فى كذا نوع من ال + +142 +00:13:54,680 --> 00:14:00,220 +expansion الاكتر شهرة المكلورين و ال Taylor series + +143 +00:14:00,220 --> 00:14:05,880 +ال Taylor series expansion اللى بيساوي اللى هو ال + +144 +00:14:05,880 --> 00:14:09,420 +function at some point a عادة بياخدوها zero ال a + +145 +00:14:32,850 --> 00:14:37,560 +الـ a ممكن تعتبرها zero أو أي نقطةهذا هو tail + +146 +00:14:37,560 --> 00:14:41,900 +expansion باستخدام tail expansion this function + +147 +00:14:41,900 --> 00:14:48,180 +cos φ يعني ال dependent variable هو فاي وال + +148 +00:14:48,180 --> 00:14:54,880 +independent variable هو ياش ثتا ممكن expand ال cos + +149 +00:14:54,880 --> 00:14:58,100 +فاي as a tail expansion once I expand + +150 +00:15:02,950 --> 00:15:07,310 +هتكون واحد يعني .. خلّيني أشوف الواحد كيف طلعت + +151 +00:15:07,310 --> 00:15:18,910 +عندي zero F of zero مظبوط؟ حط هذه theta zero راحت + +152 +00:15:18,910 --> 00:15:25,590 +يعني هذه أول term واحد ناقص + +153 +00:15:27,680 --> 00:15:38,000 +ف برايم ف برايم and then دي cosine في بيساوي + +154 +00:15:38,000 --> 00:15:43,860 +الجزر التربيه او نحكي واحد minus sin تربيع theta + +155 +00:15:43,860 --> 00:15:50,060 +على n تربيع اص نص بيدي + +156 +00:15:50,060 --> 00:15:55,800 +اشتاق الطرفين بالنسبة ده ل theta هتكون سالب + +157 +00:15:58,870 --> 00:16:12,810 +سين فاي في دي فاي by دي ثيتا بصورة نص في واحد + +158 +00:16:12,810 --> 00:16:17,950 +ماينوس سين تربيع ثيتا + +159 +00:16:17,950 --> 00:16:21,890 +او ممكن اسميها هذه عشان اقتصر الحالة ماخش + +160 +00:16:21,890 --> 00:16:26,970 +بالتفصيلة هذه كوسين فاي خليها اسميها Y + +161 +00:16:30,390 --> 00:16:34,450 +أنا I want to approximate dy بدا approximate + +162 +00:16:34,450 --> 00:16:39,510 +cosine of five يعني هي ال function y بسعر واحد + +163 +00:16:39,510 --> 00:16:48,370 +minus sin تربيه ثتا على n تربيه أص نص يعني دي وي + +164 +00:16:48,370 --> 00:16:58,050 +بدي ثتا اللي مش تبقى الأولى دي وي بدي ثتا ثم نص + +165 +00:17:01,740 --> 00:17:09,800 +في واحد minus sin تربيع ثتا على N تربيع اقصد ما + +166 +00:17:09,800 --> 00:17:17,720 +اقصد نص في مشتقة اللي جوا هتكون سالب اتنين sin + +167 +00:17:17,720 --> 00:17:25,960 +theta cosine theta على N تربيع + +168 +00:17:31,440 --> 00:17:37,520 +الان بدي احسنه و هتسميه f prime بدي احسن ال f + +169 +00:17:37,520 --> 00:17:52,660 +prime عند zero ال f + +170 +00:17:52,660 --> 00:17:54,220 +prime عند theta + +171 +00:17:57,470 --> 00:18:03,250 +هذا هتكون ايش؟ سفر، هتكون واحد فيه، هذا ايش هتكون؟ + +172 +00:18:03,250 --> 00:18:12,190 +هتكون ايش؟ سفر، هتكون سفر بدك تحسب ال F double + +173 +00:18:12,190 --> 00:18:16,450 +prime، لحظة في ال .. ال .. ال .. في ال function + +174 +00:18:16,450 --> 00:18:21,530 +هذا اول term بيكون on، التاني سفر، التالت موجود، + +175 +00:18:21,530 --> 00:18:25,290 +الرابع سفر، واحد كذا، هيك اللي هيصير، بيبين واضح + +176 +00:18:25,290 --> 00:18:30,700 +ان هيك اللي هيصيرفهيصير اندي هين اول واحد كان ظاهر + +177 +00:18:30,700 --> 00:18:35,520 +والدليل كيف هتعرف ان اول واحد اللي ظاهر هذا هذا + +178 +00:18:35,520 --> 00:18:41,780 +سفر لان هو اتنين factorial اتنين factorial التالت + +179 +00:18:41,780 --> 00:18:46,960 +على الأغلب هيسفر هيخش + +180 +00:18:46,960 --> 00:18:50,840 +على أياش على الرابع على الرابع بس at least احنا + +181 +00:18:50,840 --> 00:18:56,410 +اتأكدنا ان الاشي صحعملنا check بسيط عملنا + +182 +00:18:56,410 --> 00:18:59,050 +expansion cosine five بيسوا واحد نقص نص cosine + +183 +00:18:59,050 --> 00:19:07,230 +square theta على n تربية زائد ال term الرابع فال + +184 +00:19:07,230 --> 00:19:12,730 +termات بعد هيك بتكبر + +185 +00:19:12,730 --> 00:19:15,050 +انت الآن احنا عندنا اتنين factorial بعدين هتصير + +186 +00:19:15,050 --> 00:19:20,750 +اربعة factorialأربعة factorial يعني الأتنين + +187 +00:19:20,750 --> 00:19:23,130 +factorial هي اتنين في واحد، الأربعة factorial + +188 +00:19:23,130 --> 00:19:26,970 +أربعة في تلاتة في اتنين، مظبوط؟ أربعة وعشرين، فهذا + +189 +00:19:26,970 --> 00:19:29,930 +يعني واحد على أربعة وعشرين، يعني واحد على أربعة + +190 +00:19:29,930 --> 00:19:35,930 +وعشرين، احنا الزوجة هناخد، واحد على أربعة وعشرين + +191 +00:19:35,930 --> 00:19:40,430 +في sign something + +192 +00:19:41,540 --> 00:19:46,280 +على اللي هو اتنين and تربية مثلا مثلا فهتكون ال و + +193 +00:19:46,280 --> 00:19:48,860 +ال and قاعدها تكون اكبر كتير من الواحد فالterminal + +194 +00:19:48,860 --> 00:19:52,680 +بعدك بيصير صغيرة جدا بالمقارنة بالterminal في + +195 +00:19:52,680 --> 00:19:57,320 +الأول ف I ignore فبيصير واحد مع ال cosine فيه + +196 +00:19:57,320 --> 00:20:03,980 +تقريبا بالساوية طبعا ال cosine فيه هي ال cosine + +197 +00:20:03,980 --> 00:20:09,520 +فيهواحد نقص وصين هصير واحد نقص واحد بيصير plus إيش + +198 +00:20:09,520 --> 00:20:15,060 +بيصير صين تربيع ثتا على اتنين N تربيع معناته + +199 +00:20:15,060 --> 00:20:19,300 +الواحد minus cosine فيه بيصير صين تربيع ثتا على + +200 +00:20:19,300 --> 00:20:24,780 +اتنين N تربيع وهتجيب تمام approximation باستخدام + +201 +00:20:24,780 --> 00:20:29,830 +ال Taylor expansion الكمبيوتر هيك بيشتغلالكمبيوتر + +202 +00:20:29,830 --> 00:20:33,630 +بيعرفش .. بيعرفش cosine و sine و exponential و + +203 +00:20:33,630 --> 00:20:35,470 +hyper .. hyperbola .. مابيعرفش الحاجات اللي + +204 +00:20:35,470 --> 00:20:43,090 +هتتهادى، الكمبيوتر بيعرف بجمع و بطرح بس + +205 +00:20:43,090 --> 00:20:47,790 +هي اللي بيعرفها الكمبيوتر، binary system ففي الآخر + +206 +00:20:47,790 --> 00:20:54,990 +لازم اعبر عنه بطريقة انها تسهلت التنفيذ بحيث ال + +207 +00:20:54,990 --> 00:20:57,610 +machine تفهمها، اللي هي ال machine ال computer + +208 +00:21:02,470 --> 00:21:06,690 +فعشانك كل ال computer system مبني على ال expansion + +209 +00:21:06,690 --> 00:21:13,810 +لازم ت expand ال functions عشانك مثلا ممكن تعمل + +210 +00:21:13,810 --> 00:21:18,200 +حسبة على حسبة معينةتطلعلك جواب مثلا تلاتة point + +211 +00:21:18,200 --> 00:21:22,380 +تسعة خمسة سبعة ستة واحد مثلا حل نفس الحسبة على + +212 +00:21:22,380 --> 00:21:27,360 +machine تانية عندك مثلا تكون sixty four bits يعني + +213 +00:21:27,360 --> 00:21:31,600 +في عدد ال bits بالعبادور كويس وعدد ال terms لما + +214 +00:21:31,600 --> 00:21:34,660 +نعمل expansion هل هو أخد مثلا أول تلاتة term ولا + +215 +00:21:34,660 --> 00:21:37,960 +أول خمسة term ولا أول عشر كل ما زوّل ال terms كل + +216 +00:21:37,960 --> 00:21:41,520 +ما نطلع ندق قاياش أكتر بس بدها computation effort + +217 +00:21:42,380 --> 00:21:46,320 +أكبر على الكمبيوتر و بدها memory أكتر و بدها أكتر + +218 +00:21:46,320 --> 00:21:51,400 +كل ما زادت طبعا ال word في الكمبيوتر يعني تمانية + +219 +00:21:51,400 --> 00:21:55,840 +bit أربع bit مختلفة عن تمانية مختلفة عن ستاش + +220 +00:21:55,840 --> 00:21:58,720 +مختلفة عن أربع ست كل ما ازود ال bits كل ما انا + +221 +00:21:58,720 --> 00:22:04,280 +بستوعب أرقام أكتر او places أكتر فهي فايدت إيش ال + +222 +00:22:04,280 --> 00:22:04,940 +expansion + +223 +00:22:09,730 --> 00:22:14,790 +انه بقى هرجع ال function لشكله البداية اللي هي + +224 +00:22:14,790 --> 00:22:21,790 +عملية جمع و طرح طيب هدى على الجانب طبعا انا روحت + +225 +00:22:21,790 --> 00:22:31,350 +رجعا احنا حكينا ال X هيها ال X الساوى R في واحد + +226 +00:22:31,350 --> 00:22:36,590 +minus cosine of theta زائد واحد + +227 +00:22:38,620 --> 00:22:51,300 +1-cos zn فى 1-cos فاى صح بعدين حكيت 1-cos فاى من + +228 +00:22:51,300 --> 00:23:03,400 +تبلغ 1-cos فاى بتساوي sin square theta على 2n + +229 +00:23:03,400 --> 00:23:11,720 +تربية فهتحول هتصبح R فى 1-cos thetaزاد ان في sin + +230 +00:23:11,720 --> 00:23:21,720 +square theta على اتنين ان تربيه يSimplify بيصير + +231 +00:23:21,720 --> 00:23:25,920 +X بالشكل اللي طوح ان مع ان بيصير ال X الساوي R في + +232 +00:23:25,920 --> 00:23:28,480 +واحد نقطة sin theta زي sin square theta على اتنين + +233 +00:23:28,480 --> 00:23:30,860 +ان هو طبعا عمل approximation هذا ليش لأن وينينك + +234 +00:23:30,860 --> 00:23:35,560 +حشتقلو ان الجزر التربيه يشتق حيصير عندك أس ناقص نص + +235 +00:23:35,560 --> 00:23:39,560 +حيصير عندك في إشي بسط و في إشي مقام و المقام + +236 +00:23:39,560 --> 00:23:44,540 +القصدي عايش نص بغلب لما يشتق مرة حيصير معادلة + +237 +00:23:44,540 --> 00:23:47,220 +كبيرة كتير لما يشتق مرة تانية عشان يقولك سيبقى + +238 +00:23:47,220 --> 00:23:50,280 +حيصير معادلة مكلقة أكتر فهو عشانك عمل ال + +239 +00:23:50,280 --> 00:23:54,100 +approximation من الأول حكي أن X تقريبا بالسواء + +240 +00:23:54,100 --> 00:23:56,520 +أعرف واحد minus cosine of theta زي Sine square of + +241 +00:23:56,520 --> 00:24:02,860 +theta علىالان هحسب السرعة بتاعة البستون ال V بتاعة + +242 +00:24:02,860 --> 00:24:09,020 +البستون DX على DX على DX على DX على DX على DX على + +243 +00:24:09,020 --> 00:24:09,200 +DX + +244 +00:24:15,890 --> 00:24:20,030 +على DT يعني انا في الأول هحصل DX و بعدين ثتا هاي + +245 +00:24:20,030 --> 00:24:25,130 +ال X مش تقعد هاي R مش تقعدت ال واحد ايش سفر مظبوط + +246 +00:24:25,130 --> 00:24:28,390 +مش تقعدت ال cosine minus sine minus minus plus + +247 +00:24:28,390 --> 00:24:34,690 +sine theta plus واحد على اتنين N مش تقعدت ال + +248 +00:24:34,690 --> 00:24:37,370 +cosine اتنين sine theta cosine theta فاتنين sine + +249 +00:24:37,370 --> 00:24:41,510 +theta cosine theta بتختصر الاتنين مع الاتنين او + +250 +00:24:41,510 --> 00:24:43,430 +نحكي اتنين sine theta cosine theta عبارة عن sine + +251 +00:24:43,430 --> 00:24:47,480 +two theta صح؟هيصير R في Sine Theta زي Sine Two + +252 +00:24:47,480 --> 00:24:52,160 +Theta على اتنين N والـ D Theta بقى DT اللي هي ايش + +253 +00:24:52,160 --> 00:24:55,920 +ال Angle Velocity للكرانك السرعة الزاوية للكرانك + +254 +00:24:55,920 --> 00:25:00,120 +نفسها فهيصير ان كل V بتاعة ال piston DX بقى D + +255 +00:25:00,120 --> 00:25:04,580 +Theta فD Theta بقى DT اللي هي Omega فهيصير ان ال + +256 +00:25:04,580 --> 00:25:07,300 +Velocity ستكون Omega R في Sine Theta زي Sine Two + +257 +00:25:07,300 --> 00:25:14,620 +Theta على اتنين N عشان احسب ال accelerationبدي + +258 +00:25:14,620 --> 00:25:20,700 +اشتغل السرعة اللي هو عندي ال a هتكون سوى dv by dt + +259 +00:25:20,700 --> 00:25:28,040 +بيسوى dv chain rule by d theta في d theta by dt + +260 +00:25:28,040 --> 00:25:35,660 +يعني هتشتغل omega dv by d theta يعني هتشتغل هشتغل + +261 +00:25:35,660 --> 00:25:42,240 +ال v هدي هشتغلها ال v بالنسبة للثتا + +262 +00:25:44,360 --> 00:25:54,320 +هذا سيكون cosine ثتا هذا هتكون اتنين cosine ثتا + +263 +00:25:54,320 --> 00:26:00,180 +على + +264 +00:26:00,180 --> 00:26:06,100 +اتنينأتنين مع اتنين بتصفر Dv by Dθ لـ Cos θ زي Cos + +265 +00:26:06,100 --> 00:26:11,880 +2θ على N معناته ال A بيستوى اللي هي Omega في Dv by + +266 +00:26:11,880 --> 00:26:16,680 +Dθ تطلع Omega Square R Cos θ زي Cos 2θ على N + +267 +00:26:16,680 --> 00:26:23,040 +معناته أنا so far عرفت ال displacement X بتاع ال + +268 +00:26:23,040 --> 00:26:27,830 +pistonوعرفتي ال velocity وعرفتي ال acceleration + +269 +00:26:27,830 --> 00:26:32,070 +لكن ذكر انا ال displacement already approximated + +270 +00:26:32,070 --> 00:26:36,190 +يعني it's approximate صح وبالتالي الاشتقاء بتاعي + +271 +00:26:36,190 --> 00:26:42,270 +هيكون برضه منعتش عن اشتقاء عن اشتقاء function اللي + +272 +00:26:42,270 --> 00:26:44,870 +هو approximate function وال acceleration هتكون + +273 +00:26:44,870 --> 00:26:52,070 +برضه مش هتكون perfect مية في المية لأ + +274 +00:26:52,070 --> 00:26:59,510 +ما حكيتش زيكي اناحكيت لها تقريبا مش ضرورة قل او + +275 +00:26:59,510 --> 00:27:08,950 +الزل اه مش ضرورة قل او الزل لأ هذا اشي تاني بدك + +276 +00:27:08,950 --> 00:27:12,930 +تفحص عشان تفحص بدك تفكرين المعادلة تحت الجزر + +277 +00:27:12,930 --> 00:27:16,190 +التربيهي بتاعة ال measurement و تحط مثلا عندي + +278 +00:27:16,190 --> 00:27:19,790 +error في كاد ال precision error مش عارف كيف فهذا + +279 +00:27:19,790 --> 00:27:24,710 +ال error يعني تقريبا error مش نتيجة measurementهل + +280 +00:27:24,710 --> 00:27:32,110 +error هدناش قياس؟ لأ هكون error نتيجة فرضية معينة + +281 +00:27:32,110 --> 00:27:36,650 +وبالتالي error تقريبا هعمل ليه زي offset error مش + +282 +00:27:36,650 --> 00:27:38,710 +random it is not random error + +283 +00:27:45,240 --> 00:27:51,540 +الان انا درست so far ال + +284 +00:27:51,540 --> 00:27:54,920 +piston حدرس ال connecting rod احنا حكينا في علاقة + +285 +00:27:54,920 --> 00:28:01,900 +بين ال .. احنا حكينا L Sin Phi بيستو + +286 +00:28:01,900 --> 00:28:12,220 +R Sin Theta حكينا Sin Phi بيستو Sin Theta على Nلو + +287 +00:28:12,220 --> 00:28:17,160 +اشتقيت الطرفين بالنسبة للزمن اشتقاك الـ Phi هيكون + +288 +00:28:17,160 --> 00:28:28,440 +Cos Phi D Phi by DT بتساوي Cos Theta على N D Theta + +289 +00:28:28,440 --> 00:28:30,240 +by DT + +290 +00:28:35,120 --> 00:28:38,940 +تمثل تغيير زاوية ميلان ال connecting rod يعني تمثل + +291 +00:28:38,940 --> 00:28:42,240 +سرعة زاوية ال connecting rod هي نهجة هتكون Omega + +292 +00:28:42,240 --> 00:28:48,500 +ال connecting rod في Cos Phi بالساوية .. دي ثتر و + +293 +00:28:48,500 --> 00:28:55,380 +دي تي اللي هي Omega Omega على N Cos Theta + +294 +00:28:59,910 --> 00:29:03,290 +وبالتالي تطلع عند الـ omega connecting rod بساوية + +295 +00:29:03,290 --> 00:29:09,510 +omega على n cos θ على n cos φ اللي هي هذه المعددة + +296 +00:29:09,510 --> 00:29:14,930 +واحد حاجة ان ال cosine في بساوية جزء التربيعي + +297 +00:29:14,930 --> 00:29:18,570 +لواحد minus sin تربيع في اللي هي واحد minus sin + +298 +00:29:18,570 --> 00:29:20,770 +تربيع θ على n تربيع أص نص + +299 +00:29:23,870 --> 00:29:27,370 +بعوض عن cos φ بيصير معادلة للـ omega بتاعة ال + +300 +00:29:27,370 --> 00:29:30,370 +connecting rod omega بيستخدم omega cos θ على n + +301 +00:29:30,370 --> 00:29:35,190 +تربيه minus sin تربيه θ أص نص اللي كان علاقة هذه + +302 +00:29:35,190 --> 00:29:41,570 +exact relation ولا approximate relation وماعملتشها + +303 +00:29:41,570 --> 00:29:43,890 +approximation يعني انا حكيتلك هي ال sin ف بيستخدم + +304 +00:29:43,890 --> 00:29:46,370 +او ال sin θ ماعملتش هي approximation لحد اللحظة + +305 +00:29:46,370 --> 00:29:49,110 +وعوضت عن cos ف زي ما هي + +306 +00:30:12,240 --> 00:30:19,660 +لأ ممكن اعمل approximationانه الان عادة بتكون في + +307 +00:30:19,660 --> 00:30:24,980 +ال range بين الأربعة والستة يعني لو حكيت خمسة + +308 +00:30:24,980 --> 00:30:32,240 +الخمسة يعني الها تفاصيل دايما هي؟ لأ مش دايما طبعا + +309 +00:30:32,240 --> 00:30:36,520 +مش دايما مش دايما لأ بس ك ratio تروح تفحص كل ال + +310 +00:30:36,520 --> 00:30:39,680 +industry معمولة بتكون في ال range هذا بس مش دايما + +311 +00:30:44,660 --> 00:30:52,260 +الان لو كانت خمسة خمسة هيكون ربعها خمسة عشرين ال + +312 +00:30:52,260 --> 00:30:56,920 +sign كبير هيش هتكون واحد جيبلي جزر الأربعة و عشرين + +313 +00:30:56,920 --> 00:31:00,720 +جزر الأربعة و عشرين أكم؟ خمسة جيبلي جزر الأربعة و + +314 +00:31:00,720 --> 00:31:04,300 +عشرين أكم؟ أربعة و خمسين جيبها حسبها عشان تشوفها + +315 +00:31:04,300 --> 00:31:10,020 +على الطبيعة الجزر الخمسة الخمسة و عشرين بالسوء ايش + +316 +00:31:10,020 --> 00:31:16,560 +خمسةأربعة بوينت تمانية تسعة تسعة جزر الاروش اكم + +317 +00:31:16,560 --> 00:31:21,640 +اربعة بوينت تمانية تسعة تسعة يعني ال difference + +318 +00:31:21,640 --> 00:31:27,520 +اكم zero point one one يعني اقسم لاربعة بوينت + +319 +00:31:27,520 --> 00:31:30,360 +تمانية تسعة تسعة ناقص خمسة على خمسة وضربها في مية + +320 +00:31:30,360 --> 00:31:35,100 +ناقص + +321 +00:31:35,100 --> 00:31:40,600 +خمسة على خمسة النتيجة وضربها في مية يعني تطلع + +322 +00:31:40,600 --> 00:31:49,000 +absolute valueبالمية اتنين بالمية اتنين بالمية + +323 +00:31:49,000 --> 00:31:52,720 +اتنين + +324 +00:31:52,720 --> 00:31:54,700 +بالمية اتنين بالمية اتنين بالمية اتنين بالمية + +325 +00:31:54,700 --> 00:31:54,760 +اتنين بالمية اتنين بالمية اتنين بالمية اتنين + +326 +00:31:54,760 --> 00:31:54,800 +بالمية اتنين بالمية اتنين بالمية اتنين بالمية + +327 +00:31:54,800 --> 00:31:56,760 +اتنين بالمية اتنين بالمية اتنين بالمية اتنين + +328 +00:31:56,760 --> 00:31:58,720 +بالمية اتنين بالمية اتنين بالمية اتنين بالمية + +329 +00:31:58,720 --> 00:31:58,720 +اتنين بالمية اتنين بالمية اتنين بالمية اتنين + +330 +00:31:58,720 --> 00:31:58,720 +بالمية اتنين بالمية اتنين بالمية اتنين بالمية + +331 +00:31:58,720 --> 00:32:00,460 +اتنين بالمية اتنين بالمية اتنين بالمية اتنين + +332 +00:32:00,460 --> 00:32:10,540 +بالمية اتن + +333 +00:32:17,150 --> 00:32:25,950 +الان هعمل approximation بعدين هجيب ال angle + +334 +00:32:25,950 --> 00:32:27,710 +acceleration ل ال connecting rod بعدين هعمل ال + +335 +00:32:27,710 --> 00:32:33,470 +approximation لما عملت ال expansion يعني عملت + +336 +00:32:33,470 --> 00:32:38,230 +approximation و بعدين عملت differentiation ال + +337 +00:32:38,230 --> 00:32:42,590 +approximation صار mathematical function بصير كلام + +338 +00:32:42,590 --> 00:32:46,270 +هذا لكن ال approximation هي صارت نتيجة ايش؟ + +339 +00:32:48,100 --> 00:32:56,120 +judgment قرار من شخص ان والله ال N أكبر بكتير بس + +340 +00:32:56,120 --> 00:33:01,460 +ال function اللي ما عبرتش عنها فبنفعش + +341 +00:33:01,460 --> 00:33:05,800 +احكي بالله بيستوي W Omega بيستوي W كتار كتر على N + +342 +00:33:05,800 --> 00:33:10,650 +وابدأ اشتق اجيب ال acceleration انتبهواواضح شو + +343 +00:33:10,650 --> 00:33:14,410 +سويته انا؟ في الاول لما انا عملت ال 1 minus .. ال + +344 +00:33:14,410 --> 00:33:17,710 +1 minus cosine of phi ال cosine of phi انا عملت + +345 +00:33:17,710 --> 00:33:20,050 +لها Taylor expansion بعدين جبت 1 minus cosine of + +346 +00:33:20,050 --> 00:33:25,690 +phi انا تعبرت تعبير رياضي مش عارف كيف باستخدام + +347 +00:33:25,690 --> 00:33:31,750 +Taylor expansion بعدين اشتقت جبت ايه؟ ال .. ال + +348 +00:33:31,750 --> 00:33:35,940 +velocity و جبت ال acceleration هي كان صحفي الحالة + +349 +00:33:35,940 --> 00:33:39,540 +التانية انا حكيت لان تربية أكبر تيمسون تربية فيها + +350 +00:33:39,540 --> 00:33:44,780 +دي تقريبا سواء تربية بينفعش اعمل كلامها ده و اشتق + +351 +00:33:44,780 --> 00:33:51,440 +لأن هذا is not a mathematical expression هي عبارة + +352 +00:33:51,440 --> 00:33:57,740 +عن قرار للمصمم او اللي بيحسب عمل assumptionفرق + +353 +00:33:57,740 --> 00:34:01,880 +فانا بشتقها في الأول بعدين بعمل approximations + +354 +00:34:01,880 --> 00:34:06,020 +يعني انا بحاسب ال alpha ل ال connecting rod اللي + +355 +00:34:06,020 --> 00:34:12,080 +هي d omega by dt و بشتقها دي فبصير ال acceleration + +356 +00:34:12,080 --> 00:34:14,660 +ل ال connecting rod اللي هي هذه المعادلة minus + +357 +00:34:14,660 --> 00:34:18,980 +omega sin theta في n تربيه ناقص واحد على n تربيه + +358 +00:34:18,980 --> 00:34:21,840 +ناقص sin تربيه ثتا خليني مثلا اكتب معادلة لتعة + +359 +00:34:21,840 --> 00:34:26,430 +omega omega لتعة ال connecting rodللكنكتنج رود + +360 +00:34:26,430 --> 00:34:34,110 +بالصورة omega cos θ على n تربيع minus sin تربيع + +361 +00:34:34,110 --> 00:34:40,910 +theta أص نص والالفة بتاعة الكنكتنج رود بتساوي + +362 +00:34:42,370 --> 00:34:49,830 +اللي هي minus omega sine theta في انتربية minus + +363 +00:34:49,830 --> 00:34:57,610 +واحد على انتربية minus sine تربية theta أُس تلاتة + +364 +00:34:57,610 --> 00:35:04,730 +على اتنين الآن ببدأ اعمل approximations لأنه صارت + +365 +00:35:04,730 --> 00:35:09,130 +الاشتقاقات بناء على mathematical expressions صحيحة + +366 +00:35:11,270 --> 00:35:21,050 +الأن تربية أكبر بكتير من صين تربية والأن تربية + +367 +00:35:21,050 --> 00:35:24,150 +أكتر بكتير من الواحد يعني لو كانت خمسة وخمسة وعشان + +368 +00:35:24,150 --> 00:35:29,350 +أكبر بكتير من الواحد والأن تربية أكبر بكتير من + +369 +00:35:29,350 --> 00:35:32,550 +الواحد معناة ال omega بتاعة ال connecting rod + +370 +00:35:32,550 --> 00:35:42,980 +بيصير تقريبا omega cosine thetaعلى N والألفة بتاعة + +371 +00:35:42,980 --> 00:35:51,000 +ال connecting rod هتسة و minus omega sin theta في + +372 +00:35:51,000 --> 00:36:00,480 +N تربية اللي هي هذه على N تربية أس تلاتة على اتنين + +373 +00:36:00,480 --> 00:36:04,900 +صح يعني هتسير + +374 +00:36:07,070 --> 00:36:14,110 +أنت كيف .. لا فيش غلط عنده ايش + +375 +00:36:14,110 --> 00:36:19,510 +الغلط عنده هنا اه لسه انا ماعملتش اكيد دي omega by + +376 +00:36:19,510 --> 00:36:26,650 +دي theta ايوة فعندي الف بي سي اللي هي minus لأ + +377 +00:36:26,650 --> 00:36:30,790 +صحيح بيصير omega square عندكي omega squareبتكون + +378 +00:36:30,790 --> 00:36:35,810 +الامجا بستوي امجا كوساين ثتا على n والألف بيستوي + +379 +00:36:35,810 --> 00:36:39,650 +minus omega square sin theta minus omega square + +380 +00:36:39,650 --> 00:36:48,910 +sin theta على n طبعا هو + +381 +00:36:48,910 --> 00:36:56,850 +انت الكتاب بالصح يا ميلا اذا هي هيك او هيك هذه + +382 +00:36:56,850 --> 00:36:57,470 +تقريبا + +383 +00:37:00,780 --> 00:37:03,920 +انتبهوا الموضوع انا بحكي ال approximation هذا اللي + +384 +00:37:03,920 --> 00:37:08,140 +لما تعمله هذا مش في المدى في اي مدى تانية لما تعمل + +385 +00:37:08,140 --> 00:37:11,580 +approximation بدك تعمل differentiation اذا عملت + +386 +00:37:11,580 --> 00:37:14,600 +approximation نتيجة mathematical expression ناتج + +387 +00:37:14,600 --> 00:37:18,880 +عن expansion بصير تعمل differentiation لكن اذا + +388 +00:37:18,880 --> 00:37:23,070 +عملتبدك تم ال approximation نتيجة قرار انت والله + +389 +00:37:23,070 --> 00:37:26,230 +هذي أكبر بكتير أو أصغر بكتير بالفعل اش تم ال + +390 +00:37:26,230 --> 00:37:28,210 +approximation و بعدين تم ال differentiation بيطلع + +391 +00:37:28,210 --> 00:37:32,550 +كل شغلك غلطو إثباتها بسيط جدا، لو أنا حكيت والله + +392 +00:37:32,550 --> 00:37:38,090 +هي .. هي من هذه و حكيت والله اللي هو alpha بيستوى + +393 +00:37:38,090 --> 00:37:43,210 +D omega connecting rod by DT هتكون سوى minus omega + +394 +00:37:43,210 --> 00:37:49,990 +omega sine theta D theta by DT اللي بيصير omega + +395 +00:37:49,990 --> 00:37:56,390 +تربية على L طلعت + +396 +00:37:56,390 --> 00:38:06,830 +بالصدفة طلعت بالصدفةطلعت بالصدفة بس + +397 +00:38:06,830 --> 00:38:13,510 +أكيد بشكل عام مش صح طلعت بالصدفة + +398 +00:38:32,870 --> 00:38:35,990 +طبعا إذا بدنا نخش على ال expansions فى أنواع كتير + +399 +00:38:35,990 --> 00:38:39,130 +من ال expansions كما زمنا فى ال engineering غير ال + +400 +00:38:39,130 --> 00:38:43,470 +taylor فى أننا ال fourier بنصحكوا تطلعوا على ال + +401 +00:38:43,470 --> 00:38:49,190 +fourier series + +402 +00:38:49,190 --> 00:38:54,650 +and fourier transform + +403 +00:39:00,660 --> 00:39:04,260 +إذا عندي مثلا .. عندي مثلا .. عندي signal مثلا + +404 +00:39:04,260 --> 00:39:11,460 +جاية زي هيك أو + +405 +00:39:11,460 --> 00:39:23,980 +signal تاني مثلا جاية مثلا هذا + +406 +00:39:23,980 --> 00:39:26,740 +ال .. يعني .. يعني .. يعني هذا ليه معادل؟ هذا + +407 +00:39:26,740 --> 00:39:28,640 +المعادل؟ هذا المعادل؟ هذا المعادل؟ كل واحد له + +408 +00:39:28,640 --> 00:39:36,110 +معادلممكن هذه approximated + +409 +00:39:36,110 --> 00:39:44,350 +by a Fourier series يعني هذا سميه F of X وهذه X F + +410 +00:39:44,350 --> 00:39:53,830 +of X بالساوية ال summation ل a n cosine theta n + +411 +00:39:55,690 --> 00:40:01,410 +زائد summation ل a الى b n sin θ n و ال a n لها + +412 +00:40:01,410 --> 00:40:07,110 +معادل انتجرال و b n لها معادلة فهذه + +413 +00:40:07,110 --> 00:40:09,990 +بيكون البرنامج مجموعة من ال functions يعني هاي + +414 +00:40:09,990 --> 00:40:14,030 +function هاي function لما تجمع مجموعة من ال cos و + +415 +00:40:14,030 --> 00:40:17,850 +الsin مع بعضبتعطيني الشكل اللي بديها لما أجمع + +416 +00:40:17,850 --> 00:40:23,070 +مجموعة من ال cos و sin كتير مع بعض شاف كده هو in + +417 +00:40:23,070 --> 00:40:27,670 +phase مثلا أول cos جاي زي هيك التاني جاي زي هيك + +418 +00:40:27,670 --> 00:40:32,510 +التاني جاي زي هيك بيعطيني بيجيبلي اللي هو ال + +419 +00:40:32,510 --> 00:40:34,430 +signal اللي بديها بالظبط + +420 +00:40:40,560 --> 00:40:46,020 +أنا كور زي هيك أنا بحب أعطي كورسات زي هيك بس مافيش + +421 +00:40:46,020 --> 00:40:50,160 +مجال عندى في ال load طيب + +422 +00:40:50,160 --> 00:40:56,540 +if the crank and connecting rod are three hundred + +423 +00:40:56,540 --> 00:40:59,620 +millimeter and one thousand millimeter long + +424 +00:40:59,620 --> 00:41:03,500 +respectively ماعطيه الطول الكرانك وطول connecting + +425 +00:41:03,500 --> 00:41:09,830 +rod الكرانك أتهم طولها areبساوة تلاتمية ميلي متر + +426 +00:41:09,830 --> 00:41:19,250 +والألف بساوة ألف ميلي متر الكرانك + +427 +00:41:19,250 --> 00:41:24,350 +بيتغير بسرعة عشان 200 ربيام أميجا بتاعة الكرانك + +428 +00:41:24,350 --> 00:41:29,630 +متين ربيام بدي أحولها ل radians per second متين في + +429 +00:41:29,630 --> 00:41:34,830 +اتنين باي على ستين متين في اتنين باي على ستين + +430 +00:41:49,140 --> 00:41:54,780 +تقريبا تقريبا عشان تعرف ال radians per second اقسم + +431 +00:41:54,780 --> 00:42:00,040 +على عشرة تقريبا يعني الف و خمسمية rpm حوالي ال + +432 +00:42:00,040 --> 00:42:02,840 +radians per second تطلع حوالي مية و اربعة و خمسين + +433 +00:42:02,840 --> 00:42:03,140 +يمكن + +434 +00:42:09,900 --> 00:42:13,100 +1557 يعني تقريبا اقسم العشرة بتاخد يعني اذا انت + +435 +00:42:13,100 --> 00:42:17,140 +بتكون بعض الهنبلزا تعمل حسابات سريعة بتحكي والله + +436 +00:42:17,140 --> 00:42:21,540 +1500 على حوالي 150 radians per second تقريبا هذا + +437 +00:42:21,540 --> 00:42:25,860 +للحسابات السريعة فتقريبا اقسم العشرة يعني في حدود + +438 +00:42:25,860 --> 00:42:34,320 +بتاخد بتحول من rpm ل radians per second طيب بدو ال + +439 +00:42:34,320 --> 00:42:39,340 +crank angle at which maximum velocity occurمتى + +440 +00:42:39,340 --> 00:42:45,220 +بتكون ال velocity maximum؟ متى ال velocity بتكون + +441 +00:42:45,220 --> 00:42:49,980 +maximum؟ لو ال acceleration بتكون ساعة و صفر، + +442 +00:42:49,980 --> 00:42:53,200 +مظلوط؟ + +443 +00:42:53,200 --> 00:42:56,820 +ال + +444 +00:42:56,820 --> 00:43:01,160 +acceleration مش تمثل ال acceleration، ال slope ليه + +445 +00:43:01,160 --> 00:43:07,230 +ال velocity، صح؟ لو تكون maximum أو minimumبكل + +446 +00:43:07,230 --> 00:43:09,170 +stop إيش ساوي؟ صفر، يعني ال acceleration بتكون + +447 +00:43:09,170 --> 00:43:17,910 +ساوي؟ صفر، معناته ال V لل piston is max when .. + +448 +00:43:17,910 --> 00:43:25,010 +when A لل piston بيساوي صفر يعني + +449 +00:43:25,010 --> 00:43:36,350 +.. يعني هتكون صفربتساوي omega square R في cosine + +450 +00:43:36,350 --> 00:43:47,650 +theta زاد cosine two theta على N هذا هتروح يعني + +451 +00:43:47,650 --> 00:43:52,510 +انا حاسس ان ده cosine theta زاد cosine two theta + +452 +00:43:52,510 --> 00:43:59,280 +على N بتساوي صفر طبعا ال N مش بيساويالعلى R يعني + +453 +00:43:59,280 --> 00:44:06,140 +ألف يعني عشر على تلاتة مظبوط يعني + +454 +00:44:06,140 --> 00:44:10,620 +تلاتة point تلاتة تلاتة قريبا + +455 +00:44:10,620 --> 00:44:18,220 +طيب + +456 +00:44:18,220 --> 00:44:23,580 +كيف + +457 +00:44:23,580 --> 00:44:24,520 +بنحل المعادلة هذه + +458 +00:44:29,000 --> 00:44:31,540 +بنحلها numerical solution اتواخدت numerical + +459 +00:44:31,540 --> 00:44:35,800 +methods فصلت + +460 +00:44:35,800 --> 00:44:39,640 +يعني فى طرح كتير فى هنا اللى هو ال interpolation + +461 +00:44:39,640 --> 00:44:44,360 +method فى هنا نيوتن رافسين method فى المذكرون فى + +462 +00:44:44,360 --> 00:44:49,180 +هنا ال bisection method وفى trial and error method + +463 +00:44:49,180 --> 00:44:54,620 +trial and error يعني لما تتطلع على ال .. على ال + +464 +00:44:54,620 --> 00:44:55,020 +crank + +465 +00:45:03,150 --> 00:45:08,350 +السرعة ستكون صفر عندما يكون الكرانك على نفس + +466 +00:45:08,350 --> 00:45:12,010 +الاستقامة يعني عند صفر و مائة و تمانين ستكون ال + +467 +00:45:12,010 --> 00:45:16,830 +velocity زيرو معناته ستكون ال velocity maximum + +468 +00:45:21,260 --> 00:45:24,320 +بين الوضعية هذه و الوضعية هذه يعني هتكون تقريبا + +469 +00:45:24,320 --> 00:45:27,760 +عندي تسعين مش فالكونش تسعين هي عندي تسعين درجة + +470 +00:45:27,760 --> 00:45:32,440 +تقريبا قريب حوالين تسعين بتكون ال velocity is + +471 +00:45:32,440 --> 00:45:42,140 +maximum ف you solve it by trial + +472 +00:45:42,140 --> 00:45:44,140 +and error + +473 +00:45:47,130 --> 00:45:53,690 +استخدموا اللي هو او استخدم اللي هو Math Solver + +474 +00:45:53,690 --> 00:46:01,450 +زي ال Math Lab او + +475 +00:46:01,450 --> 00:46:07,630 +Mathematica مثلا او + +476 +00:46:07,630 --> 00:46:12,190 +Mable او + +477 +00:46:12,190 --> 00:46:14,270 +Math Cad فيه برنامج كتير + +478 +00:46:18,160 --> 00:46:23,360 +مثلا في الماتماتيكا في عندهم .. عندهم function + +479 +00:46:23,360 --> 00:46:29,700 +اسمه unsolve اذا حد نزله في الماتماتيكا بتحكي + +480 +00:46:29,700 --> 00:46:35,660 +unsolve يعني في solve و في unsolve ال unsolve يعني + +481 +00:46:35,660 --> 00:46:38,880 +numerical solution solve بلاطين exact solution + +482 +00:46:48,560 --> 00:46:53,740 +أنا بدي أحل المعادلة cosine theta زائد cosine two + +483 +00:46:53,740 --> 00:47:00,660 +theta على n اللي بكون أعطيه n سابقا ماشي بتساوي + +484 +00:47:00,660 --> 00:47:11,260 +zero I want to solve for theta بيعطيني theta once + +485 +00:47:11,260 --> 00:47:16,520 +I determine theta نعمبقى أنا مش ناسي ال math lab + +486 +00:47:16,520 --> 00:47:22,860 +بس في لها طريقة يعني يعني يعني مش بيشبوه بعض تدور + +487 +00:47:22,860 --> 00:47:28,800 +اليها شوف ال math lab ال math lab كيف بيحلها اما + +488 +00:47:28,800 --> 00:47:34,820 +انا ال math lab نسيب صراحة مافي تفاصيله اقشع ال + +489 +00:47:34,820 --> 00:47:40,870 +hill بتاعة ال math lab احكيله اللي هوفي عندك ممكن + +490 +00:47:40,870 --> 00:47:43,890 +finding roots طبعا في كمان اسمه find root برضه + +491 +00:47:43,890 --> 00:47:47,410 +بيحلها في كمان تاني في ال math find root ف finding + +492 +00:47:47,410 --> 00:47:50,570 +roots of non-linear equations في ال math lab + +493 +00:47:50,570 --> 00:47:57,430 +بيعطيلك بيحطيلك كذا function في كذا function نصيحة + +494 +00:47:57,430 --> 00:48:01,670 +ال branch هتتعلم بشكل متدرج و متدحرج يعني انت + +495 +00:48:01,670 --> 00:48:05,410 +اتعلم لما انت تحتاج لشيء يحتاج ان شاء الله تحل + +496 +00:48:05,410 --> 00:48:08,150 +المعادلة شوف بتحلها ال math lab او ال Mathematica + +497 +00:48:08,150 --> 00:48:12,880 +و نفذهايعني طبق الاحتياطيش شوية شوية شوية ع مدار + +498 +00:48:12,880 --> 00:48:16,140 +التلات اربع سنين تخلص جامعة لإن انت صرت تعرف + +499 +00:48:16,140 --> 00:48:26,840 +برنامج بشكل كامل طيب أنا بسميه تعلم عند الطلب يعني + +500 +00:48:26,840 --> 00:48:29,600 +تتعلم شغلة لما تحتاجها + +501 +00:48:38,570 --> 00:48:40,730 +تاكلوا العافية يوم خلصتم الحاضرة + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/SeDHCzMu5qw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/SeDHCzMu5qw.srt new file mode 100644 index 0000000000000000000000000000000000000000..da9cd9313c31d35b1c9185acdd697f6b4c636ed0 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/SeDHCzMu5qw.srt @@ -0,0 +1,479 @@ +1 +00:00:05,480 --> 00:00:08,720 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل في + +2 +00:00:08,720 --> 00:00:12,300 +مادة نظرية الآلات اللي هو simple mechanisms + +3 +00:00:12,300 --> 00:00:15,960 +المحاضرة الفاترة حكينا عن ال double slider crank + +4 +00:00:15,960 --> 00:00:19,920 +mechanism و حكينا how to make inversion of double + +5 +00:00:19,920 --> 00:00:23,320 +slider crank mechanism اليوم هنتعرف لميكانيزم جديد + +6 +00:00:23,320 --> 00:00:26,900 +اللي هي Oldham coupling اللي هي عبارة عن + +7 +00:00:26,900 --> 00:00:31,580 +inversion لل double slider crank mechanism + +8 +00:00:35,500 --> 00:00:38,800 +طبعا في ال .. زي ما أنتم شايفين ال Oldham + +9 +00:00:38,800 --> 00:00:46,820 +coupling في عندي الثلاث أو نحكي أربع linkات ال link + +10 +00:00:46,820 --> 00:00:49,880 +الأولى هي ال body بتاع ال machine أو الأرض اللي هي + +11 +00:00:49,880 --> 00:00:54,420 +ال frame الثابت ال link الثاني في عندهن link و + +12 +00:00:54,420 --> 00:01:00,060 +فيها shaft و في عندهن link يعني هي link اثنين + +13 +00:01:00,060 --> 00:01:09,710 +link ثلاثة link أربعة الآن هذه بتدور ماشي + +14 +00:01:09,710 --> 00:01:14,970 +لاحظوا هذه في عندي بروز و في إلها حفر أو تجويف في + +15 +00:01:14,970 --> 00:01:19,130 +القطعة هذه و في تجويف متعامل على التجويف اللي هنا + +16 +00:01:19,130 --> 00:01:27,470 +و هذا فيه بروز معناته في علاقة sliding بين هذه + +17 +00:01:27,470 --> 00:01:31,350 +القطعة و هذه القطعة و في sliding بين هذه و هذه + +18 +00:01:33,570 --> 00:01:36,150 +بالأساس double slider crank mechanism + +19 +00:02:04,100 --> 00:02:11,280 +هذا fixed عندي + +20 +00:02:11,280 --> 00:02:18,580 +two revolute joint وعندي two revolute pairs أو + +21 +00:02:18,580 --> 00:02:23,380 +rotating pairs وفي عندي sliding pair هنا وsliding + +22 +00:02:23,380 --> 00:02:31,120 +pair هاي sliding pair هاي sliding pair وهذه إيه + +23 +00:02:31,120 --> 00:02:37,820 +واحدة هذه واحدة ثابتة و في something أو عندها link + +24 +00:02:37,820 --> 00:02:42,660 +هذه slide بالنسبة لواحد و هذه slide بالنسبة لواحد + +25 +00:02:42,660 --> 00:02:47,900 +هذه slide بالنسبة لواحد في اعترافها الثانية + +26 +00:02:47,900 --> 00:02:57,700 +rotating pair المسامير اللي هنا وهذه + +27 +00:02:57,700 --> 00:02:59,760 +sliding بالنسبة لواحد اعترافها الثانية + +28 +00:03:03,400 --> 00:03:08,720 +في rotating pair و بين ال rotating pair و rotating + +29 +00:03:08,720 --> 00:03:16,080 +pair هذه فيه كمان إيش link خلنا + +30 +00:03:16,080 --> 00:03:23,960 +نسمي هذا ال link اثنين هاي أربعة هاي ثلاثة يعني + +31 +00:03:23,960 --> 00:03:29,280 +هذه هذه ثلاثة + +32 +00:03:29,280 --> 00:03:39,340 +وهذه اثنينو هذه إيش أربعة واضح بين أربعة و واحد في + +33 +00:03:39,340 --> 00:03:46,840 +sliding و بين اثنين و واحد في sliding بين اثنين و + +34 +00:03:46,840 --> 00:03:52,760 +ثلاثة في rotating بين أربعة و ثلاثة في rotating + +35 +00:03:52,760 --> 00:03:57,200 +خليني + +36 +00:03:57,200 --> 00:04:00,620 +لو ثبتت هذا ال link هنا link ثلاثة + +37 +00:04:06,960 --> 00:04:17,140 +قمت بعمل التالي رقم + +38 +00:04:17,140 --> 00:04:30,200 +ثلاثة ثبتتها هاي اثنين وهي + +39 +00:04:30,200 --> 00:04:36,060 +إيش واحد لاحظ ثلاثة + +40 +00:04:39,950 --> 00:04:45,930 +ثلاثة أو اللي هي يعني لاحظوا في عندي هي one axis + +41 +00:04:45,930 --> 00:04:51,010 +of rotation وفي one axis of rotation هنا و ال two + +42 +00:04:51,010 --> 00:04:54,910 +axes هدول يعني في بينهم مسافة اللي هي طول ال link + +43 +00:04:54,910 --> 00:05:05,070 +يعني لما ثبتت ثبتت ثلاثة كان عندي هنا rotating + +44 +00:05:05,070 --> 00:05:12,630 +يعني صار عندي محور دوران ثابت هنا محور دوران ثابت + +45 +00:05:12,630 --> 00:05:17,030 +هذه + +46 +00:05:17,030 --> 00:05:27,650 +ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة + +47 +00:05:27,650 --> 00:05:29,170 +ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه + +48 +00:05:29,170 --> 00:05:35,490 +ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم + +49 +00:05:35,490 --> 00:05:36,350 +هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة + +50 +00:05:36,350 --> 00:05:36,470 +ثم هذه ثلاثة ثم هذه ثم هذه ثم هذه ثم هذه ثم هذه ثم + +51 +00:05:36,470 --> 00:05:39,380 +هذه ثم هذه ثم هذه ثم هذه ثم هذه ثم هذه Complete + +52 +00:05:39,380 --> 00:05:43,720 +rotation بالنسبة + +53 +00:05:43,720 --> 00:05:51,660 +لثلاثة وهذا فيها link ثاني وهي واحد واحد اللي هي + +54 +00:05:51,660 --> 00:06:03,100 +جاي بالشكل هذا هي واحد دفع + +55 +00:06:03,100 --> 00:06:03,500 +شوية + +56 +00:06:21,270 --> 00:06:37,070 +هذه link اثنين وهذه link واحد هذه + +57 +00:06:37,070 --> 00:06:45,870 +الثلاثة وهذه أربعة لاحظوا اثنين تعمل complete + +58 +00:06:45,870 --> 00:06:52,370 +rotation حول النقطة هذه بتعمل complete rotation لأن + +59 +00:06:52,370 --> 00:06:59,530 +هذا ثابت ببساطة فهذا كأنها shaft high shaft وhigh + +60 +00:06:59,530 --> 00:07:01,870 +shaft ثاني بينهم offset يعني high shaft بدور و + +61 +00:07:01,870 --> 00:07:06,530 +high shaft مش مش مش مطابقين مع بعض المحاور يعني في + +62 +00:07:06,530 --> 00:07:16,250 +بينهم مسافة اللي هي بسميها ال offset distance + +63 +00:07:16,250 --> 00:07:23,930 +بين ال two shafts لأن ال shaft هذا فيه link رقم + +64 +00:07:23,930 --> 00:07:29,490 +واحد بيصير له sliding يعني اثنين slide بالنسبة + +65 +00:07:29,490 --> 00:07:33,790 +لواحد أو واحد slide بالنسبة لاثنين و في نفس الوقت + +66 +00:07:33,790 --> 00:07:40,010 +واحد slide بالنسبة لأربعة بالطريقة هذه أنا بنقلي + +67 +00:07:40,010 --> 00:07:48,570 +الحركة بين shaft اثنين و shaft أربعة من خلال ال + +68 +00:07:48,570 --> 00:07:56,500 +link و واحد على الرغم أن ال two shafts مش على نفس + +69 +00:07:56,500 --> 00:07:59,220 +المحور في مسافة بين المحورين هاي محور و هاي محور + +70 +00:07:59,220 --> 00:08:04,960 +لكن بإضافة لل link هذه اللي بتعطيني حركة انزلاقات + +71 +00:08:04,960 --> 00:08:09,480 +بين واحد و اثنين و حركة انزلاقات بين واحد و أربعة + +72 +00:08:09,480 --> 00:08:13,860 +استطعت أن أنقل حركة between two shafts that are not + +73 +00:08:13,860 --> 00:08:18,290 +collinear بتوجهني كثير في ال machines انه أنا بيكون + +74 +00:08:18,290 --> 00:08:22,050 +عندي فعلا هاي عمود و هاي عمود بيكونوش على نفس + +75 +00:08:22,050 --> 00:08:25,950 +المحور و بده أنقل حركة بينهم فالميكانيزم هذا ال + +76 +00:08:25,950 --> 00:08:32,610 +Oldham coupling بتوفر لي هذه الإمكانية خليني + +77 +00:08:32,610 --> 00:08:37,070 +أشوف فيديو animation لل Oldham coupling + +78 +00:08:59,040 --> 00:09:02,580 +طبعا عملية ال inversion شرحتها أنا هو هيعيدها ال + +79 +00:09:02,580 --> 00:09:08,040 +inversion عند + +80 +00:09:08,040 --> 00:09:14,820 +إحنا بالنسبة لنا كانت هذه هي تثبت ثلاثة وترخي أربعة + +81 +00:09:14,820 --> 00:09:20,180 +عند هنا X rotation وعندي X rotation هتمثل shaft + +82 +00:09:20,180 --> 00:09:26,050 +هادي another shaft اللي بينهم offset distance وفي + +83 +00:09:26,050 --> 00:09:30,410 +link واحد في sliding بين واحد وأربعة وsliding بين + +84 +00:09:30,410 --> 00:09:34,670 +واحد واثنين while two and four are rotating معناته + +85 +00:09:34,670 --> 00:09:41,750 +أنا whatever rotation بيصير في اثنين بنقله لأربعة + +86 +00:09:41,750 --> 00:09:47,390 +على الرغم أنه في offset distance between ال axis + +87 +00:09:47,390 --> 00:09:48,250 +of the shafts + +88 +00:10:16,590 --> 00:10:22,830 +الآن هذه ال shaft وهذه ال shaft وهذه ال link + +89 +00:10:22,830 --> 00:10:29,190 +واحدة لما ندور ال shaft هذه تنتقل حركة من الشاشة + +90 +00:10:29,190 --> 00:10:31,430 +لشاشة هذه عبر ال link هذه لأن ال link هذه في + +91 +00:10:31,430 --> 00:10:35,270 +sliding بالنسبة لهذه وsliding بالنسبة لهذه + +92 +00:10:41,670 --> 00:10:44,710 +شايف كيف أن ال rotation على المحور ده انتقل من هنا + +93 +00:10:44,710 --> 00:10:53,670 +لهان ال + +94 +00:10:53,670 --> 00:10:55,830 +Oldham cam الموجود في المعمل أنها بتقدر تروح + +95 +00:10:55,830 --> 00:11:06,270 +تتفرجوا عليها و تشغلوا عليها خلينا + +96 +00:11:06,270 --> 00:11:09,810 +نشوف animation 3D + +97 +00:11:20,370 --> 00:11:25,210 +إحنا حكينا هاي ثلاثة قطع هاي link two link four و + +98 +00:11:25,210 --> 00:11:30,310 +بينهم link واحد link ثلاثة هي إيش الثابتة فبيجي ال + +99 +00:11:30,310 --> 00:11:36,550 +motion من link two ل link أربعة من خلال link واحد + +100 +00:11:36,550 --> 00:11:41,090 +اللي في بينها و بين اثنين sliding و بينها و بين + +101 +00:11:41,090 --> 00:11:45,750 +أربعة في sliding عبر ال slot هذه و ال slot هذه + +102 +00:12:04,480 --> 00:12:15,220 +لأن هاي link 2 link 4 link 1 و + +103 +00:12:15,220 --> 00:12:17,280 +واضح أن ال two shafts are not collinear + +104 +00:12:43,080 --> 00:12:48,580 +نستخدم two shafts متوازيين بيكونوش نتيجة الأخطاء + +105 +00:12:48,580 --> 00:12:50,580 +في نتيجة التصنيع بيكونوش عاجب البعض مية في المية + +106 +00:12:50,580 --> 00:12:56,300 +فمحتاج تحط coupling أو واصلة بتشوفها في ال + +107 +00:12:56,300 --> 00:12:58,020 +tractors يعني ممكن تشوفها في ال tractors أو في ال + +108 +00:12:58,020 --> 00:13:01,560 +.. كثير يعني ممكن تحكي لها Oldham coupling اسمها + +109 +00:13:02,020 --> 00:13:05,840 +Oldham coupling طبعا في أنواع كثير، في عندنا flex + +110 +00:13:05,840 --> 00:13:09,780 +ible coupling، في عندنا rigid coupling، في عندنا + +111 +00:13:09,780 --> 00:13:12,760 +sprocket coupling، كثير من نوع ال couplings إنك + +112 +00:13:12,760 --> 00:13:15,580 +توصل two shafts مع بعض، في عندنا ال universal joint + +113 +00:13:15,580 --> 00:13:22,440 +coupling أو .. نعم .. Hooke's coupling اسمه Hooke's + +114 +00:13:22,440 --> 00:13:26,760 +coupling أو universal joint coupling قشّفوا تدوروا + +115 +00:13:26,760 --> 00:13:30,320 +universal joint في ال .. في ال net flexible + +116 +00:13:30,320 --> 00:13:33,980 +coupling, rigid coupling, sprocket coupling في نوع + +117 +00:13:33,980 --> 00:13:36,680 +كثير و النوع اللي إحنا اليوم تعرّفنا عليه هو ال + +118 +00:13:36,680 --> 00:13:41,020 +Oldham coupling إحنا هكذا نكون أنهينا chapter + +119 +00:13:41,020 --> 00:13:48,900 +خمسة المحاضرة الجاية بنكمل chapter تسعة + +120 +00:13:50,960 --> 00:13:51,980 +عشان أعطيكم العافية diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/SeDHCzMu5qw_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/SeDHCzMu5qw_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..38185a629966cab4d6e51d4387da5fbf059bac41 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/SeDHCzMu5qw_postprocess.srt @@ -0,0 +1,480 @@ +1 +00:00:05,480 --> 00:00:08,720 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل في + +2 +00:00:08,720 --> 00:00:12,300 +مادة نظرية الألات اللي هو simple mechanisms + +3 +00:00:12,300 --> 00:00:15,960 +المحاضرة الفاترة حكينا عن ال double slider crank + +4 +00:00:15,960 --> 00:00:19,920 +mechanism و حكينا how to make inversion of double + +5 +00:00:19,920 --> 00:00:23,320 +slider crank mechanism اليوم هنتعرف لميكانيزم جديد + +6 +00:00:23,320 --> 00:00:26,900 +اللي هي old ham coupling اللي هي عبارة عن + +7 +00:00:26,900 --> 00:00:31,580 +inversion لل double slider crank mechanism + +8 +00:00:35,500 --> 00:00:38,800 +طبعا في ال .. زي ما انتوا شايفين ال old ham + +9 +00:00:38,800 --> 00:00:46,820 +coupling في عندى التلت او نحكي اربع linkات ال link + +10 +00:00:46,820 --> 00:00:49,880 +الاولى هي ال body بتاع ال machine او الأرض اللى هى + +11 +00:00:49,880 --> 00:00:54,420 +ال frame الثابت ال link التانى في عندهين link و + +12 +00:00:54,420 --> 00:01:00,060 +فيها shaft و في عندهين link يعني هى link اتنين + +13 +00:01:00,060 --> 00:01:09,710 +link تلاتة link اربعةالان هذه بتدور ماشي + +14 +00:01:09,710 --> 00:01:14,970 +لاحظوا هذه في عندى بروز و في إلها حفر أو تجويف في + +15 +00:01:14,970 --> 00:01:19,130 +القطعة هذه و في تجويف متعامل على التجويف اللي هنا + +16 +00:01:19,130 --> 00:01:27,470 +و هذا فيه بروز معناته في علاقة sliding بين هذه + +17 +00:01:27,470 --> 00:01:31,350 +القطعة و هذه القطعة و في sliding بين هذه و هذه + +18 +00:01:33,570 --> 00:01:36,150 +بالأساس دوبل استرالي كرانك ميكانيزم + +19 +00:02:04,100 --> 00:02:11,280 +هذا fixed عندي + +20 +00:02:11,280 --> 00:02:18,580 +two revolute joint وعندي two revolute pairs او + +21 +00:02:18,580 --> 00:02:23,380 +rotating pairs وفي عندي sliding pair هنا وsliding + +22 +00:02:23,380 --> 00:02:31,120 +pair هاي sliding pair هاي sliding pair وهذه ايه + +23 +00:02:31,120 --> 00:02:37,820 +واحدهذه واحدة ثابتة و في something او عنده link + +24 +00:02:37,820 --> 00:02:42,660 +هذه slide بالنسبة لواحد و هذه slide بالنسبة لواحد + +25 +00:02:42,660 --> 00:02:47,900 +هذه slide بالنسبة لواحد في اعترافها التانية + +26 +00:02:47,900 --> 00:02:57,700 +rotating pair المصمر اللي هنا وهذه + +27 +00:02:57,700 --> 00:02:59,760 +sliding بالنسبة لواحد اعترافها التانية + +28 +00:03:03,400 --> 00:03:08,720 +في rotating pair و بين ال rotating pair و rotating + +29 +00:03:08,720 --> 00:03:16,080 +pair هذه فيه كمان إيش link خلنا + +30 +00:03:16,080 --> 00:03:23,960 +نسمي هذا ال link اتنين هاي أربعة هاي تلاتة يعني + +31 +00:03:23,960 --> 00:03:29,280 +هذه هذه تلاتة + +32 +00:03:29,280 --> 00:03:39,340 +وهذه اتنينو هذه ايش اربعة واضح بين اربعة و واحد في + +33 +00:03:39,340 --> 00:03:46,840 +sliding و بين اتنين و واحد في sliding بين اتنين و + +34 +00:03:46,840 --> 00:03:52,760 +تلاتة في rotating بين اربعة و تلاتة في rotating + +35 +00:03:52,760 --> 00:03:57,200 +خليني + +36 +00:03:57,200 --> 00:04:00,620 +لو ثبتت هذا ال link هنا link تلاتة + +37 +00:04:06,960 --> 00:04:17,140 +قمت بعمل التالي رقم + +38 +00:04:17,140 --> 00:04:30,200 +تلاتة ثبتتها هاي اتنين وهي + +39 +00:04:30,200 --> 00:04:36,060 +ايش واحد لاحظ تلاتة + +40 +00:04:39,950 --> 00:04:45,930 +تلاتة او اللي هي يعني لاحظوا في عندي هي one axis + +41 +00:04:45,930 --> 00:04:51,010 +of rotation وفي one axis of rotation هنا و ال two + +42 +00:04:51,010 --> 00:04:54,910 +axes هدول يعني في بينهم مسافة اللي هي طول ال link + +43 +00:04:54,910 --> 00:05:05,070 +يعني لما ثبتت ثبتت تلاتة كان عندي هنا rotating + +44 +00:05:05,070 --> 00:05:12,630 +يعني صار عندي محمر دوران ثابتهنا محور دوران ثابت + +45 +00:05:12,630 --> 00:05:17,030 +هذه + +46 +00:05:17,030 --> 00:05:27,650 +ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة + +47 +00:05:27,650 --> 00:05:29,170 +ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه + +48 +00:05:29,170 --> 00:05:35,490 +ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم + +49 +00:05:35,490 --> 00:05:36,350 +هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة ثم هذه ثلاثة + +50 +00:05:36,350 --> 00:05:36,470 +ثم هذه ثلاثة ثم هذه ثم هذه ثم هذه ثم هذه ثم هذه ثم + +51 +00:05:36,470 --> 00:05:39,380 +هذه ثم هذه ثم هذه ثم هذه ثم هذه ثم هذهComplete + +52 +00:05:39,380 --> 00:05:43,720 +rotation بالنسبة + +53 +00:05:43,720 --> 00:05:51,660 +لتلاتة وهذا فيها link تاني وهي واحد واحد اللي هي + +54 +00:05:51,660 --> 00:06:03,100 +جاي بالشكل هذا هي واحد دفع + +55 +00:06:03,100 --> 00:06:03,500 +شوية + +56 +00:06:21,270 --> 00:06:37,070 +هذه لينك اتنين وهذه لينك واحد هذه + +57 +00:06:37,070 --> 00:06:45,870 +التلاتة وهذه اربعة لاحظوا اتنين تعمل complete + +58 +00:06:45,870 --> 00:06:52,370 +rotation حول النقطة هذهبتعمل complete rotation لأن + +59 +00:06:52,370 --> 00:06:59,530 +هذا ثابت ببساطة فهذا كأنها shaft high shaft وhigh + +60 +00:06:59,530 --> 00:07:01,870 +shaft تاني بينهم offset يعني high shaft بدور و + +61 +00:07:01,870 --> 00:07:06,530 +high shaft مش مش مش مطابقين مع بعض المحاور يعني في + +62 +00:07:06,530 --> 00:07:16,250 +بينهم مسافة اللي هي بسميها ال offset distance + +63 +00:07:16,250 --> 00:07:23,930 +بين ال two shaftsلأن ال shaft هذا فيه link رقم + +64 +00:07:23,930 --> 00:07:29,490 +واحد بيصير له sliding يعني اتنين slide بالنسبة + +65 +00:07:29,490 --> 00:07:33,790 +لواحد او واحد slide بالنسبة لاتنين و في نفس الوقت + +66 +00:07:33,790 --> 00:07:40,010 +واحد slide بالنسبة لاربع بالطريقة هذه انا بنقلي + +67 +00:07:40,010 --> 00:07:48,570 +الحركة بين shaft اتنين و shaft اربع من خلال ال + +68 +00:07:48,570 --> 00:07:56,500 +linkو احد على الرغم ان ال two chats مش على نفس + +69 +00:07:56,500 --> 00:07:59,220 +المحور في مسافة بين المحورين هاي محور و هاي محور + +70 +00:07:59,220 --> 00:08:04,960 +لكن باضافة لل link هذه اللي بتعطيني حركة انزلات + +71 +00:08:04,960 --> 00:08:09,480 +بين واحد و اتنين و حركة انزلات بين واحد و اربع + +72 +00:08:09,480 --> 00:08:13,860 +استطعت ان انقل حركة between two chats that are not + +73 +00:08:13,860 --> 00:08:18,290 +collinearبتوجهني كتير في ال machines انه انا بيكون + +74 +00:08:18,290 --> 00:08:22,050 +عندي فعلا هاي عمود و هاي عمود بيكونوش على نفس + +75 +00:08:22,050 --> 00:08:25,950 +المحور و بده انقل حركة بينهم فالميكانيزم هذا ال + +76 +00:08:25,950 --> 00:08:32,610 +old ham coupling بتوفرلي هذه الإمكانية خليني + +77 +00:08:32,610 --> 00:08:37,070 +اشوف فيديو animation لل old ham coupling + +78 +00:08:59,040 --> 00:09:02,580 +طبعا عملية ال inversion شرحتها انا هو هيعيدها ال + +79 +00:09:02,580 --> 00:09:08,040 +inversion عند + +80 +00:09:08,040 --> 00:09:14,820 +احنا بالنسبة لنا كانت هذه هيثبت تلاتة ويرخي اربعة + +81 +00:09:14,820 --> 00:09:20,180 +عند هنا X rotation وعندي X rotation هتمثل shaft + +82 +00:09:20,180 --> 00:09:26,050 +هادي another shaftاللي بينهم offset distance وفي + +83 +00:09:26,050 --> 00:09:30,410 +link واحد في sliding بين واحد واربع وsliding بين + +84 +00:09:30,410 --> 00:09:34,670 +واحد واتنين while two and four are rotating معناته + +85 +00:09:34,670 --> 00:09:41,750 +انا whatever rotation بيصير في اتنين بانقله لاربع + +86 +00:09:41,750 --> 00:09:47,390 +على الرغم انه في offset distance between ال axis + +87 +00:09:47,390 --> 00:09:48,250 +of the shirts + +88 +00:10:16,590 --> 00:10:22,830 +الان هذه الـ shaft وهذه الـ shaft وهذه ال link + +89 +00:10:22,830 --> 00:10:29,190 +واحدة لما ندور ال shaft هذه تنتقل حركة من الشاشة + +90 +00:10:29,190 --> 00:10:31,430 +لشاشة هذه عبر ال link هذه لان ال link هذه في + +91 +00:10:31,430 --> 00:10:35,270 +sliding بالنسبة لهذه وsliding بالنسبة لهذه + +92 +00:10:41,670 --> 00:10:44,710 +شايف كيف ان ال rotation على المحور ده انتقل من هنا + +93 +00:10:44,710 --> 00:10:53,670 +لهان ال + +94 +00:10:53,670 --> 00:10:55,830 +old ham cam الموجود في المعمل انها بتقدر تروح + +95 +00:10:55,830 --> 00:11:06,270 +تتفرجوا عليها و تشغلوها خلينا + +96 +00:11:06,270 --> 00:11:09,810 +نشوف animation 3D + +97 +00:11:20,370 --> 00:11:25,210 +أحنا حكينا هاي تلت قطع هاي link two link four و + +98 +00:11:25,210 --> 00:11:30,310 +بينهم link واحد link تلتة هي ايش الثابتة فبيجي ال + +99 +00:11:30,310 --> 00:11:36,550 +motion من link two ل link اربع من خلال link واحد + +100 +00:11:36,550 --> 00:11:41,090 +اللي في بينها و بين اتنين sliding و بينها و بين + +101 +00:11:41,090 --> 00:11:45,750 +اربع في sliding عبر ال slot هذه و ال slot هذه + +102 +00:12:04,480 --> 00:12:15,220 +لأن هاي link 2 link 4 link 1 و + +103 +00:12:15,220 --> 00:12:17,280 +واضح أن ال two shares are not collinear + +104 +00:12:43,080 --> 00:12:48,580 +استخدم two chassis متوازين بيكونوش نتيجة الأخطاء + +105 +00:12:48,580 --> 00:12:50,580 +في نتيجة التصنيع بيكونوش عاجباء البعض مية في المية + +106 +00:12:50,580 --> 00:12:56,300 +فمحتاج تحط coupling او واصلة بتشوفها في ال + +107 +00:12:56,300 --> 00:12:58,020 +tractors يعني ممكن تشوفها في ال tractors او في ال + +108 +00:12:58,020 --> 00:13:01,560 +.. كتير يعني ممكن تحكي لها old hump coupling اسمها + +109 +00:13:02,020 --> 00:13:05,840 +old ham coupling طبعا في أنواع كتير، في عندنا flex + +110 +00:13:05,840 --> 00:13:09,780 +وال coupling، في عندنا rigid coupling، في عندنا + +111 +00:13:09,780 --> 00:13:12,760 +sprocket coupling، كتير من نوع ال couplings انك + +112 +00:13:12,760 --> 00:13:15,580 +توصل two شخص مع بعض، في عندنا ال universal joint + +113 +00:13:15,580 --> 00:13:22,440 +coupling او .. نعم .. hooks couplingاسمه hawks + +114 +00:13:22,440 --> 00:13:26,760 +coupling أو universal joint coupling قشفوا تدوروا + +115 +00:13:26,760 --> 00:13:30,320 +universal joint في ال .. في ال net flexible + +116 +00:13:30,320 --> 00:13:33,980 +coupling, rigid coupling, sprocket coupling في نوع + +117 +00:13:33,980 --> 00:13:36,680 +كتير و النوع اللي احنا اليوم اتعرفنا عليه هو ال + +118 +00:13:36,680 --> 00:13:41,020 +old ham coupling احنا هكذا نكون انهينا chapter + +119 +00:13:41,020 --> 00:13:48,900 +خمسة المحاضرة الجاي بنكمل chapter تسعة + +120 +00:13:50,960 --> 00:13:51,980 +عشان اطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/SeDHCzMu5qw_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/SeDHCzMu5qw_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..79ccbcbd8771ede67d5bc00edc74cafe89dc1aaa --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/SeDHCzMu5qw_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 3158, "start": 5.48, "end": 31.58, "text": "السلام عليكم و رحمة الله و بركاته اليوم هنكمل في مادة نظرية الألات اللي هو simple mechanisms المحاضرة الفاترة حكينا عن ال double slider crank mechanism و حكينا how to make inversion of double slider crank mechanism اليوم هنتعرف لميكانيزم جديد اللي هي old ham coupling اللي هي عبارة عن inversion لل double slider crank mechanism", "tokens": [6027, 3794, 37440, 25894, 24793, 4032, 12602, 35571, 3660, 21984, 4032, 4724, 31747, 9307, 3224, 45595, 20498, 8032, 1863, 24793, 1211, 8978, 3714, 18513, 3660, 8717, 19913, 2288, 10632, 16247, 1211, 9307, 13672, 1829, 31439, 2199, 15902, 9673, 5016, 46958, 25720, 27188, 9307, 25720, 11331, 4117, 1829, 8315, 18871, 2423, 3834, 26046, 21263, 7513, 4032, 11331, 4117, 1829, 8315, 577, 281, 652, 43576, 295, 3834, 26046, 21263, 7513, 45595, 20498, 8032, 29399, 3615, 28480, 5296, 2304, 1829, 41361, 1829, 11622, 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"seek": 9615, "start": 93.57, "end": 96.15, "text": "بالأساس دوبل استرالي كرانك ميكانيزم", "tokens": [3555, 6027, 10721, 3794, 32277, 11778, 37746, 1211, 44713, 2288, 6027, 1829, 9122, 2288, 7649, 4117, 3714, 1829, 41361, 1829, 11622, 2304], "avg_logprob": -0.4517662939818009, "compression_ratio": 1.064516129032258, "no_speech_prob": 0.0, "words": [{"start": 93.57, "end": 94.41, "word": "بالأساس", "probability": 0.76552734375}, {"start": 94.41, "end": 94.83, "word": " دوبل", "probability": 0.5535481770833334}, {"start": 94.83, "end": 95.23, "word": " استرالي", "probability": 0.632049560546875}, {"start": 95.23, "end": 95.53, "word": " كرانك", "probability": 0.732147216796875}, {"start": 95.53, "end": 96.15, "word": " ميكانيزم", "probability": 0.8294677734375}], "temperature": 1.0}, {"id": 5, "seek": 15269, "start": 124.1, "end": 152.7, "text": "هذا fixed عندي two revolute joint وعندي two revolute pairs او rotating pairs وفي عندي sliding pair هنا وsliding pair هاي sliding pair هاي sliding pair وهذه ايه واحد", "tokens": [3224, 15730, 6806, 18871, 16254, 732, 16908, 1169, 7225, 4032, 3615, 1863, 16254, 732, 16908, 1169, 15494, 1975, 2407, 19627, 15494, 4032, 41185, 18871, 16254, 21169, 6119, 34105, 4032, 10418, 2819, 6119, 8032, 47302, 21169, 6119, 8032, 47302, 21169, 6119, 4032, 3224, 24192, 1975, 1829, 3224, 36764, 24401], "avg_logprob": -0.33609694850688077, "compression_ratio": 1.6885245901639345, "no_speech_prob": 0.0, "words": [{"start": 124.1, "end": 124.46, "word": "هذا", "probability": 0.864013671875}, {"start": 124.46, "end": 125.48, "word": " fixed", "probability": 0.348388671875}, {"start": 125.48, "end": 131.28, "word": " عندي", "probability": 0.57086181640625}, {"start": 131.28, "end": 131.52, "word": " two", "probability": 0.81396484375}, {"start": 131.52, "end": 131.84, "word": " revolute", "probability": 0.82275390625}, {"start": 131.84, "end": 132.26, "word": " joint", "probability": 0.6455078125}, {"start": 132.26, "end": 135.26, "word": " 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{"start": 815.04, "end": 815.18, "word": " اللي", "probability": 0.929931640625}, {"start": 815.18, "end": 815.38, "word": " احنا", "probability": 0.9656575520833334}, {"start": 815.38, "end": 815.64, "word": " اليوم", "probability": 0.89501953125}, {"start": 815.64, "end": 815.98, "word": " اتعرفنا", "probability": 0.91953125}, {"start": 815.98, "end": 816.12, "word": " عليه", "probability": 0.810546875}, {"start": 816.12, "end": 816.5, "word": " هو", "probability": 0.64453125}, {"start": 816.5, "end": 816.68, "word": " ال", "probability": 0.91162109375}, {"start": 816.68, "end": 816.92, "word": " old", "probability": 0.72509765625}, {"start": 816.92, "end": 817.16, "word": " ham", "probability": 0.79931640625}, {"start": 817.16, "end": 817.74, "word": " coupling", "probability": 0.98291015625}, {"start": 817.74, "end": 819.66, "word": " احنا", "probability": 0.95947265625}, {"start": 819.66, "end": 819.92, "word": " هكذا", "probability": 0.611572265625}, {"start": 819.92, "end": 820.2, "word": " نكون", "probability": 0.869873046875}, {"start": 820.2, "end": 820.64, "word": " انهينا", "probability": 0.884033203125}, {"start": 820.64, "end": 821.02, "word": " chapter", "probability": 0.908203125}, {"start": 821.02, "end": 823.76, "word": " خمسة", "probability": 0.9415283203125}, {"start": 823.76, "end": 824.9, "word": " المحاضرة", "probability": 0.9598388671875}, {"start": 824.9, "end": 825.28, "word": " الجاي", "probability": 0.703857421875}, {"start": 825.28, "end": 826.48, "word": " بنكمل", "probability": 0.9306640625}, {"start": 826.48, "end": 827.54, "word": " chapter", "probability": 0.9404296875}, {"start": 827.54, "end": 828.9, "word": " تسعة", "probability": 0.9811197916666666}], "temperature": 1.0}, {"id": 27, "seek": 83198, "start": 830.96, "end": 831.98, "text": "عشان اطيكوا العافية", "tokens": [3615, 8592, 7649, 1975, 9566, 1829, 4117, 14407, 18863, 31845, 10632], "avg_logprob": -0.3048502479990323, "compression_ratio": 0.8181818181818182, "no_speech_prob": 0.0, "words": [{"start": 830.96, "end": 831.38, "word": "عشان", "probability": 0.734375}, {"start": 831.38, "end": 831.56, "word": " اطيكوا", "probability": 0.68515625}, {"start": 831.56, "end": 831.98, "word": " العافية", "probability": 0.92919921875}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 832.4818125, "duration_after_vad": 654.1268750000012} \ No newline at end of file diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WJwPKo8wgrU_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WJwPKo8wgrU_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..3bd57f806b84f8df37fb4f614cb4e9ed58622bc1 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WJwPKo8wgrU_postprocess.srt @@ -0,0 +1,788 @@ +1 +00:00:05,160 --> 00:00:08,240 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:08,240 --> 00:00:12,220 +وبركاته اليوم هنكمل في مادة نظرية الألات هنبدأ في + +3 +00:00:12,220 --> 00:00:16,160 +شبتر جديد اللي هو balancing of reciprocating + +4 +00:00:16,160 --> 00:00:30,320 +masses توزين الكتل المتدفدة مش الدورة زي + +5 +00:00:30,320 --> 00:00:31,180 +ما احنا شايفين + +6 +00:00:34,460 --> 00:00:42,020 +سلاتي كرانك ميكانيزم هاد الكرانك + +7 +00:00:42,020 --> 00:00:47,660 +هاد + +8 +00:00:47,660 --> 00:00:55,080 +ال connecting rod هاد + +9 +00:00:55,080 --> 00:00:56,060 +ال piston + +10 +00:01:04,630 --> 00:01:11,950 +الـ piston هيكون علي inertia forces F I عند + +11 +00:01:11,950 --> 00:01:17,210 +F R هي ال force required to accelerate ال piston + +12 +00:01:17,210 --> 00:01:23,410 +يعني في الآخر هيكون عندى ال piston علي ال inertia + +13 +00:01:23,410 --> 00:01:26,970 +force ال inertia force اللي هي عكس ال M A minus M + +14 +00:01:26,970 --> 00:01:34,920 +A وفي عند ال connecting rod طوله ال لكرانكطولها R + +15 +00:01:34,920 --> 00:01:46,300 +وعندى هذه الزاوية ثتا وفى + +16 +00:01:46,300 --> 00:02:00,380 +normal force من السيلندر على ال piston احنا + +17 +00:02:00,380 --> 00:02:05,110 +هنهمل وزن ال pistonلأنه سيكون صغير بالمقارنة بالـ + +18 +00:02:05,110 --> 00:02:11,090 +other forces الآن + +19 +00:02:11,090 --> 00:02:15,530 +ال inertia force اللي هنا طبعا فين عندهين ال + +20 +00:02:15,530 --> 00:02:22,090 +bearing بتاعة ال crank نتيجة ال inertia force + +21 +00:02:22,090 --> 00:02:28,890 +هيصير عنده اهتزازات يعني في الآخر ال force هذه + +22 +00:02:28,890 --> 00:02:32,050 +هتنتقل على ال support على ال body بتاع ال machine + +23 +00:02:33,160 --> 00:02:37,180 +وبالتالي ال + +24 +00:02:37,180 --> 00:02:45,660 +inertia force سابقا عرفناها + +25 +00:02:45,660 --> 00:02:53,460 +عبارة عن FI بالسواء ال mass لـ reciprocating part + +26 +00:02:53,460 --> 00:03:00,640 +في ال acceleration صح؟ و ال acceleration كانت R + +27 +00:03:00,640 --> 00:03:02,280 +Omega Square فيه + +28 +00:03:04,700 --> 00:03:09,820 +cos θ زائد + +29 +00:03:09,820 --> 00:03:25,120 +cos 2θ على n دعوني أتأكد من المعادلة ماشي + +30 +00:03:25,120 --> 00:03:29,960 +صحيح ال + +31 +00:03:29,960 --> 00:03:33,280 +n اللي هي إيش ال على + +32 +00:03:38,660 --> 00:03:46,240 +الـ inertia force هتكون بده يدخل الـ mr² لجوا mr + +33 +00:03:46,240 --> 00:03:49,720 +omega + +34 +00:03:49,720 --> 00:04:01,580 +square cos θ زاد mr omega square cos 2θ على n + +35 +00:04:11,200 --> 00:04:16,940 +واضح ال inertia force يعني ممكن اعتبرها مكونين هذا + +36 +00:04:16,940 --> 00:04:26,280 +ال term هذا ال term هذا هسميه مثلا ال primary هذا + +37 +00:04:26,280 --> 00:04:34,380 +ال secondary ال + +38 +00:04:34,380 --> 00:04:40,970 +F primary اللي هي هتكون MR Omega Square Cos Theta + +39 +00:04:40,970 --> 00:05:04,510 +F Secondary M R Omega Square Cos 2 Theta على N ال + +40 +00:05:04,510 --> 00:05:12,240 +forceالناتج على ال inertia دائما افق اتجاهها افق + +41 +00:05:12,240 --> 00:05:18,060 +ايه؟ يعني اتجاهها بتغيراش لكن بتغير ايه؟ قيمتها + +42 +00:05:18,060 --> 00:05:23,720 +طبق التغير في الزاوية لكن لو كانت عندي كتلة بتدور + +43 +00:05:23,720 --> 00:05:27,200 +ال + +44 +00:05:27,200 --> 00:05:30,160 +inertia force على الكتلة هي mr omega squared + +45 +00:05:30,160 --> 00:05:32,940 +القيمة تعيتها أشملها + +46 +00:05:35,580 --> 00:05:40,400 +ثابتة لكن اتجاهها متغير معناه ان في حالة الكتلة + +47 +00:05:40,400 --> 00:05:46,660 +الدوارة بيكون قيمة ال inertia force ثابتة لكن + +48 +00:05:46,660 --> 00:05:51,560 +الاتجاه متغير في حالة ال inertia force اللي جاية + +49 +00:05:51,560 --> 00:05:58,540 +من ال mass بتاعة ال piston الاتجاه أفقه لكن القيمة + +50 +00:05:58,540 --> 00:06:00,500 +متغيرة + +51 +00:06:04,060 --> 00:06:09,420 +الـ FP Max الـ Primary Max بتكون is maximum بتكون + +52 +00:06:09,420 --> 00:06:14,820 +maximum تمتها + +53 +00:06:14,820 --> 00:06:21,540 +ال maximum هتكون DMR Omega Square عند + +54 +00:06:21,540 --> 00:06:29,080 +θ هذا ال cos θ عن + +55 +00:06:29,080 --> 00:06:32,360 +صفر و 180 صح؟ + +56 +00:06:36,750 --> 00:06:42,410 +كان في دورة واحدة بيصير مرتين عند صفر ومية تمانين + +57 +00:06:42,410 --> 00:06:47,990 +اللي في secondary max بتكون + +58 +00:06:47,990 --> 00:06:59,990 +سواء mr omega square على n at theta طبعا عند صفر + +59 +00:06:59,990 --> 00:07:04,270 +وانت + +60 +00:07:04,270 --> 00:07:05,450 +ساين + +61 +00:07:08,080 --> 00:07:18,880 +وعند 180 وعند 360 طيب + +62 +00:07:18,880 --> 00:07:25,280 +مين أكبر بشكل عام ال primary ولا ال secondary + +63 +00:07:25,280 --> 00:07:30,040 +البسط + +64 +00:07:30,040 --> 00:07:33,740 +نفس البسط هي المقصودة لأن الأن عادة بتكون أعلى من + +65 +00:07:33,740 --> 00:07:41,770 +أربعة يعني مبتدأ أحكي أنا ال F Pmaxima بتكون أكبر + +66 +00:07:41,770 --> 00:07:47,990 +بكتير من F secondary maximum يعني أكبر منها بشكل + +67 +00:07:47,990 --> 00:08:06,650 +ملحوظ طيب + +68 +00:08:20,510 --> 00:08:25,090 +معناته for moderate speed زي كانت سرعة متوسطة ال + +69 +00:08:25,090 --> 00:08:29,710 +secondary unbalance force هحملها هحملها لأنها + +70 +00:08:29,710 --> 00:08:40,330 +صغيرة بالمقارنة مع ال primary unbalance force زي + +71 +00:08:40,330 --> 00:08:44,870 +ما حكيت سابقاالـ Unbalanced force due to + +72 +00:08:44,870 --> 00:08:51,290 +reciprocating masses تتغير بالقيمة لكن اتجاهها + +73 +00:08:51,290 --> 00:08:55,730 +ثابت في حالة الـ Unbalanced force due to revolving + +74 +00:08:55,730 --> 00:09:00,290 +masses كتل اللي بتدور القيمة بضالها ثابتة لكن + +75 +00:09:00,290 --> 00:09:11,610 +الاتجاه بتغير القيمة ثابتة لكن الاتجاه بتغير الان + +76 +00:09:13,060 --> 00:09:20,200 +أنا حكيت عندي بدي أركز بدي أعمل توزين جزء اللي هو + +77 +00:09:20,200 --> 00:09:26,800 +أوزن بس ال primary componentمش هعمل توزين كله مع + +78 +00:09:26,800 --> 00:09:29,980 +انه في طرق توزين كله بس انا هعمل توزين جزء يعني + +79 +00:09:29,980 --> 00:09:36,540 +هوزن ال m omega square r cosine theta ال m omega + +80 +00:09:36,540 --> 00:09:42,840 +square r cosine theta كأنها كأنها في كتلهين على + +81 +00:09:42,840 --> 00:09:48,540 +بعد r كتلتها m كويس اذا الكتلة دي كانت موجودة هنا + +82 +00:09:48,540 --> 00:09:53,460 +هتعمل ليه inertia force m omega square rالمراكب + +83 +00:09:53,460 --> 00:09:58,120 +الأفقي تاعتها هتكون م امجا سكوير ار كوصين ثيتا + +84 +00:09:58,120 --> 00:10:02,680 +مافيش كتلة هنا كأنها مراكب لأن لو في كتلة هنا + +85 +00:10:02,680 --> 00:10:09,160 +قيمتها م ال force هتكون م امجا سكوير ار لو بدى + +86 +00:10:09,160 --> 00:10:14,460 +اوزنها بروح احط ع جبل كتلة بيه + +87 +00:10:14,460 --> 00:10:23,060 +اي كتلة بيه على بعد مسافة بيه smallهذه هتعمل + +88 +00:10:23,060 --> 00:10:29,300 +centrifugal force الكتلة بيه omega square في بيه + +89 +00:10:29,300 --> 00:10:36,980 +عيبالها هيكون M omega square R كأنها انتبه انا + +90 +00:10:36,980 --> 00:10:40,080 +ماحكتش ان في كتلة هنا لو انا الكتلة ها دلوقت لو + +91 +00:10:40,080 --> 00:10:43,660 +كأنه في كتلة هنا M omega square R المركبة هتكون M + +92 +00:10:43,660 --> 00:10:49,020 +omega square R cosine theta ركز على المركبة هذه لو + +93 +00:10:49,020 --> 00:10:53,850 +بدى وزن الكتلة هتحط مقابل الكتلةقيمتها بي على بعد + +94 +00:10:53,850 --> 00:11:03,830 +small بي هتكون في الحال هذا بي omega square بي + +95 +00:11:03,830 --> 00:11:10,830 +هتكون ام omega square ار يعني هال omega square مع + +96 +00:11:10,830 --> 00:11:18,750 +omega square هتكون عند بي في بي سو ام في ار + +97 +00:11:21,800 --> 00:11:28,800 +في R فانا هروح احط عشان اعمل partial هروح + +98 +00:11:28,800 --> 00:11:35,580 +احط انا اوزن هنا الكتلة على + +99 +00:11:35,580 --> 00:11:40,800 +قعد D كمتها B لان هذه الكتلة هكون مركبتين انا هي + +100 +00:11:40,800 --> 00:11:46,800 +عند ال inertia force اصلية اللي هي M Omega Square + +101 +00:11:46,800 --> 00:11:58,220 +R Cosثيتا هذا هكونها مركبة تان مركبة بي + +102 +00:11:58,220 --> 00:12:06,220 +أميجا سكوير بي كساين ثيتا يعني هذه لغة هذه هذه + +103 +00:12:06,220 --> 00:12:16,080 +لغتها بس إلها مركبة تانية اللي هي بي أميجا سكوير + +104 +00:12:16,080 --> 00:12:18,460 +بي صين + +105 +00:12:23,120 --> 00:12:27,080 +theta يعني انا وزنت ال m omega squared r cos theta + +106 +00:12:27,080 --> 00:12:31,620 +في ال b omega squared b cos theta لغاية بس طلعت + +107 +00:12:31,620 --> 00:12:36,580 +عندي مراكبة جديدة اللي هي b omega squared b small + +108 +00:12:36,580 --> 00:12:44,060 +sin theta وفي عندي هنا حكينا F + +109 +00:12:44,060 --> 00:12:47,300 +normal المسافة بينهم + +110 +00:12:50,810 --> 00:13:02,870 +X سموها طيب + +111 +00:13:02,870 --> 00:13:09,520 +معناته نتيجة وضع كتلة هناتم توزين ال primary + +112 +00:13:09,520 --> 00:13:15,720 +component تم توزين ال primary component لكن طلعت + +113 +00:13:15,720 --> 00:13:20,580 +عندي ال B Omega Square B Sine Theta ال B Omega + +114 +00:13:20,580 --> 00:13:24,240 +Square B Sine Theta مع ال normal force اللي هي + +115 +00:13:24,240 --> 00:13:31,640 +بتعملي shaking torque ازدواج يعني في رجة في الأول + +116 +00:13:31,640 --> 00:13:34,720 +كانت نتيجة ال inertia force اللي هي M Omega Square + +117 +00:13:34,720 --> 00:13:39,820 +R Cosine Thetaحلناها حطينا كتلة عملتلي ب Omega + +118 +00:13:39,820 --> 00:13:44,720 +Square ب Cos Theta خلصنا منها لكن ضال عندياش اللي + +119 +00:13:44,720 --> 00:13:55,280 +هو Torque اللي هو ب Omega Square ب Sin Theta طبعا + +120 +00:13:55,280 --> 00:14:01,170 +حلت ال Torque انهان يكون ال support بتاعه معمول + +121 +00:14:01,170 --> 00:14:07,610 +بشكل صحيح و ان ا absorb ال vibrations اه ال damage + +122 +00:14:07,610 --> 00:14:15,510 +طيب احنا خلنا نركز ان انا وزنتال primary component + +123 +00:14:15,510 --> 00:14:19,010 +بس نتيجة توزين ال primary component صار عندى + +124 +00:14:19,010 --> 00:14:24,110 +shaking torque shaking torque بدك توزن بدك تمسك ال + +125 +00:14:24,110 --> 00:14:27,470 +engine صح يعني لو جيبت motor كهربا مثلا عشر عشرين + +126 +00:14:27,470 --> 00:14:32,210 +حصان و شغلته بدون ما هو مثبت إيش هسير فيه + +127 +00:14:52,600 --> 00:14:56,840 +يعني هي بالمقارنة بال primary انا سميت طبعا اول شي + +128 +00:14:56,840 --> 00:15:01,920 +انا سميتها ده ايش partial balancing طبعا في full + +129 +00:15:01,920 --> 00:15:06,180 +balancing اذا كتعمل full balancingاعمل search + +130 +00:15:06,180 --> 00:15:09,340 +هتلقي عندك documents و هتلقي أيش فيديوها جاهزة + +131 +00:15:09,340 --> 00:15:20,760 +كمان عندك + +132 +00:15:20,760 --> 00:15:27,160 +balancing of + +133 +00:15:27,160 --> 00:15:34,320 +reciprocating masses + +134 +00:15:36,590 --> 00:15:43,110 +هكذا انا فعلا بيجي partial و + +135 +00:15:43,110 --> 00:15:47,670 +بيجي ايه اش؟ full، فيه full balance، جيله طبعا + +136 +00:16:13,600 --> 00:16:17,800 +روح دور شركة بيعملوا full balancing في أكتر من + +137 +00:16:17,800 --> 00:16:21,740 +طريقة ماشي + +138 +00:16:21,740 --> 00:16:30,620 +موضوع + +139 +00:16:30,620 --> 00:16:41,480 +التوزين موضوع كتير مهم اه صحيح + +140 +00:16:42,260 --> 00:16:47,620 +يعني حتى مثلا في العجلات، عجلة السيارة بتكون طالع + +141 +00:16:47,620 --> 00:16:54,120 +الصوت ال derbik عشان بتروح بدحك و بده اوزنها بظبط + +142 +00:16:54,120 --> 00:16:57,580 +ف .. فبيشوف .. بشوف ال unbalance أولا شوف بحطه، + +143 +00:16:57,580 --> 00:17:01,600 +بدوره، بشوف وين ال .. ال .. وين عدم التوازن يا + +144 +00:17:01,600 --> 00:17:05,860 +التوازن، يا ما بأكل كتلة مقابل كتلة أو بضيف يعني + +145 +00:17:05,860 --> 00:17:09,560 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على فيديوهات لتركيب + +157 +00:17:47,940 --> 00:17:52,060 +المولدات الضخمة بيكون معظم شغلهم على التوزين في + +158 +00:17:52,060 --> 00:17:58,740 +الآخر ان يوزنوا صح ايوة .. ايوة انت الآن انت عشان + +159 +00:17:58,740 --> 00:18:02,400 +تعمل .. عشان تعمل برضه انت بعض احيان بدك تشتغل + +160 +00:18:02,400 --> 00:18:07,800 +العكس بدك تعمل .. بدك تعمل .. تحط unbalance عليه + +161 +00:18:08,910 --> 00:18:14,890 +إذا بدى أعمل مثلا رجاج، منخل، هاي عندى منخل مثلا و + +162 +00:18:14,890 --> 00:18:19,890 +مرتكز على + +163 +00:18:19,890 --> 00:18:31,010 +زنباركات و بحط مادة نخلها و بحط مطور عليه و + +164 +00:18:31,010 --> 00:18:35,770 +هاي الشاف تبعه المطور و تحط كتلة + +165 +00:18:38,640 --> 00:18:48,260 +فهذا هتصير تعمله رج اللي هو vibrator هذا + +166 +00:18:48,260 --> 00:18:53,860 +انت عمله بشكل مقصود هذا أحد طرق الرج طبعا لما تعمل + +167 +00:18:53,860 --> 00:18:59,720 +في ال screening ال vibration فيه مثلا بيحكيلك ممكن + +168 +00:18:59,720 --> 00:19:03,480 +تخلي الرج بالشكل هذا ممكن تخليه 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two chapters أولش على + +194 +00:21:36,570 --> 00:21:39,490 +Gears Geometry وبعد Gears Geometry هنحكي عن Geary + +195 +00:21:39,490 --> 00:21:45,010 +Trains وبعد Gears Geary Trains هنحكي عن ال camps + +196 +00:21:45,010 --> 00:21:51,610 +الفاصل ضايله خمس أسابيع عشان نخلص العلم طيب اليوم + +197 +00:21:51,610 --> 00:21:55,810 +اكتفى لإن في مناقش مشاريع ان اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WJwPKo8wgrU_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WJwPKo8wgrU_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..10f33fd94148ebb8edf98eb5565e96238d5c5f7f --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WJwPKo8wgrU_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 3118, "start": 5.16, "end": 31.18, "text": "بسم الله الرحمن الرحيم السلام عليكم ورحمة الله وبركاته اليوم هنكمل في مادة نظرية الألات هنبدأ في شبتر جديد اللي هو balancing of reciprocating masses توزين الكتل المتدفدة مش الدورة زي ما احنا شايفين", "tokens": [3555, 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/dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WJwPKo8wgrU_raw.srt @@ -0,0 +1,788 @@ +1 +00:00:05,160 --> 00:00:08,240 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:08,240 --> 00:00:12,220 +وبركاته اليوم هنكمل في مادة نظرية الألات هنبدأ في + +3 +00:00:12,220 --> 00:00:16,160 +شبتر جديد اللي هو balancing of reciprocating + +4 +00:00:16,160 --> 00:00:30,320 +masses توزين الكتل المتدفدة مش الدورة زي + +5 +00:00:30,320 --> 00:00:31,180 +ما احنا شايفين + +6 +00:00:34,460 --> 00:00:42,020 +سلاتي كرانك ميكانيزم هاد الكرانك + +7 +00:00:42,020 --> 00:00:47,660 +هاد + +8 +00:00:47,660 --> 00:00:55,080 +ال connecting rod هاد + +9 +00:00:55,080 --> 00:00:56,060 +ال piston + +10 +00:01:04,630 --> 00:01:11,950 +الـ piston هيكون علي inertia forces F I عند + +11 +00:01:11,950 --> 00:01:17,210 +F R هي ال force required to accelerate ال piston + +12 +00:01:17,210 --> 00:01:23,410 +يعني في الآخر هيكون عندى ال piston علي ال inertia + +13 +00:01:23,410 --> 00:01:26,970 +force ال inertia force اللي هي عكس ال M A minus M + +14 +00:01:26,970 --> 00:01:34,920 +A وفي عند ال connecting rod طوله ال لكرانكطولها R + +15 +00:01:34,920 --> 00:01:46,300 +وعندى هذه الزاوية ثتا وفى + +16 +00:01:46,300 --> 00:02:00,380 +normal force من السيلندر على ال piston احنا + +17 +00:02:00,380 --> 00:02:05,110 +هنهمل وزن ال pistonلأنه سيكون صغير بالمقارنة بالـ + +18 +00:02:05,110 --> 00:02:11,090 +other forces الآن + +19 +00:02:11,090 --> 00:02:15,530 +ال inertia force اللي هنا طبعا فين عندهين ال + +20 +00:02:15,530 --> 00:02:22,090 +bearing بتاعة ال crank نتيجة ال inertia force + +21 +00:02:22,090 --> 00:02:28,890 +هيصير عنده اهتزازات يعني في الآخر ال force هذه + +22 +00:02:28,890 --> 00:02:32,050 +هتنتقل على ال support على ال body بتاع ال machine + +23 +00:02:33,160 --> 00:02:37,180 +وبالتالي ال + +24 +00:02:37,180 --> 00:02:45,660 +inertia force سابقا عرفناها + +25 +00:02:45,660 --> 00:02:53,460 +عبارة عن FI بالسواء ال mass لـ reciprocating part + +26 +00:02:53,460 --> 00:03:00,640 +في ال acceleration صح؟ و ال acceleration كانت R + +27 +00:03:00,640 --> 00:03:02,280 +Omega Square فيه + +28 +00:03:04,700 --> 00:03:09,820 +cos θ زائد + +29 +00:03:09,820 --> 00:03:25,120 +cos 2θ على n دعوني أتأكد من المعادلة ماشي + +30 +00:03:25,120 --> 00:03:29,960 +صحيح ال + +31 +00:03:29,960 --> 00:03:33,280 +n اللي هي إيش ال على + +32 +00:03:38,660 --> 00:03:46,240 +الـ inertia force هتكون بده يدخل الـ mr² لجوا mr + +33 +00:03:46,240 --> 00:03:49,720 +omega + +34 +00:03:49,720 --> 00:04:01,580 +square cos θ زاد mr omega square cos 2θ على n + +35 +00:04:11,200 --> 00:04:16,940 +واضح ال inertia force يعني ممكن اعتبرها مكونين هذا + +36 +00:04:16,940 --> 00:04:26,280 +ال term هذا ال term هذا هسميه مثلا ال primary هذا + +37 +00:04:26,280 --> 00:04:34,380 +ال secondary ال + +38 +00:04:34,380 --> 00:04:40,970 +F primary اللي هي هتكون MR Omega Square Cos Theta + +39 +00:04:40,970 --> 00:05:04,510 +F Secondary M R Omega Square Cos 2 Theta على N ال + +40 +00:05:04,510 --> 00:05:12,240 +forceالناتج على ال inertia دائما افق اتجاهها افق + +41 +00:05:12,240 --> 00:05:18,060 +ايه؟ يعني اتجاهها بتغيراش لكن بتغير ايه؟ قيمتها + +42 +00:05:18,060 --> 00:05:23,720 +طبق التغير في الزاوية لكن لو كانت عندي كتلة بتدور + +43 +00:05:23,720 --> 00:05:27,200 +ال + +44 +00:05:27,200 --> 00:05:30,160 +inertia force على الكتلة هي mr omega squared + +45 +00:05:30,160 --> 00:05:32,940 +القيمة تعيتها أشملها + +46 +00:05:35,580 --> 00:05:40,400 +ثابتة لكن اتجاهها متغير معناه ان في حالة الكتلة + +47 +00:05:40,400 --> 00:05:46,660 +الدوارة بيكون قيمة ال inertia force ثابتة لكن + +48 +00:05:46,660 --> 00:05:51,560 +الاتجاه متغير في حالة ال inertia force اللي جاية + +49 +00:05:51,560 --> 00:05:58,540 +من ال mass بتاعة ال piston الاتجاه أفقه لكن القيمة + +50 +00:05:58,540 --> 00:06:00,500 +متغيرة + +51 +00:06:04,060 --> 00:06:09,420 +الـ FP Max الـ Primary Max بتكون is maximum بتكون + +52 +00:06:09,420 --> 00:06:14,820 +maximum تمتها + +53 +00:06:14,820 --> 00:06:21,540 +ال maximum هتكون DMR Omega Square عند + +54 +00:06:21,540 --> 00:06:29,080 +θ هذا ال cos θ عن + +55 +00:06:29,080 --> 00:06:32,360 +صفر و 180 صح؟ + +56 +00:06:36,750 --> 00:06:42,410 +كان في دورة واحدة بيصير مرتين عند صفر ومية تمانين + +57 +00:06:42,410 --> 00:06:47,990 +اللي في secondary max بتكون + +58 +00:06:47,990 --> 00:06:59,990 +سواء mr omega square على n at theta طبعا عند صفر + +59 +00:06:59,990 --> 00:07:04,270 +وانت + +60 +00:07:04,270 --> 00:07:05,450 +ساين + +61 +00:07:08,080 --> 00:07:18,880 +وعند 180 وعند 360 طيب + +62 +00:07:18,880 --> 00:07:25,280 +مين أكبر بشكل عام ال primary ولا ال secondary + +63 +00:07:25,280 --> 00:07:30,040 +البسط + +64 +00:07:30,040 --> 00:07:33,740 +نفس البسط هي المقصودة لأن الأن عادة بتكون أعلى من + +65 +00:07:33,740 --> 00:07:41,770 +أربعة يعني مبتدأ أحكي أنا ال F Pmaxima بتكون أكبر + +66 +00:07:41,770 --> 00:07:47,990 +بكتير من F secondary maximum يعني أكبر منها بشكل + +67 +00:07:47,990 --> 00:08:06,650 +ملحوظ طيب + +68 +00:08:20,510 --> 00:08:25,090 +معناته for moderate speed زي كانت سرعة متوسطة ال + +69 +00:08:25,090 --> 00:08:29,710 +secondary unbalance force هحملها هحملها لأنها + +70 +00:08:29,710 --> 00:08:40,330 +صغيرة بالمقارنة مع ال primary unbalance force زي + +71 +00:08:40,330 --> 00:08:44,870 +ما حكيت سابقاالـ Unbalanced force due to + +72 +00:08:44,870 --> 00:08:51,290 +reciprocating masses تتغير بالقيمة لكن اتجاهها + +73 +00:08:51,290 --> 00:08:55,730 +ثابت في حالة الـ Unbalanced force due to revolving + +74 +00:08:55,730 --> 00:09:00,290 +masses كتل اللي بتدور القيمة بضالها ثابتة لكن + +75 +00:09:00,290 --> 00:09:11,610 +الاتجاه بتغير القيمة ثابتة لكن الاتجاه بتغير الان + +76 +00:09:13,060 --> 00:09:20,200 +أنا حكيت عندي بدي أركز بدي أعمل توزين جزء اللي هو + +77 +00:09:20,200 --> 00:09:26,800 +أوزن بس ال primary componentمش هعمل توزين كله مع + +78 +00:09:26,800 --> 00:09:29,980 +انه في طرق توزين كله بس انا هعمل توزين جزء يعني + +79 +00:09:29,980 --> 00:09:36,540 +هوزن ال m omega square r cosine theta ال m omega + +80 +00:09:36,540 --> 00:09:42,840 +square r cosine theta كأنها كأنها في كتلهين على + +81 +00:09:42,840 --> 00:09:48,540 +بعد r كتلتها m كويس اذا الكتلة دي كانت موجودة هنا + +82 +00:09:48,540 --> 00:09:53,460 +هتعمل ليه inertia force m omega square rالمراكب + +83 +00:09:53,460 --> 00:09:58,120 +الأفقي تاعتها هتكون م امجا سكوير ار كوصين ثيتا + +84 +00:09:58,120 --> 00:10:02,680 +مافيش كتلة هنا كأنها مراكب لأن لو في كتلة هنا + +85 +00:10:02,680 --> 00:10:09,160 +قيمتها م ال force هتكون م امجا سكوير ار لو بدى + +86 +00:10:09,160 --> 00:10:14,460 +اوزنها بروح احط ع جبل كتلة بيه + +87 +00:10:14,460 --> 00:10:23,060 +اي كتلة بيه على بعد مسافة بيه smallهذه هتعمل + +88 +00:10:23,060 --> 00:10:29,300 +centrifugal force الكتلة بيه omega square في بيه + +89 +00:10:29,300 --> 00:10:36,980 +عيبالها هيكون M omega square R كأنها انتبه انا + +90 +00:10:36,980 --> 00:10:40,080 +ماحكتش ان في كتلة هنا لو انا الكتلة ها دلوقت لو + +91 +00:10:40,080 --> 00:10:43,660 +كأنه في كتلة هنا M omega square R المركبة هتكون M + +92 +00:10:43,660 --> 00:10:49,020 +omega square R cosine theta ركز على المركبة هذه لو + +93 +00:10:49,020 --> 00:10:53,850 +بدى وزن الكتلة هتحط مقابل الكتلةقيمتها بي على بعد + +94 +00:10:53,850 --> 00:11:03,830 +small بي هتكون في الحال هذا بي omega square بي + +95 +00:11:03,830 --> 00:11:10,830 +هتكون ام omega square ار يعني هال omega square مع + +96 +00:11:10,830 --> 00:11:18,750 +omega square هتكون عند بي في بي سو ام في ار + +97 +00:11:21,800 --> 00:11:28,800 +في R فانا هروح احط عشان اعمل partial هروح + +98 +00:11:28,800 --> 00:11:35,580 +احط انا اوزن هنا الكتلة على + +99 +00:11:35,580 --> 00:11:40,800 +قعد D كمتها B لان هذه الكتلة هكون مركبتين انا هي + +100 +00:11:40,800 --> 00:11:46,800 +عند ال inertia force اصلية اللي هي M Omega Square + +101 +00:11:46,800 --> 00:11:58,220 +R Cosثيتا هذا هكونها مركبة تان مركبة بي + +102 +00:11:58,220 --> 00:12:06,220 +أميجا سكوير بي كساين ثيتا يعني هذه لغة هذه هذه + +103 +00:12:06,220 --> 00:12:16,080 +لغتها بس إلها مركبة تانية اللي هي بي أميجا سكوير + +104 +00:12:16,080 --> 00:12:18,460 +بي صين + +105 +00:12:23,120 --> 00:12:27,080 +theta يعني انا وزنت ال m omega squared r cos theta + +106 +00:12:27,080 --> 00:12:31,620 +في ال b omega squared b cos theta لغاية بس طلعت + +107 +00:12:31,620 --> 00:12:36,580 +عندي مراكبة جديدة اللي هي b omega squared b small + +108 +00:12:36,580 --> 00:12:44,060 +sin theta وفي عندي هنا حكينا F + +109 +00:12:44,060 --> 00:12:47,300 +normal المسافة بينهم + +110 +00:12:50,810 --> 00:13:02,870 +X سموها طيب + +111 +00:13:02,870 --> 00:13:09,520 +معناته نتيجة وضع كتلة هناتم توزين ال primary + +112 +00:13:09,520 --> 00:13:15,720 +component تم توزين ال primary component لكن طلعت + +113 +00:13:15,720 --> 00:13:20,580 +عندي ال B Omega Square B Sine Theta ال B Omega + +114 +00:13:20,580 --> 00:13:24,240 +Square B Sine Theta مع ال normal force اللي هي + +115 +00:13:24,240 --> 00:13:31,640 +بتعملي shaking torque ازدواج يعني في رجة في الأول + +116 +00:13:31,640 --> 00:13:34,720 +كانت نتيجة ال inertia force اللي هي M Omega Square + +117 +00:13:34,720 --> 00:13:39,820 +R Cosine Thetaحلناها حطينا كتلة عملتلي ب Omega + +118 +00:13:39,820 --> 00:13:44,720 +Square ب Cos Theta خلصنا منها لكن ضال عندياش اللي + +119 +00:13:44,720 --> 00:13:55,280 +هو Torque اللي هو ب Omega Square ب Sin Theta طبعا + +120 +00:13:55,280 --> 00:14:01,170 +حلت ال Torque انهان يكون ال support بتاعه معمول + +121 +00:14:01,170 --> 00:14:07,610 +بشكل صحيح و ان ا absorb ال vibrations اه ال damage + +122 +00:14:07,610 --> 00:14:15,510 +طيب احنا خلنا نركز ان انا وزنتال primary component + +123 +00:14:15,510 --> 00:14:19,010 +بس نتيجة توزين ال primary component صار عندى + +124 +00:14:19,010 --> 00:14:24,110 +shaking torque shaking torque بدك توزن بدك تمسك ال + +125 +00:14:24,110 --> 00:14:27,470 +engine صح يعني لو جيبت motor كهربا مثلا عشر عشرين + +126 +00:14:27,470 --> 00:14:32,210 +حصان و شغلته بدون ما هو مثبت إيش هسير فيه + +127 +00:14:52,600 --> 00:14:56,840 +يعني هي بالمقارنة بال primary انا سميت طبعا اول شي + +128 +00:14:56,840 --> 00:15:01,920 +انا سميتها ده ايش partial balancing طبعا في full + +129 +00:15:01,920 --> 00:15:06,180 +balancing اذا كتعمل full balancingاعمل search + +130 +00:15:06,180 --> 00:15:09,340 +هتلقي عندك documents و هتلقي أيش فيديوها جاهزة + +131 +00:15:09,340 --> 00:15:20,760 +كمان عندك + +132 +00:15:20,760 --> 00:15:27,160 +balancing of + +133 +00:15:27,160 --> 00:15:34,320 +reciprocating masses + +134 +00:15:36,590 --> 00:15:43,110 +هكذا انا فعلا بيجي partial و + +135 +00:15:43,110 --> 00:15:47,670 +بيجي ايه اش؟ full، فيه full balance، جيله طبعا + +136 +00:16:13,600 --> 00:16:17,800 +روح دور شركة بيعملوا full balancing في أكتر من + +137 +00:16:17,800 --> 00:16:21,740 +طريقة ماشي + +138 +00:16:21,740 --> 00:16:30,620 +موضوع + +139 +00:16:30,620 --> 00:16:41,480 +التوزين موضوع كتير مهم اه صحيح + +140 +00:16:42,260 --> 00:16:47,620 +يعني حتى مثلا في العجلات، عجلة السيارة بتكون طالع + +141 +00:16:47,620 --> 00:16:54,120 +الصوت ال derbik عشان بتروح بدحك و بده اوزنها بظبط + +142 +00:16:54,120 --> 00:16:57,580 +ف .. فبيشوف .. بشوف ال unbalance أولا شوف بحطه، + +143 +00:16:57,580 --> 00:17:01,600 +بدوره، بشوف وين ال .. ال .. وين عدم التوازن يا + +144 +00:17:01,600 --> 00:17:05,860 +التوازن، يا ما بأكل كتلة مقابل كتلة أو بضيف يعني + +145 +00:17:05,860 --> 00:17:09,560 +يا بطرح يا بجمع هذا ل .. ل .. ل .. ل .. ل .. ل .. + +146 +00:17:09,560 --> 00:17:09,820 +ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. + +147 +00:17:09,820 --> 00:17:11,140 +ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. + +148 +00:17:11,140 --> 00:17:11,580 +ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. + +149 +00:17:11,580 --> 00:17:11,780 +ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل .. ل + +150 +00:17:12,240 --> 00:17:18,100 +التوزيين مهم كتير كتير عشانك بالأساس التصنيع برضه + +151 +00:17:18,100 --> 00:17:22,220 +مهم كتير عملية التصنيع لازم تكون دقيقة لأنه ممكن + +152 +00:17:22,220 --> 00:17:28,200 +يصير unbalance نتيجة ال misalignment يعني ممكن + +153 +00:17:28,200 --> 00:17:35,580 +يصير unbalance نتيجة انه الشكل مش فعمله صح اما هو + +154 +00:17:35,580 --> 00:17:40,400 +انت كنت في ال design عمله هو balancedصنع غلط بيصير + +155 +00:17:40,400 --> 00:17:44,100 +unbalance بس في الآخر لازم تعمل تعادلات بسيطة عشان + +156 +00:17:44,100 --> 00:17:47,940 +تعمل balance اذا بتتطلع على فيديوهات لتركيب + +157 +00:17:47,940 --> 00:17:52,060 +المولدات الضخمة بيكون معظم شغلهم على التوزين في + +158 +00:17:52,060 --> 00:17:58,740 +الآخر ان يوزنوا صح ايوة .. ايوة انت الآن انت عشان + +159 +00:17:58,740 --> 00:18:02,400 +تعمل .. عشان تعمل برضه انت بعض احيان بدك تشتغل + +160 +00:18:02,400 --> 00:18:07,800 +العكس بدك تعمل .. بدك تعمل .. تحط unbalance عليه + +161 +00:18:08,910 --> 00:18:14,890 +إذا بدى أعمل مثلا رجاج، منخل، هاي عندى منخل مثلا و + +162 +00:18:14,890 --> 00:18:19,890 +مرتكز على + +163 +00:18:19,890 --> 00:18:31,010 +زنباركات و بحط مادة نخلها و بحط مطور عليه و + +164 +00:18:31,010 --> 00:18:35,770 +هاي الشاف تبعه المطور و تحط كتلة + +165 +00:18:38,640 --> 00:18:48,260 +فهذا هتصير تعمله رج اللي هو vibrator هذا + +166 +00:18:48,260 --> 00:18:53,860 +انت عمله بشكل مقصود هذا أحد طرق الرج طبعا لما تعمل + +167 +00:18:53,860 --> 00:18:59,720 +في ال screening ال vibration فيه مثلا بيحكيلك ممكن + +168 +00:18:59,720 --> 00:19:03,480 +تخلي الرج بالشكل هذا ممكن تخليه بالشكل هذا او ممكن + +169 +00:19:03,480 --> 00:19:04,580 +تخليه elliptical + +170 +00:19:07,400 --> 00:19:12,880 +في لها طرق زي مفروض اه بالظبط فانت ممكن تكون يعني + +171 +00:19:12,880 --> 00:19:17,600 +vertical او linear او elliptical حسب ال + +172 +00:19:17,600 --> 00:19:18,120 +application + +173 +00:19:40,510 --> 00:19:47,170 +في هذه السؤال اللي حاطلها ده + +174 +00:19:47,170 --> 00:19:51,050 +راكز ا نقطة من اول شديد ان انا كما انه هاد اللي + +175 +00:19:51,050 --> 00:19:54,270 +حكيت mr او ممكن تسميه r كتصحى نفسك كأنه في كتلة + +176 +00:19:54,270 --> 00:19:58,170 +هنا و بتعمل centrifugal effect و هاي المركبة + +177 +00:19:58,170 --> 00:20:02,170 +بتاعتها فروحت كأنه في كتلة هنا روحت وزنتها بالكتلة + +178 +00:20:02,170 --> 00:20:06,770 +عياشB اللي مركبتين هتكون B Omega Square B Cos + +179 +00:20:06,770 --> 00:20:13,990 +Theta و B Omega Square B Sin Theta انا وزنت هادي + +180 +00:20:13,990 --> 00:20:19,290 +مقابل هادي لكن هادي مع ال normal force من السيلندر + +181 +00:20:19,290 --> 00:20:25,950 +على ال piston تعمل برضه shaking ال torque فبده + +182 +00:20:25,950 --> 00:20:27,350 +توزين + +183 +00:20:35,110 --> 00:20:39,990 +طيب هيك أنا خلصت بالشكل أساسي + +184 +00:20:40,770 --> 00:20:45,670 +balancing of reciprocating masses لكن زى ما + +185 +00:20:45,670 --> 00:20:52,590 +حكيتلكوا فى full .. full balancing اللى عملته أنا + +186 +00:20:52,590 --> 00:20:57,110 +بس partial balancing إذا حدى المعنى فى مادة كتير + +187 +00:20:57,110 --> 00:21:00,430 +موجودة وسهلة يعنى أسهلش أبدأ على اليوتيوب حاسلي + +188 +00:21:00,430 --> 00:21:04,550 +كذا .. كذا فيديو على موضوع التوزين بستخدم ميكانيزم + +189 +00:21:04,550 --> 00:21:09,410 +معينة أه فى أى سؤال؟ + +190 +00:21:12,660 --> 00:21:18,260 +طيب المحاضرة الجاية هنبدأ نحكي على ال gears ال .. + +191 +00:21:18,260 --> 00:21:26,780 +ال gears اللي هو chapter عشرين او اتناش chapter + +192 +00:21:26,780 --> 00:21:31,620 +اتناش .. chapter اتناش فحضرو حال كله chapter اتناش + +193 +00:21:31,620 --> 00:21:36,570 +ع ال .. ع ال gearsهنعطي two chapters أولش على + +194 +00:21:36,570 --> 00:21:39,490 +Gears Geometry وبعد Gears Geometry هنحكي عن Geary + +195 +00:21:39,490 --> 00:21:45,010 +Trains وبعد Gears Geary Trains هنحكي عن ال camps + +196 +00:21:45,010 --> 00:21:51,610 +الفاصل ضايله خمس أسابيع عشان نخلص العلم طيب اليوم + +197 +00:21:51,610 --> 00:21:55,810 +اكتفى لإن في مناقش مشاريع ان اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WyayN6Eorf0.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WyayN6Eorf0.srt new file mode 100644 index 0000000000000000000000000000000000000000..42169fa5a40ffa9f238ab6300bf19be1f61183ce --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WyayN6Eorf0.srt @@ -0,0 +1,1814 @@ +1 +00:00:05,090 --> 00:00:07,470 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:07,470 --> 00:00:12,190 +وبركاته واليوم هنكمل في مادة نظرية الآلات هنكمل + +3 +00:00:12,190 --> 00:00:14,830 +في موضوع بده اسمه ال engine analysis ال chapter + +4 +00:00:14,830 --> 00:00:18,670 +خمسة عشر غطينا ال inertia forces حسبنا ال piston + +5 +00:00:18,670 --> 00:00:23,370 +effort عملنا equivalent two mass system لل + +6 +00:00:23,370 --> 00:00:28,830 +connecting rod وحسبنا ال torque على البكسل ال + +7 +00:00:28,830 --> 00:00:32,960 +crankاليوم هنكمل في ال engine analysis موضوع ال + +8 +00:00:32,960 --> 00:00:39,360 +chapter هو tearing moment diagrams and flywheel من + +9 +00:00:39,360 --> 00:00:42,760 +اسم ال chapter tearing moment يعني مقصود ال moment + +10 +00:00:42,760 --> 00:00:46,160 +أو العزم عند الكرانك أنا في الحالة بأقصد الشافت + +11 +00:00:46,160 --> 00:00:49,860 +اللي بيَدور اللي هو عند الكرانك ال tearing moment + +12 +00:00:49,860 --> 00:00:54,080 +diagram هو عبارة عن تمثيل graphical representation + +13 +00:00:54,940 --> 00:01:00,100 +للـ torque عند الكرانك لمواضيع مختلفة يعني as a + +14 +00:01:00,100 --> 00:01:08,220 +function of θ تمثيل بياني للعزم عند الكرانك as a + +15 +00:01:08,220 --> 00:01:14,540 +function of θ اللي هي θ زاوية الكرانك طبعًا الـ θ + +16 +00:01:14,540 --> 00:01:18,320 +الكرانك تتغير من صفر لثلاثمئة وستين + +17 +00:01:21,760 --> 00:01:24,460 +أبين عندي ال turning moment diagram for a single + +18 +00:01:24,460 --> 00:01:29,180 +cylinder double acting steam engineل .. يعني هذا + +19 +00:01:29,180 --> 00:01:34,960 +ال diagram لمحرك بخاري double acting يعني في ال .. + +20 +00:01:34,960 --> 00:01:40,340 +هو طالع بيكون فيه ضغط البخار وهو راجع برضه في شوط + +21 +00:01:40,340 --> 00:01:43,480 +power يعني ال power في الشوطين في الشوط اللي طالع + +22 +00:01:43,480 --> 00:01:48,200 +والشوط اللي رايح إذا حابين الأول نتفرج على + +23 +00:01:48,200 --> 00:01:52,080 +فيديوهات نتعرف على ال .. ال two stroke engines و + +24 +00:01:52,080 --> 00:01:53,440 +ال four stroke engines + +25 +00:02:09,850 --> 00:02:12,830 +design is a piston that acts like a piston + +26 +00:02:46,650 --> 00:02:52,610 +يعني في عندنا piston وفي عندنا intake valve و + +27 +00:02:52,610 --> 00:02:58,790 +outtake يعني الدخول والخروج go through its two + +28 +00:02:58,790 --> 00:03:05,170 +strokes you can see exactly what's happening let's + +29 +00:03:05,170 --> 00:03:08,130 +start with the spark plug firing at this point the + +30 +00:03:08,130 --> 00:03:11,530 +piston is at the top of its stroke the cylinder is + +31 +00:03:11,530 --> 00:03:13,810 +full of air and gasoline that has been compressed + +32 +00:03:13,810 --> 00:03:19,550 +لاحظوا عندكم هذا بتكون عندي ال crank وال connecting + +33 +00:03:19,550 --> 00:03:26,210 +rod على استقامة واحدة لأن هيعطي الشرارة فطبعًا هذا + +34 +00:03:26,210 --> 00:03:34,270 +.. هذا يعني fuel هذا مش .. مش بخار هتس ترقب + +35 +00:03:34,270 --> 00:03:40,190 +بتاعت + +36 +00:03:40,190 --> 00:03:43,690 +الشرارة بيصير عند الاشتعال بيصير انفجار فهيرجع + +37 +00:03:43,690 --> 00:03:50,390 +لورا ال pistonيسحب الحرارة بطاقة كبيرة، تشاهد هذه + +38 +00:03:50,390 --> 00:03:54,070 +المنطقة خلف الحرارة؟ إنها مليئة بالهواء ومعالجة من + +39 +00:03:54,070 --> 00:03:58,010 +غلطان ومشروع كما يتحرك الحرارة إلى هذه المنطقة، + +40 +00:03:58,010 --> 00:04:04,030 +فتسحب المعالجة كما يتحرك الحرارة إلى أسفل أسطولها، + +41 +00:04:04,030 --> 00:04:08,510 +فتجهز مصدر مصدر مصدر مصدر مصدر مصدر مصدر مصدر مصدر + +42 +00:04:08,510 --> 00:04:09,890 +مصدر مصدر مصدر مصدر مصدر مصدر مصدر مصدر مصدر مصدر + +43 +00:04:09,890 --> 00:04:15,810 +مصدر مصدر مصدر مصدر مصدر مصدر مصدر مصدر مصدر يعني + +44 +00:04:15,810 --> 00:04:20,030 +هو طالب مجرد مفتح ببدأ يدخل هتطلع من هنا وبعد + +45 +00:04:20,030 --> 00:04:31,950 +وشوية بفتح الظلب عشان يدخل وقود وهواء جديد هيتغط + +46 +00:04:36,840 --> 00:04:42,100 +هيدغط طبعًا هو ضاغط بترد بقايا الدخانة لحد ما يوصل + +47 +00:04:42,100 --> 00:04:44,800 +هنا بيصير يدغط أكثر لحد ما يصير على استقامة واحد + +48 +00:04:44,800 --> 00:04:48,100 +لسه فيه زاوية انتبهوا أن في هنا زاوية + +49 +00:04:51,380 --> 00:05:05,820 +بعت شرارة وبتتكرر كمان مرة يعني + +50 +00:05:05,820 --> 00:05:12,300 +اللي عند ال piston مش piston وبس هو يستخدم لفتح و + +51 +00:05:12,300 --> 00:05:15,120 +غلق اللي هو الفتحات هذه صمم بشتغل + +52 +00:05:36,400 --> 00:05:41,940 +لحظة كل تلك بيستين دراية بيعطينا إيه؟ شرارة برجع + +53 +00:05:41,940 --> 00:05:48,810 +بعدين بضغطهي أول مائة وثمانين كمان مائة و + +54 +00:05:48,810 --> 00:05:54,850 +ثمانين بيعطي شرارة بندفع في الخلف بنرجعتها مضغط هي + +55 +00:05:54,850 --> 00:05:57,770 +كمان ثلاثمئة وستين يعني كل ثلاثمئة وستين + +56 +00:05:57,770 --> 00:06:03,970 +درجة بيعطيني شرارة في ال four stroke engine بيعطي + +57 +00:06:03,970 --> 00:06:07,970 +في ال .. في ال سبعمئة وعشرين في دورتين بيعطيني + +58 +00:06:07,970 --> 00:06:12,530 +شرارة واحدة كل stroke مائة وثمانين درجة هنشوف + +59 +00:06:12,530 --> 00:06:12,890 +الآن + +60 +00:06:34,620 --> 00:06:39,820 +نشوف ال four stroke صحيح + +61 +00:07:02,340 --> 00:07:06,100 +هذا الـ six cylinder V يعني ثلاثة .. ثلاثة هنا و + +62 +00:07:06,100 --> 00:07:23,880 +ثلاثة هنا ستة سيلندر أول + +63 +00:07:23,880 --> 00:07:30,160 +stroke intake يعني بيفتح الصمام هذا بدخل وقود مع + +64 +00:07:30,160 --> 00:07:35,480 +هواء هذا intake شفط بنزل لتحت مائة وثمانين درجة + +65 +00:07:54,520 --> 00:08:05,040 +انتقل سحب هواء مع وقود بعد انتقال ايش بيجي له؟ بدغط + +66 +00:08:07,920 --> 00:08:11,700 +لأن عشان يضغط لازم الصمامين هذي يكونوا مسكرين + +67 +00:08:11,700 --> 00:08:16,080 +ما ينفعش يكونوا فاتحين إذا فاتحين مش هيضغط both + +68 +00:08:16,080 --> 00:08:18,940 +valves are now closed and the pistons on its way + +69 +00:08:18,940 --> 00:08:23,100 +up pistons on its way up it's compressing the air + +70 +00:08:23,100 --> 00:08:25,080 +compressing the air raising the temperature + +71 +00:08:25,080 --> 00:08:28,300 +raising the energy potential of the air in the + +72 +00:08:28,300 --> 00:08:31,700 +chamber for the next stroke so at the top of this + +73 +00:08:31,700 --> 00:08:34,040 +stroke where the pistons all the way up you're now + +74 +00:08:34,040 --> 00:08:39,400 +ready for the next phase الآن خلص compression الغاز + +75 +00:08:39,400 --> 00:08:46,100 +والوقود سخنوا مع الضغط أعطيناه شرارة يعني + +76 +00:08:46,100 --> 00:08:49,840 +compression stroke 180 درجة لأن بيصير عندي + +77 +00:08:49,840 --> 00:08:54,180 +expansion بيصير احتراق فبندفع ال piston لتحت + +78 +00:08:56,860 --> 00:09:01,480 +هذه المرحلة ال expansion أو ال power stroke هذه + +79 +00:09:01,480 --> 00:09:18,080 +المرحلة + +80 +00:09:18,080 --> 00:09:21,280 +ال expansion + +81 +00:09:21,280 --> 00:09:22,820 +أو ال power stroke + +82 +00:09:27,030 --> 00:09:31,150 +الآن خلصت العملية بدون ترد الدخان معناته هيفتح + +83 +00:09:31,150 --> 00:09:41,550 +الصمام ال exhaust ويضغط تاني نرجع + +84 +00:09:41,550 --> 00:09:48,530 +لل slide معناته إذا بتلاحظوا في حالة ال four + +85 +00:09:48,530 --> 00:09:53,890 +stroke engine ال power كانت في one stroke على كم + +86 +00:09:53,890 --> 00:09:57,900 +stroke هو؟ أربعة كل stroke مائة وثمانين درجة أربعة + +87 +00:09:57,900 --> 00:10:02,680 +وثمانين سبعمئة وعشرين معناته أنا الفترة اللي + +88 +00:10:02,680 --> 00:10:06,260 +بأخذ فيها power اللي هي في stroke واحدة من الأربعة + +89 +00:10:06,260 --> 00:10:10,380 +معناته ال power في الأربعة strokes لازم تكون كافية + +90 +00:10:10,380 --> 00:10:15,260 +للأربعة strokes لأن ال other three strokes مافي + +91 +00:10:15,260 --> 00:10:18,060 +عندي power كيف هكمل ال engine فمعناته لازم أنا + +92 +00:10:18,060 --> 00:10:23,130 +أولد enough power في ال power stroke أو ال + +93 +00:10:23,130 --> 00:10:27,310 +expansion stroke وأخزنها في ايش؟ هخزنها في ال + +94 +00:10:27,310 --> 00:10:32,450 +flywheel ال flywheel بخزن بخزنها على شكل طاقة حركة + +95 +00:10:32,450 --> 00:10:37,050 +يعني لما يكون عندي ال power سرعتها بتزيد لما بدي + +96 +00:10:37,050 --> 00:10:41,570 +أستخلص منها هاخد من ال flywheel سرعتها ايش تنزل + +97 +00:10:41,570 --> 00:10:45,390 +شوف ال flywheel حتى في الجبل الجديد لأن هنشوف شوف + +98 +00:10:45,390 --> 00:10:45,750 +ال flywheel + +99 +00:10:49,520 --> 00:10:52,740 +طيب معناته ال turning moment diagram هو عبارة عن + +100 +00:10:52,740 --> 00:10:57,200 +تمثيل بياني للعزم عند الكرانك as a function of + +101 +00:10:57,200 --> 00:11:02,540 +angle of rotation للكرانك التي هي θتا هعندي two + +102 +00:11:02,540 --> 00:11:07,200 +stroke engine أو double acting steam engine احنا + +103 +00:11:07,200 --> 00:11:09,980 +حكينا كل مائة وثمانين درجة في ال two stroke بيكون + +104 +00:11:09,980 --> 00:11:15,260 +عندي power مظبوط هعندي مائة وثمانين درجة بيكون عندي + +105 +00:11:15,260 --> 00:11:23,120 +power في ال 120 درجة الثانية عندي power الآن أنا + +106 +00:11:23,120 --> 00:11:32,060 +بولد power ليش بولد power عشان .. عشان أستخدمها في + +107 +00:11:32,060 --> 00:11:35,640 +الآخر أنا بقوم شيء في عندي resisting torque اللي + +108 +00:11:35,640 --> 00:11:38,280 +هو ال main torque في عندي ال .. الآن طبعًا ال + +109 +00:11:38,280 --> 00:11:42,820 +torque ال torque متغير مع ال angle of rotation + +110 +00:11:42,820 --> 00:11:48,210 +بتاعت الكرانك مش ثابت لكن ال resisting torque في + +111 +00:11:48,210 --> 00:11:50,890 +حالة ال engine is constant ال resisting torque أنا + +112 +00:11:50,890 --> 00:11:54,730 +بدي أسارع السيارة مثلًا بدي أتغلب على الاحتكاك في القطع + +113 +00:11:54,730 --> 00:11:58,210 +اللي بتدور القطع الميكانيكية بدي أحرك ال masses + +114 +00:11:58,210 --> 00:12:02,770 +اللي هو ال gears وال differential بدي أقوم الوزن + +115 +00:12:02,770 --> 00:12:07,230 +السيارة إذا طالع طلع بدي أقوم الريح ففي شيء كلها + +116 +00:12:07,230 --> 00:12:14,120 +أنا بدي أغطيها تستنفذ جزء من طاقتي عشان يكون عندي + +117 +00:12:14,120 --> 00:12:18,460 +mean resisting torque اللي هو بيقاوم بيقاوم ال + +118 +00:12:18,460 --> 00:12:23,220 +power اللي جاية من ال engine اللي مصدرها عند ال + +119 +00:12:23,220 --> 00:12:29,080 +piston مصدرها عند ال piston في + +120 +00:12:29,080 --> 00:12:33,200 +شبط رحل خمسة عشر احنا طلعنا معادلة لده turning moment + +121 +00:12:33,200 --> 00:12:37,940 +torque بيساوي ال piston effort في R في sin θ زي + +122 +00:12:37,940 --> 00:12:40,500 +sin 2θ على اثنين جزء تربيع ل N تربيع ناقص sin + +123 +00:12:40,500 --> 00:12:45,160 +تربيع θ ال FB هي ال piston effort ال R اللي هو ال + +124 +00:12:45,160 --> 00:12:51,000 +crank ال radius اللي على ال crank طبعًا عندي ال out + +125 +00:12:51,000 --> 00:12:57,940 +stroke اللي هي اللي هو هذه ال stroke A B A B C هذه + +126 +00:12:57,940 --> 00:13:06,980 +ال out stroke ال N stroke الراجع اللي هي C D E + +127 +00:13:06,980 --> 00:13:11,560 +فعندي out stroke وعندي N stroke + +128 +00:13:16,730 --> 00:13:22,870 +الـ work done الشغل المبذول عبارة عن moment + +129 +00:13:22,870 --> 00:13:28,110 +لو أنا جسم بتحرك وبأتأثر بقوة أفقية تحرك أفقية + +130 +00:13:28,110 --> 00:13:34,710 +تحت تأثير قوة الشغل ايش يساوي؟ force في مسافة force + +131 +00:13:34,710 --> 00:13:38,950 +في مسافة ال distance في ال rotation ايش يقابله؟ + +132 +00:13:38,950 --> 00:13:42,490 +theta + +133 +00:13:42,490 --> 00:13:47,310 +وال force في ال rotation ايش يقابله؟ moment عزم + +134 +00:13:47,310 --> 00:13:52,770 +معناته ال work done هو العزم في الزاوية العزم في + +135 +00:13:52,770 --> 00:13:55,850 +الزاوية تقريبًا ال work done turning moment في ال angle + +136 +00:13:55,850 --> 00:13:59,230 +طبعًا + +137 +00:13:59,230 --> 00:14:02,010 +ال work done هو ال area لل turning moment diagram + +138 +00:14:02,010 --> 00:14:06,670 +اللي أنا عندي عندي هذه ال torque as a function of + +139 +00:14:06,670 --> 00:14:11,940 +theta معناته المساحة تحت هذه المنحنى بتمثل الشغل + +140 +00:14:11,940 --> 00:14:16,180 +المبذول في دورة واحدة .. الشغل المبذول في دورة + +141 +00:14:16,180 --> 00:14:22,040 +واحدة لما بأحكي أنا عن شغل بأحكي عن energy لأن في + +142 +00:14:22,040 --> 00:14:24,400 +energy وفي power ايش الفرق بين ال energy وال + +143 +00:14:24,400 --> 00:14:30,440 +power بالضبط + +144 +00:14:30,440 --> 00:14:34,940 +ال power هي معدل استهلاكي للطاقة في وحدة الزمن + +145 +00:14:34,940 --> 00:14:40,310 +يعني أنا ممكن أستهلك ال meat جول في ثانية معناته + +146 +00:14:40,310 --> 00:14:47,170 +عندي ال power مت وات وكنت أستهلكهم ببطء أستهلكهم + +147 +00:14:47,170 --> 00:14:49,810 +مثلًا في عشر ثواني يعني معناته ال power بتكون في + +148 +00:14:49,810 --> 00:14:57,190 +الحالة هذه عشرة وات ف ال power اللي هو معدل + +149 +00:14:57,190 --> 00:15:01,290 +استهلاكي للطاقة إذا كان معدل استهلاكي سريع معناته + +150 +00:15:01,290 --> 00:15:05,130 +I need more power بدي أستهلك الطاقة بشكل سريع إذا + +151 +00:15:05,130 --> 00:15:09,740 +كان معدل استهلاكي بطيء معناته ال power هتكون أقل + +152 +00:15:09,740 --> 00:15:14,640 +عشان ذلك إذا بدي عزم كبير بروح بحطه gearbox بيبطق + +153 +00:15:14,640 --> 00:15:19,720 +فبيصير معدل استهلاك على output أقل فبستفاد أنا أنا + +154 +00:15:19,720 --> 00:15:22,440 +بدي في الآخر عزم بأستهلك طاقة ب .. ب .. ب .. ببطء + +155 +00:15:22,440 --> 00:15:30,800 +وبالتالي بدي power أقل في + +156 +00:15:30,800 --> 00:15:39,120 +الممارسة العملية ال engine بيمارس أو بيشتغل ضد ال + +157 +00:15:39,120 --> 00:15:41,920 +mean resisting torque أنا عندي mean resisting + +158 +00:15:41,920 --> 00:15:47,500 +torque المطلوب من ال engine أنه يقاوم هذا أو يتغلب + +159 +00:15:47,500 --> 00:15:51,540 +عليه واحنا حكينا ال resisting torque جاي من + +160 +00:15:51,540 --> 00:15:54,060 +الأحمال على السيارة الأحمال على السيارة ايش؟ + +161 +00:15:54,060 --> 00:15:59,060 +الأحمال على السيارة الوزن .. وزنها ووزن اللي فيها + +162 +00:15:59,060 --> 00:16:03,500 +ايش كمان أحمال؟ الهواء الاحتكاك + +163 +00:16:07,590 --> 00:16:10,490 +إذا طالع اللي حكينا الوزن اللي أنا في عندي + +164 +00:16:10,490 --> 00:16:14,230 +rotating masses جوا أنا بيكون عندك ال .. ال crank + +165 +00:16:14,230 --> 00:16:16,990 +نفسها بتدور بعدين ال crank بتسلم ال clutch ال + +166 +00:16:16,990 --> 00:16:19,530 +clutch بيسلم gearbox ال gearbox بيسلم هو + +167 +00:16:19,530 --> 00:16:22,810 +differential فهي هي شغلات بتدور عشان أدورها محتاج + +168 +00:16:22,810 --> 00:16:27,990 +ليش؟ ل power أو ل energy وفي شغلات برضه الاحتكاك + +169 +00:16:27,990 --> 00:16:31,670 +بيكون العملية مش أنه يعني ما فيش احتكاك في احتكاك + +170 +00:16:31,670 --> 00:16:36,810 +بيَقوم الاحتكاك فكل هذه أحمال يجب على المحرك أنه + +171 +00:16:37,770 --> 00:16:42,890 +يقومها أو يشيلها فال total resisting torque ناتج + +172 +00:16:42,890 --> 00:16:46,190 +عن هذه الأحمال وزي السيارة إذا أنا طالع اطلع من + +173 +00:16:46,190 --> 00:16:50,270 +مقاومة الريح اللي هو ال energy to rotate masses و + +174 +00:16:50,270 --> 00:16:56,450 +ال friction المساحة + +175 +00:16:56,450 --> 00:17:02,430 +اللي هي هذه a small a capital F capital a اللي هي + +176 +00:17:02,430 --> 00:17:08,560 +أقل من ال T mean تيمين في ايش؟ في الزاوية اللي هو + +177 +00:17:08,560 --> 00:17:12,380 +ال torque في الزاوية بيعطينا ايش؟ شغل هذا يمثل + +178 +00:17:12,380 --> 00:17:17,720 +الشغل المبذول against ال load against ال resisting + +179 +00:17:17,720 --> 00:17:21,300 +torque معناته ال load جاي من ال resisting torque + +180 +00:17:21,300 --> 00:17:27,220 +طبعًا + +181 +00:17:27,220 --> 00:17:30,560 +هذا اللي جاي هذا ال resisting torque هذا ال + +182 +00:17:30,560 --> 00:17:32,360 +resisting torque + +183 +00:17:34,110 --> 00:17:41,170 +وهذا اللي جاي من عندي ال piston لل crank هذا ال + +184 +00:17:41,170 --> 00:17:46,090 +torque as a function + +201 +00:19:33,580 --> 00:19:42,370 +القطر أعلى من الـ mass يعني لو كان الـ radius عندي + +202 +00:19:42,370 --> 00:19:49,070 +خيار يعني الـ radius بيكون عندي مثلاً اثنين إنش و + +203 +00:19:49,070 --> 00:19:55,050 +radius ثاني أربعة إنش مقدار هذه راح تكون أربعة على + +204 +00:19:55,050 --> 00:20:07,120 +اثنين تربيع أربعة يعني مجرد أن ضعف الـ radius صارت + +205 +00:20:07,120 --> 00:20:10,240 +الـ moment of inertia أربعة ضعف مجرد أن ضعف الـ + +206 +00:20:10,240 --> 00:20:15,220 +radius صارت الـ moment of inertia أربعة ضعف لكن لو + +207 +00:20:15,220 --> 00:20:20,300 +ضعفت الـ mass بيصير أنا ضعفت الـ .. الـ .. الـ .. الـ + +208 +00:20:20,300 --> 00:20:25,940 +energy بتاعة الـ .. الـ flywheel أضعف فأنت تأثير نصف + +209 +00:20:25,940 --> 00:20:34,940 +القطر ضعف تأثير أو .. أو ضعف تأثير الـ .. ما بنفعش + +210 +00:20:34,940 --> 00:20:42,370 +أحكي ضعف يعني الـ I تتناسب + +211 +00:20:42,370 --> 00:20:52,930 +طردياً مع الـ mass والـ I تتناسب طردياً مع الـ R² لأن + +212 +00:20:52,930 --> 00:21:01,530 +لو خليت نصف القطر ثلاثة أضعاف تسعة الكتلة ثلاثة أضعاف + +213 +00:21:01,530 --> 00:21:07,430 +ثلاثة تسعة ثلاثة ما بنفعش أحكي الضعف أنت أخذته حالة + +214 +00:21:07,430 --> 00:21:11,430 +خاصة في الصح أنه بيحكي أن الـ R تتناسب تتناسب طردياً مع الـ + +215 +00:21:11,430 --> 00:21:18,210 +M تتناسب تتناسب طردياً مع الـ R طردياً يعني لما تكون الـ + +216 +00:21:18,210 --> 00:21:22,410 +turning moment عندي is + +217 +00:21:22,410 --> 00:21:26,350 +positive يعني + +218 +00:21:26,350 --> 00:21:29,630 +عندي الـ turning moment اللي جاء من الـ engine هذه + +219 +00:21:29,630 --> 00:21:35,630 +أعلى من الـ resisting torque زي ما هو بين B وC بيكون + +220 +00:21:35,630 --> 00:21:41,050 +في عندي طاقة زيادة الطاقة الزيادة راح تأخذها الـ + +221 +00:21:41,050 --> 00:21:46,230 +flywheel معناته سرعتها راح تزيد صح؟ سرعة الـ flywheel + +222 +00:21:46,230 --> 00:21:50,930 +راح تزيد في الحالة هذه الـ crank shaft راح يتسارع + +223 +00:21:50,930 --> 00:21:56,070 +راح يتسارع و الـ work is done by the steam or by the + +224 +00:21:56,070 --> 00:22:00,910 +fuel أنا في شغل معمول من الوقود أو من الـ steam + +225 +00:22:05,430 --> 00:22:12,310 +لما في منطقة زي بين C و D الشغل أو الـ torque اللي + +226 +00:22:12,310 --> 00:22:18,250 +جاي من الـ engine أقل من الـ resisting طب + +227 +00:22:18,250 --> 00:22:24,430 +أنا كيف راح أعوضه؟ من وين راح آخذه؟ من المخزن عندي في الـ + +228 +00:22:24,430 --> 00:22:26,710 +flywheel معناه اتسارع الـ flywheel لما آخذ منها + +229 +00:22:26,710 --> 00:22:31,190 +راح تقل فبيصير retardation أو بيصير deceleration للـ + +230 +00:22:31,190 --> 00:22:35,390 +crank shaft و الـ work is done on the steam يعني الـ + +231 +00:22:35,390 --> 00:22:39,590 +steam في الأول كان في الـ .. بين B و C بيعمل شغل + +232 +00:22:39,590 --> 00:22:43,790 +بيعمل شغل بين C و D احنا بيعمل شغل على الـ steam + +233 +00:22:43,790 --> 00:22:48,550 +طيب + +234 +00:22:48,550 --> 00:22:53,530 +خلينا + +235 +00:22:53,530 --> 00:23:00,680 +نعرف نعمل .. نعرف نبدأ نعمل شوية معدلات T هو الـ torque + +236 +00:23:00,680 --> 00:23:05,600 +on the crankshaft at any instant اللي جاي من إيش؟ + +237 +00:23:05,600 --> 00:23:10,800 +من الـ engine جاي من عندي الـ piston هذا الـ T الـ T + +238 +00:23:10,800 --> 00:23:12,820 +يعني الـ main resisting torque هذا الـ main + +239 +00:23:12,820 --> 00:23:16,480 +resisting torque اللي هو اللي جاي عن الأحمال اللي + +240 +00:23:16,480 --> 00:23:21,100 +على الـ engine أو على السيارة يعني نفترض أن دي هذا + +241 +00:23:21,100 --> 00:23:24,560 +بيشغل سيارة ممكن يكون شغل شيء ثاني صح؟ بس على فرض + +242 +00:23:24,560 --> 00:23:28,980 +أنه بيشغل سيارة بتكون الـ teaming جاي من الأحمال + +243 +00:23:28,980 --> 00:23:33,060 +على السيارة اللي هي اللي هي جاي من مقاومة الهواء من + +244 +00:23:33,060 --> 00:23:43,520 +الوزن من تحريك الكتل الدوارة من الاحتكاك نعم طبعاً + +245 +00:23:43,520 --> 00:23:48,040 +في اللي هو الـ axel الملحقات بتاعة السيارة الإضاءة + +246 +00:23:48,040 --> 00:23:52,520 +برضه تمثل إيش؟ أحمال التبريد والتكييف يمثل برضه + +247 +00:23:52,520 --> 00:23:56,080 +أحمال كل هذه كلها إيش؟ أحمال، يعني لما أنا أشغل + +248 +00:23:56,080 --> 00:24:00,360 +السيارة على التكييف راح تسحب بنزين أكثر لأن الحمل + +249 +00:24:00,360 --> 00:24:03,980 +زاد، إذا أنا أشغل في الليل في إضاءة بقى، بكون + +250 +00:24:03,980 --> 00:24:07,780 +أشحن، بكون أسحب energy من البطارية، و البطارية إيش + +251 +00:24:07,780 --> 00:24:15,160 +بتكون؟ تشحن، مظبوط؟ طبعاً، الوزن، مع أن وزن السيارة، + +252 +00:24:15,160 --> 00:24:20,740 +وزن السيارة كلها بالأحمال والأحمال إذا كان الفرق بين + +253 +00:24:20,740 --> 00:24:27,620 +الـ T و الـ T main positive فالـ flywheel راح تتسارع إذا + +254 +00:24:27,620 --> 00:24:31,380 +كانت T ناقص الـ T main negative يعني الـ torque اللي + +255 +00:24:31,380 --> 00:24:34,940 +جاي من الـ engine أقل من الأحمال بيكون أن دي أنا بصير + +256 +00:24:34,940 --> 00:24:38,400 +أسحب من الـ flywheel فالـ flywheel راح تتراجع بيصير ت + +257 +00:24:38,400 --> 00:24:44,980 +decelerate هذا الـ turning moment diagram لـ four + +258 +00:24:44,980 --> 00:24:49,540 +stroke internal combustion engine internal + +259 +00:24:49,540 --> 00:24:54,300 +combustion engine + +260 +00:24:54,300 --> 00:24:57,120 +احنا حكينا في الـ four stroke engine فيه أربع + +261 +00:24:57,120 --> 00:25:03,530 +strokes في الـ سحب compression بعدين هين بيصير إيش + +262 +00:25:03,530 --> 00:25:08,290 +اللي اللي هو الـ working أو الـ الـ الـ power stroke + +263 +00:25:08,290 --> 00:25:12,890 +أو الـ expansion stroke كذا اسم الـ power stroke أو + +264 +00:25:12,890 --> 00:25:16,070 +الـ working stroke أو الـ expansion stroke بعدين هين + +265 +00:25:16,070 --> 00:25:20,170 +يطرد الغازات المحترقة يعني أول شيء بسحب وقود و غاز + +266 +00:25:20,170 --> 00:25:25,950 +بعدين compression بعدين expansion بيصير احتراق + +267 +00:25:25,950 --> 00:25:31,730 +بعدين بيطرد الغازات لحظة الـ power وين جاية؟ في الـ + +268 +00:25:31,730 --> 00:25:34,250 +working هذه الـ power المناطق الـ power هذه لازم + +269 +00:25:34,250 --> 00:25:38,370 +تكون كافية عشان تغطي احتياجات الـ other strokes + +270 +00:25:38,370 --> 00:25:45,250 +لازم تكون .. اه تفضل ليش كافية الـ power يعني؟ اه + +271 +00:25:45,250 --> 00:25:51,650 +طبعاً لازم تكون كافية تغطي كل الأربع strokes عشانك + +272 +00:25:51,650 --> 00:25:56,830 +أنا بحط flywheel عشان أخزن وأستفيد منها بقية الوقت أيوة + +273 +00:25:56,830 --> 00:25:59,010 +أنت أول ما تشغل السيارة إيش بتسويه؟ + +274 +00:26:01,680 --> 00:26:04,520 +أول شيء الشخصية اللي بتستعمل الـ switch الـ switch إيش + +275 +00:26:04,520 --> 00:26:11,520 +بيسوي؟ كيف بيحركها في الأول؟ في الـ starter في موتور + +276 +00:26:11,520 --> 00:26:14,260 +على الكهربا بيلفها في الأول عشان يبدأ العملية + +277 +00:26:14,260 --> 00:26:18,660 +فبيسموها إيش؟ starting up مستحيل تبدأ بدون الـ + +278 +00:26:18,660 --> 00:26:22,760 +starter لأنه بدك في الأول تتحركها فأنت اللي بتعطيها + +279 +00:26:22,760 --> 00:26:28,600 +لثواني بتشغل الـ engine باستخدام موتور كهربا DC + +280 +00:26:28,600 --> 00:26:29,100 +motor + +281 +00:26:36,790 --> 00:26:42,290 +طيب لأن في حالة الـ + +282 +00:26:42,290 --> 00:26:48,710 +suction stroke أنا بكون أسحب شفط معناته راح يصير + +283 +00:26:48,710 --> 00:26:52,650 +negative pressure والدليل أنه بندفع الوقود وال + +284 +00:26:52,650 --> 00:26:54,150 +هواء لو ما فيش negative pressure أنا ما راح أدخلش + +285 +00:26:54,150 --> 00:26:58,570 +الوقود والهواء صح فبنزل تحت الـ zero فبيصير عندي + +286 +00:26:58,570 --> 00:26:59,130 +vacuum + +287 +00:27:01,690 --> 00:27:06,090 +في الـ compression stroke أنا بعمل شغل على مين؟ + +288 +00:27:06,090 --> 00:27:13,670 +بعمل شغل على الوقود والهواء، معناته أنا بستنفذ من + +289 +00:27:13,670 --> 00:27:17,790 +الشغل، مظبوط؟ معناته بنخش في الـ negative برضه، في + +290 +00:27:17,790 --> 00:27:24,790 +الـ power stroke الوقود هو بيشتعل وبيعمل لي إيش، + +291 +00:27:24,790 --> 00:27:28,590 +بيعمل لي شغل، بيعمل شغل على الـ piston عشانك بيصير + +292 +00:27:28,590 --> 00:27:33,590 +في إيش؟ positive loop، بيصير في الموجة في حالة الـ + +293 +00:27:33,590 --> 00:27:38,690 +exhaust اللي هو طرد الغازات أنا بعمل شغل على + +294 +00:27:38,690 --> 00:27:47,210 +الغازات فبقى بطردها فبتكون دي negative loop نرجع + +295 +00:27:47,210 --> 00:27:49,970 +للـ turning moment diagram بتاع اللي هو turning + +296 +00:27:49,970 --> 00:27:56,330 +moment diagram for two stroke engine اللي هو + +297 +00:27:56,330 --> 00:28:00,770 +double acting steam engine double acting steam + +298 +00:28:00,770 --> 00:28:01,110 +engine + +299 +00:28:07,780 --> 00:28:13,680 +طبعاً في حالة الـ steam engine عندي two strokes يعني + +300 +00:28:13,680 --> 00:28:18,940 +الدورة الكاملة 360 درجة في حالة الـ four + +301 +00:28:18,940 --> 00:28:23,160 +stroke engine الدورة الكاملة 720 دورتين + +302 +00:28:23,160 --> 00:28:28,500 +كاملات 360 درجة مقسمين لأربع كل واحدة + +303 +00:28:28,500 --> 00:28:34,960 +180 درجة intake compression expansion + +304 +00:28:34,960 --> 00:28:41,240 +exhaust في حالة الـ steam engine بيكون عندي الدورة + +305 +00:28:41,240 --> 00:28:46,640 +360 درجة طيب + +306 +00:28:46,640 --> 00:28:56,000 +نتبع double acting steam engine نتبع بين نقطة a a + +307 +00:28:56,000 --> 00:28:56,440 +small + +308 +00:28:59,170 --> 00:29:06,370 +و P A و P من هنا لهنا لاحظوا + +309 +00:29:06,370 --> 00:29:11,870 +من A لـ P الـ + +310 +00:29:11,870 --> 00:29:16,750 +torque اللي جاي من الـ engine أقل من الـ torque + +311 +00:29:16,750 --> 00:29:21,910 +المطلوب أقل من الـ torque المطلوب الشغل الـ energy + +312 +00:29:21,910 --> 00:29:27,750 +المطلوب عشان أغطي الـ T mean راح تكون مساحة المستطيل A + +313 +00:29:27,750 --> 00:29:33,970 +small A capital B capital P small لكن الطاقة اللي + +314 +00:29:33,970 --> 00:29:40,230 +جاء من الـ engine هي مساحة اللي هي بين A,B,P اللي + +315 +00:29:40,230 --> 00:29:45,610 +هو هذه المساحة بالضبط العجز عندي إيش؟ المساحة هذه + +316 +00:29:45,610 --> 00:29:52,170 +اللي هي a small a capital B هذا العجز لأن العجز + +317 +00:29:52,170 --> 00:29:59,070 +راح أغطيه الـ engine شغال حالياً يعني بيخطر موضوع + +318 +00:29:59,070 --> 00:30:03,110 +الـ starting من الـ flywheel معناته في المرحلة هذه + +319 +00:30:03,110 --> 00:30:06,230 +إذا راح آخذ من الـ flywheel معناته سرعة الـ flywheel راح تنزل + +320 +00:30:06,230 --> 00:30:08,210 +طيب + +321 +00:30:09,990 --> 00:30:20,610 +في الفترة من P لـ Q الطاقة المطلوبة اللي هي الطاقة + +322 +00:30:20,610 --> 00:30:28,090 +المطلوبة هي مساحة المستطيل P,B,C,Q هذا المطلوب أنا + +323 +00:30:28,090 --> 00:30:32,430 +بأكمله بيعطيه الـ engine بيعطيه المساحة هذه في زيادة + +324 +00:30:32,430 --> 00:30:39,940 +اللي هي المساحة P,B,C هذه زيادة بتخزنها الـ flywheel + +325 +00:30:39,940 --> 00:30:44,640 +بتتسارع الـ flywheel من + +326 +00:30:44,640 --> 00:30:50,760 +Q لـ R الطاقة + +327 +00:30:50,760 --> 00:30:55,120 +المطلوبة عشان أغطي الـ load مساحة المستطيل Q,C,D,R + +328 +00:30:55,120 --> 00:30:59,120 +اللي جاي من الـ engine المتاح عندي اللي هو المساحة + +329 +00:30:59,120 --> 00:31:04,740 +هذه والمساحة هذه العجز اللي هي المساحة اللي هي C,C + +330 +00:31:04,740 --> 00:31:11,030 +,D بأخذ من الـ flywheel الـ flywheel راح تبطئ سرعتها من R + +331 +00:31:11,030 --> 00:31:19,470 +لـ S الطاقة المطلوبة مساحة مستطيل D E S R المتاح من + +332 +00:31:19,470 --> 00:31:25,750 +الـ engine اللي هو جاي من R D D E S مع أنه أنا فيه + +333 +00:31:25,750 --> 00:31:32,910 +زيادة عن دي إيش؟ D D E بتخزنها الفلايويل تتسارع كمان + +334 +00:31:32,910 --> 00:31:39,790 +مرة بعدين بين الـ S و الـ E بيكون الطاقة المطلوبة + +335 +00:31:39,790 --> 00:31:46,410 +اللي هي مساحة مستطيل S E F E الشغل المتاح من الـ + +336 +00:31:46,410 --> 00:31:50,390 +engine اللي هو المساحة S E E اللي هي هذه العجز + +337 +00:31:50,390 --> 00:31:56,490 +اللي هو E F E فبأخذ من الفلايويل ترجع تبطئ الفلايويل + +338 +00:32:03,130 --> 00:32:07,490 +الآن في واضح في تذبذب في الطاقة في fluctuation of + +339 +00:32:07,490 --> 00:32:12,590 +energy حوالين الـ mean resisting torque طبعاً في + +340 +00:32:12,590 --> 00:32:15,390 +fluctuation up and down يعني الـ energy اللي جاي الـ + +341 +00:32:15,390 --> 00:32:19,830 +energy بتكون بعض الأحيان تحت تحت الـ torque اللي جاي + +342 +00:32:19,830 --> 00:32:22,170 +من الـ engine تحت الـ resisting وبعض الأحيان بيكون + +343 +00:32:22,170 --> 00:32:27,630 +أعلى هنا أقل هنا أعلى هنا أقل ففي عندي fluctuation + +344 +00:32:27,630 --> 00:32:32,090 +أو تذبذب للـ torque اللي جاي من الـ engine حوالين الـ + +345 +00:32:32,090 --> 00:32:36,050 +main resisting torque أو الـ torque اللي جاي من الـ + +346 +00:32:36,050 --> 00:32:41,250 +load فالمساحات + +347 +00:32:41,250 --> 00:32:48,950 +المساحات راح نأخذ المساحة دي AAB عبارة عن energy + +348 +00:32:48,950 --> 00:32:57,830 +fluctuation of energy below المساحة BBC above CCD + +349 +00:32:57,830 --> 00:33:07,870 +below DDE above EEF below طبعاً + +350 +00:33:07,870 --> 00:33:15,600 +متوقع متوقع احنا حكينا في المنطقة هذه بين B و C الـ + +351 +00:33:15,600 --> 00:33:18,580 +energy اللي جاية من الـ engine في عندي زيادة في + +352 +00:33:18,580 --> 00:33:22,280 +الطاقة متوقع أن يكون الـ engine أسرع سرعة تكون أكبر + +353 +00:33:22,280 --> 00:33:28,400 +سرعة عند Q عند Q متوقع لأن أنا بضيف بعدها راح تتسارع + +354 +00:33:28,400 --> 00:33:32,720 +الـ engine متوقع تكون السرعة أعلى عشان عند Q أو عند + +355 +00:33:32,720 --> 00:33:39,620 +S برضه هين بضيف يا عند Q أو عند S الآن + +356 +00:33:43,730 --> 00:33:50,950 +طبعاً واضح بين P و Q أنا بأخزن بأضيف للـ energy للـ + +357 +00:33:50,950 --> 00:33:55,070 +fly wheel وبين R و S برضه أنا بأضيف energy للـ fly + +358 +00:33:55,070 --> 00:34:01,210 +wheel عند + +359 +00:34:01,210 --> 00:34:11,070 +P أو R P نأخذ R R واضح عندي لحظة من C لـ D عند هذا + +360 +00:34:11,070 --> 00:34:15,410 +فيه عجز من وين راح أسحبه؟ من الـ flywheel متوقع معناته + +361 +00:34:15,410 --> 00:34:18,610 +السرعة أن الـ flywheel تكون minimum عند R تكون + +362 +00:34:18,610 --> 00:34:23,410 +minimum عند R أو عند P P لأنه جاي أدرب لكم هذا + +363 +00:34:23,410 --> 00:34:27,210 +دورة كاملة يعني هي تكمل يعني هذا C مع A بتكمل يعني + +364 +00:34:27,210 --> 00:34:31,690 +كأنها جاي من هنا C وA فهتكون minimum عند P أو عند + +365 +00:34:31,690 --> 00:34:34,730 +R اللي هي الـ flywheel speed + +366 +00:34:40,770 --> 00:34:43,090 +طبعاً في عندي الـ maximum fluctuation of energy هو + +367 +00:34:43,090 --> 00:34:45,430 +difference between maximum and minimum energies الـ + +368 +00:34:45,430 --> 00:34:47,590 +maximum fluctuation of energy هو الفرق بين الـ + +369 +00:34:47,590 --> 00:34:53,310 +maximum و الـ minimum أنا + +370 +00:34:53,310 --> 00:34:57,350 +عندهين turning moment diagram لـ some engine هذه + +371 +00:34:57,350 --> 00:35:02,230 +طبعاً turning moment افتراضية هذا هو الخط يمثل الـ + +372 +00:35:02,230 --> 00:35:07,350 +main resisting torque وهذا يمثل الـ fluctuation of + +373 +00:35:07,350 --> 00:35:10,050 +torque اللي جاي من الـ engine + +374 +00:35:13,690 --> 00:35:22,410 +فالآن المساحات اللي هي A1 وA2 وA3 وA4 وA5 تتمثل + +375 +00:35:22,410 --> 00:35:26,110 +تذبذب للطاقة above and below الـ mean resisting + +376 +00:35:26,110 --> 00:35:33,250 +torque اللي هي A1 وA2 وA3 وA4 وA5 وA6 تتمثل تذبذب + +377 +00:35:33,250 --> 00:35:38 + +401 +00:37:48,720 --> 00:37:52,200 +هنعرف ما هو coefficient of fluctuation of energy + +402 +00:37:52,200 --> 00:37:57,020 +معامل التذبذب في الطاقة معامل التذبذب في الطاقة + +403 +00:37:57,020 --> 00:38:02,700 +بيساوي ال maximum fluctuation of energy على ال + +404 +00:38:02,700 --> 00:38:09,300 +work done per cycle الـ work done per cycle بيمثل + +405 +00:38:09,300 --> 00:38:12,620 +مساحة المستطيل اللي تحت الـ mean resisting curve + +406 +00:38:12,620 --> 00:38:23,030 +اللي هي T mean في الـ theta هذا هو المساحة هذه بتمثل + +407 +00:38:23,030 --> 00:38:28,310 +الـ work done during the cycle المعامل التذبذب في + +408 +00:38:28,310 --> 00:38:31,450 +الطاقة بيساوي ال maximum fluctuation of energy + +409 +00:38:31,450 --> 00:38:33,690 +على الـ work done per cycle الـ work done per cycle + +410 +00:38:33,690 --> 00:38:38,990 +هو T mean في theta الـ theta الـ angle turned in one + +411 +00:38:38,990 --> 00:38:42,740 +revolution طبعا الـ theta بتكون سوى اتنين باي يعني + +412 +00:38:42,740 --> 00:38:46,440 +تلات مية و ستين درجة في حالة two stroke engine أو + +413 +00:38:46,440 --> 00:38:49,760 +steam engine الـ theta بتكون سوى أربع باي سبع مية و + +414 +00:38:49,760 --> 00:38:53,900 +عشرين درجة في حالة four stroke engine أربع stroke + +415 +00:38:53,900 --> 00:38:56,920 +و واحدة مية و تمانية مية و تمانية و أربع سبع مية + +416 +00:38:56,920 --> 00:39:03,560 +و عشرين في النهاية الـ power إيش بتساوي torque في + +417 +00:39:03,560 --> 00:39:08,570 +omega الـ power بتساوي torque في omega يعني الـ + +418 +00:39:08,570 --> 00:39:15,810 +torque إيش يساوي power على omega الـ T mean بيساوي + +419 +00:39:15,810 --> 00:39:21,830 +الـ power بتاعة الـ engine الـ + +420 +00:39:21,830 --> 00:39:28,390 +T mean بيساوي الـ power للـ engine على omega بيساوي + +421 +00:39:28,390 --> 00:39:36,040 +الـ power للـ engine الـ omega عبارة عن اتنين باي في + +422 +00:39:36,040 --> 00:39:41,720 +عدد دورات اللي هي على ستين يعني + +423 +00:39:41,720 --> 00:39:47,080 +سيكون يساوي ستين سيصبح في الـ bus ستين الـ power على + +424 +00:39:47,080 --> 00:39:56,500 +اتنين باي فعلا اللي هي المعادلة دي هو + +425 +00:39:56,500 --> 00:40:01,380 +حاطط general equation الـ work done per cycle بيساوي + +426 +00:40:01,380 --> 00:40:08,010 +P في ستين على N small ان small بيساوي الـ number of + +427 +00:40:08,010 --> 00:40:14,490 +working strokes per minute الان بيساوي ان capital + +428 +00:40:14,490 --> 00:40:21,830 +في حالة steam engine أو two stroke engine الان + +429 +00:40:21,830 --> 00:40:24,930 +small بيساوي ان على اتنين in case of four stroke + +430 +00:40:24,930 --> 00:40:31,890 +engine لأن في حالة الـ two stroke engine بيصير عندي + +431 +00:40:31,890 --> 00:40:40,010 +power ضعف الـ four stroke صح؟ في حالة الـ الـ الـ الـ + +432 +00:40:40,010 --> 00:40:40,430 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +433 +00:40:40,430 --> 00:40:41,010 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +434 +00:40:41,010 --> 00:40:41,850 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +435 +00:40:41,850 --> 00:40:42,330 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +436 +00:40:42,330 --> 00:40:44,670 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +437 +00:40:44,670 --> 00:40:47,170 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +438 +00:40:47,170 --> 00:40:47,510 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +439 +00:40:47,510 --> 00:40:52,790 +الـ الـ الـ الـ + +440 +00:40:56,850 --> 00:41:00,370 +في حالة two stroke internal combustion engine أو + +441 +00:41:00,370 --> 00:41:04,010 +في حالة steam engine بيساوي N capital اللي هي الـ + +442 +00:41:04,010 --> 00:41:07,830 +RPM على اتنين في حالة four stroke internal + +443 +00:41:07,830 --> 00:41:13,650 +combustion engine طبعا + +444 +00:41:13,650 --> 00:41:18,510 +متوقع كل ما زود الـ number of cylinders التذبذب + +445 +00:41:18,510 --> 00:41:20,510 +حوالين الـ main line يقل ولا يزيد + +446 +00:41:26,530 --> 00:41:31,210 +كل مزود عدد الـ cylinders تذبذب + +447 +00:41:31,210 --> 00:41:35,690 +و حتزيد ولا هتقل يعني + +448 +00:41:35,690 --> 00:41:38,090 +أنا ممكن أعتبر إجابتكوا صحيح أنا ممكن أعتبره خطأ + +449 +00:41:38,090 --> 00:41:41,110 +حسب أنتوا ما اعتبروها صحيح على اسم اللي حكيته أنه + +450 +00:41:41,110 --> 00:41:49,490 +حتزيد إذا + +451 +00:41:49,490 --> 00:41:55,790 +والله أنا حكيت أنه بدي أشغل الـ أربع cylinders و + +452 +00:41:55,790 --> 00:41:59,490 +ترتيب الـ strokes نفسهم في الأربعة يعني يعني الـ + +453 +00:41:59,490 --> 00:42:02,490 +power stroke هي نفسها نفس بيصير عند نفس اللحظة الـ + +454 +00:42:02,490 --> 00:42:05,210 +power stroke في الأربعة معناته بيكون الـ variation + +455 +00:42:05,210 --> 00:42:09,610 +تذبذب في الـ energy عالي جدا و هذا سيء جدا صح؟ لكن + +456 +00:42:09,610 --> 00:42:13,330 +لو خلت زاوية مش كلهم بيصير الـ power stroke مع بعض + +457 +00:42:13,330 --> 00:42:18,410 +يعني بخلي زاوية بينهم معناته أنا بوزع الـ power و + +458 +00:42:18,410 --> 00:42:21,530 +بالتالي بقلل إيش الـ fluctuation أو تذبذب + +459 +00:42:25,410 --> 00:42:28,850 +على أرض الواقع أنا بخليه زاوية، بخليهش كل .. يعني + +460 +00:42:28,850 --> 00:42:32,230 +عندي .. عندي مثلا أربعة سيلندر، بخليهش الـ power + +461 +00:42:32,230 --> 00:42:35,850 +stroke للسيلندر الأول و الثاني و الثالث و الرابع مع بعض + +462 +00:42:36,760 --> 00:42:40,780 +بخلي واحدة .. واحدة مثلا يعني هي stroke، الثانية + +463 +00:42:40,780 --> 00:42:44,140 +stroke، التانية stroke، فأنا بوزع .. بفرده الـ power + +464 +00:42:44,140 --> 00:42:47,680 +على الأربع cycles عشان كل ما بزيد الـ number of + +465 +00:42:47,680 --> 00:42:51,180 +cylinders كل ما الـ coefficient of fluctuation of + +466 +00:42:51,180 --> 00:42:54,860 +energy بيقل، أنا بهمن يكون الـ coefficient of + +467 +00:42:54,860 --> 00:43:00,880 +fluctuation of energy as minimum as I can في حال + +468 +00:43:00,880 --> 00:43:03,780 +single cylinder double acting steam engine الـ CE + +469 +00:43:03,780 --> 00:43:09,720 +بيساوي 0.21 طبعا هذه الأرقام typical الـ cross + +470 +00:43:09,720 --> 00:43:14,000 +compound steam engine 0.096 single cylinder single + +471 +00:43:14,000 --> 00:43:19,520 +acting four stroke gas engine 1.93 هذا سلندر واحدة + +472 +00:43:19,520 --> 00:43:26,980 +four stroke single acting 0.066 six cylinder يعني + +473 +00:43:26,980 --> 00:43:29,260 +صار من six cylinder single acting four stroke + +474 +00:43:29,260 --> 00:43:32,600 +لاحظوا إيش point O تلاتة واحد يعني كان عندي هين + +475 +00:43:32,600 --> 00:43:37,160 +cylinder واحدة كان الـ coefficient of fluctuation + +476 +00:43:37,160 --> 00:43:40,500 +energy واحد point ستة تلاتة هين أربع cylinder + +477 +00:43:40,500 --> 00:43:43,580 +point O ستة ستة ستة ستة cylinder point O تلاتة + +478 +00:43:43,580 --> 00:43:48,560 +واحد لو عملت تمانى cylinder بيختلف بينزل أكثر برضه + +479 +00:43:48,560 --> 00:43:52,040 +لو عملت اتناشر إنك السيارات مثلا كده السيارات الـ + +480 +00:43:52,040 --> 00:44:00,040 +Toyota و Toyota ZX بتسمعش صوته لأن بيكون عادة الـ + +481 +00:44:00,040 --> 00:44:06,680 +cylinders كبير فيها، ما فيش فيها fluctuation double + +482 +00:44:06,680 --> 00:44:12,020 +acting steam + +483 +00:44:12,020 --> 00:44:18,620 +engine في أنواع تانية، ما حكيتش هي single cylinder، + +484 +00:44:18,620 --> 00:44:22,210 +single acting، four stroke يعني بيصير الضغط في + +485 +00:44:22,210 --> 00:44:25,270 +اتجاه واحد double acting في اتجاه هنا فهمت على أي + +486 +00:44:25,270 --> 00:44:27,630 +كده يعني بيعمل power يعني بيزيد الـ power في الحالة + +487 +00:44:27,630 --> 00:44:32,170 +هذه الـ air compression engine معظمها بيكون single + +488 +00:44:32,170 --> 00:44:36,410 +acting خش على اليوتيوب هتشوف animations شوف single + +489 +00:44:36,410 --> 00:44:41,030 +cylinder single acting و شوف single cylinder double + +490 +00:44:41,030 --> 00:44:46,750 +acting for stroke هتشوف فيديوهات عليها compound خش + +491 +00:44:46,750 --> 00:44:49,690 +برضه على اليوتيوب شوف هتشوف فيديوهات كتير عن الـ + +492 +00:44:49,690 --> 00:44:59,840 +compound cross compound steam engine في + +493 +00:44:59,840 --> 00:45:02,720 +أي سؤال؟ أعطيكوا العافية diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WyayN6Eorf0_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WyayN6Eorf0_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..6e438fa7beb61b91e74a5dd2059fb63e3c27c12f --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/WyayN6Eorf0_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 2937, "start": 5.09, "end": 29.37, "text": "بسم الله الرحمن الرحيم السلام عليكم ورحمة الله وبركاته و اليوم هنكمل في مادة نظرية الألات هنكمل في موضوع بده اسمه ال engine analysis ال chapter خمساش غطين ال inertia forces حسبنا ال piston effort عملنا equivalent two mass system لل connecting rod و 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"word": " a", "probability": 0.47607421875}, {"start": 1017.75, "end": 1018.79, "word": " small", "probability": 0.53955078125}, {"start": 1018.79, "end": 1019.21, "word": " a", "probability": 0.505859375}, {"start": 1019.21, "end": 1019.85, "word": " capital", "probability": 0.88818359375}, {"start": 1019.85, "end": 1021.05, "word": " F", "probability": 0.7021484375}, {"start": 1021.05, "end": 1021.73, "word": " capital", "probability": 0.841796875}, {"start": 1021.73, "end": 1022.21, "word": " a", "probability": 0.434814453125}, {"start": 1022.21, "end": 1022.33, "word": " اللي", "probability": 0.825927734375}, {"start": 1022.33, "end": 1022.43, "word": " هي", "probability": 0.95654296875}, {"start": 1022.43, "end": 1022.57, "word": " اقل", "probability": 0.5179036458333334}, {"start": 1022.57, "end": 1022.79, "word": " عن", "probability": 0.87646484375}, {"start": 1022.79, "end": 1022.97, "word": " ال", "probability": 0.62255859375}, {"start": 1022.97, "end": 1023.13, "word": " T", 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torque as a function of theta معناته لاحظوا فى بعض الأحيان بيكون ال torque احنا حاكينا بيكون اعلى من ال mean resisting اذا اعلى معناته انا ال engine او ال crank موصلة ب flywheel ال engine موصلة ب flywheel", "tokens": [2407, 23758, 13672, 1829, 10874, 47302, 9154, 43242, 7578, 2423, 30002, 5296, 2423, 21263, 23758, 2423, 16437, 382, 257, 2445, 295, 9725, 20449, 8315, 47395, 20193, 5016, 19913, 14407, 6156, 7578, 45030, 11242, 16247, 5016, 1829, 7649, 4724, 1829, 30544, 2423, 16437, 1975, 5016, 8315, 11331, 995, 4117, 1829, 8315, 4724, 1829, 30544, 1975, 3615, 23942, 9154, 2423, 914, 43940, 1975, 15730, 1975, 3615, 23942, 20449, 8315, 47395, 1975, 8315, 2423, 2848, 1975, 2407, 2423, 21263, 3714, 2407, 36520, 3660, 4724, 3603, 22830, 2423, 2848, 3714, 2407, 36520, 3660, 4724, 3603, 22830], "avg_logprob": -0.19304434842960808, "compression_ratio": 1.8058252427184467, "no_speech_prob": 0.0, "words": [{"start": 1054.11, "end": 1054.35, "word": "و", "probability": 0.91943359375}, {"start": 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"end": 1067.57, "word": " ال", "probability": 0.96142578125}, {"start": 1067.57, "end": 1068.41, "word": " torque", "probability": 0.95556640625}, {"start": 1068.41, "end": 1070.11, "word": " احنا", "probability": 0.60791015625}, {"start": 1070.11, "end": 1070.47, "word": " حاكينا", "probability": 0.720654296875}, {"start": 1070.47, "end": 1071.79, "word": " بيكون", "probability": 0.9091796875}, {"start": 1071.79, "end": 1072.15, "word": " اعلى", "probability": 0.8209635416666666}, {"start": 1072.15, "end": 1072.31, "word": " من", "probability": 0.9931640625}, {"start": 1072.31, "end": 1072.43, "word": " ال", "probability": 0.98046875}, {"start": 1072.43, "end": 1072.53, "word": " mean", "probability": 0.78515625}, {"start": 1072.53, "end": 1072.99, "word": " resisting", "probability": 0.89453125}, {"start": 1072.99, "end": 1074.09, "word": " اذا", "probability": 0.865478515625}, {"start": 1074.09, "end": 1074.55, "word": " اعلى", "probability": 0.9363606770833334}, {"start": 1074.55, "end": 1076.67, "word": " معناته", "probability": 0.93408203125}, {"start": 1076.67, "end": 1077.19, "word": " انا", "probability": 0.8671875}, {"start": 1077.19, "end": 1077.41, "word": " ال", "probability": 0.970703125}, {"start": 1077.41, "end": 1077.75, "word": " engine", "probability": 0.97802734375}, {"start": 1077.75, "end": 1077.89, "word": " او", "probability": 0.945068359375}, {"start": 1077.89, "end": 1077.97, "word": " ال", "probability": 0.912109375}, {"start": 1077.97, "end": 1078.23, "word": " crank", "probability": 0.9326171875}, {"start": 1078.23, "end": 1079.01, "word": " موصلة", "probability": 0.8072509765625}, {"start": 1079.01, "end": 1079.23, "word": " ب", "probability": 0.93896484375}, {"start": 1079.23, "end": 1079.85, "word": " flywheel", "probability": 0.6884765625}, {"start": 1079.85, "end": 1080.17, "word": " ال", "probability": 0.85986328125}, {"start": 1080.17, "end": 1080.43, "word": " engine", "probability": 0.9560546875}, {"start": 1080.43, "end": 1080.95, "word": " موصلة", "probability": 0.94287109375}, {"start": 1080.95, "end": 1081.11, "word": " ب", "probability": 0.93603515625}, {"start": 1081.11, "end": 1081.57, "word": " flywheel", "probability": 0.84521484375}], "temperature": 1.0}, {"id": 41, "seek": 112290, "start": 1093.4, "end": 1122.9, "text": "عند هذه ال piston في الآخر عند ال power جاية من عند ال piston هتتحول ل torque على ال crank فيه انا بحط flywheel flywheel flywheel عبارة عن جسم كتره كبير كتره", "tokens": [3615, 41260, 29538, 2423, 30002, 8978, 6024, 95, 34740, 43242, 2423, 1347, 10874, 995, 10632, 9154, 43242, 2423, 30002, 8032, 2655, 2655, 5016, 12610, 5296, 16437, 15844, 2423, 21263, 8978, 3224, 1975, 8315, 4724, 5016, 9566, 3603, 22830, 3603, 22830, 3603, 22830, 6225, 3555, 9640, 3660, 18871, 10874, 38251, 9122, 2655, 2288, 3224, 9122, 3555, 13546, 9122, 2655, 2288, 3224], "avg_logprob": -0.1969774580392681, "compression_ratio": 1.5, "no_speech_prob": 0.0, "words": [{"start": 1093.4, "end": 1093.76, "word": 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0.96435546875}, {"start": 1105.26, "end": 1105.64, "word": " piston", "probability": 0.896484375}, {"start": 1105.64, "end": 1106.34, "word": " هتتحول", "probability": 0.847802734375}, {"start": 1106.34, "end": 1106.46, "word": " ل", "probability": 0.8408203125}, {"start": 1106.46, "end": 1106.82, "word": " torque", "probability": 0.841796875}, {"start": 1106.82, "end": 1107.24, "word": " على", "probability": 0.65966796875}, {"start": 1107.24, "end": 1108.22, "word": " ال", "probability": 0.724609375}, {"start": 1108.22, "end": 1108.74, "word": " crank", "probability": 0.8193359375}, {"start": 1108.74, "end": 1109.56, "word": " فيه", "probability": 0.714111328125}, {"start": 1109.56, "end": 1109.68, "word": " انا", "probability": 0.845703125}, {"start": 1109.68, "end": 1110.08, "word": " بحط", "probability": 0.9664713541666666}, {"start": 1110.08, "end": 1110.72, "word": " flywheel", "probability": 0.816162109375}, {"start": 1110.72, "end": 1118.42, "word": " flywheel", "probability": 0.751953125}, {"start": 1118.42, "end": 1119.28, "word": " flywheel", "probability": 0.6376953125}, {"start": 1119.28, "end": 1119.54, "word": " عبارة", "probability": 0.953125}, {"start": 1119.54, "end": 1119.7, "word": " عن", "probability": 0.99853515625}, {"start": 1119.7, "end": 1120.0, "word": " جسم", "probability": 0.991455078125}, {"start": 1120.0, "end": 1120.72, "word": " كتره", "probability": 0.7896728515625}, {"start": 1120.72, "end": 1122.04, "word": " كبير", "probability": 0.9669596354166666}, {"start": 1122.04, "end": 1122.9, "word": " كتره", "probability": 0.9754638671875}], "temperature": 1.0}, {"id": 42, "seek": 115070, "start": 1123.42, "end": 1150.7, "text": "كبير ال energy بشكل عام بيستوى نص عند صورة معينة نص I Omega تربيه صح معناته انا بتحكم في كمية ال energy اللي بخزنها في ال flywheel من خلال ال I ال I بتعتمد is a function of mass و نص في القطر صح", "tokens": [4117, 3555, 13546, 2423, 2281, 4724, 8592, 28820, 6225, 10943, 4724, 1829, 14851, 2407, 7578, 8717, 9381, 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213846, "start": 2113.69, "end": 2138.47, "text": "فالان المساحات اللي هي A1 وA2 وA3 وA4 وA5 تتمثل تذبذب للطاقة above and below ال mean resisting torque اللي هي A1 وA2 وA3 وA4 وA5 وA6 تتمثل تذبذب للطاقة حوالين ال mean torque line", "tokens": [5172, 6027, 7649, 9673, 3794, 39319, 9307, 13672, 1829, 39896, 316, 16, 4032, 32, 17, 4032, 32, 18, 4032, 32, 19, 4032, 32, 20, 6055, 39237, 12984, 1211, 6055, 8848, 3555, 8848, 3555, 24976, 9566, 995, 28671, 3673, 293, 2507, 2423, 914, 43940, 16437, 13672, 1829, 39896, 316, 16, 4032, 32, 17, 4032, 32, 18, 4032, 32, 19, 4032, 32, 20, 4032, 32, 21, 6055, 39237, 12984, 1211, 6055, 8848, 3555, 8848, 3555, 24976, 9566, 995, 28671, 11331, 2407, 6027, 9957, 2423, 914, 16437, 1622], "avg_logprob": -0.14562136818503224, "compression_ratio": 1.7162162162162162, "no_speech_prob": 2.384185791015625e-07, "words": [{"start": 2113.6900000000005, "end": 2114.9300000000003, "word": "فالان", "probability": 0.66015625}, {"start": 2114.9300000000003, "end": 2116.17, 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خليني افترض ان ال energy اللي في ال flywheel لما كان عند نقطة a كانت تساوي E capital ال energy اللي كانت الطاقة المخزنة في flywheel", "tokens": [9566, 3555, 3615, 995, 2423, 3179, 257, 16, 4032, 257, 18, 4032, 257, 20, 46811, 12984, 1211, 6055, 8848, 3555, 8848, 3555, 5551, 3615, 23942, 2423, 914, 43940, 4032, 2423, 257, 17, 4032, 2423, 257, 19, 4032, 2423, 257, 21, 2507, 16490, 1211, 9957, 1829, 1975, 5172, 2655, 43042, 16472, 2423, 2281, 13672, 1829, 8978, 2423, 3603, 22830, 5296, 15042, 25961, 43242, 8717, 47432, 3660, 257, 25961, 2655, 6055, 3794, 995, 45865, 462, 4238, 2423, 2281, 13672, 1829, 25961, 2655, 41950, 995, 28671, 9673, 9778, 11622, 1863, 3660, 8978, 3603, 22830], "avg_logprob": -0.17883831100619357, "compression_ratio": 1.599009900990099, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2145.39, "end": 2146.23, "word": "طبعا", "probability": 0.922119140625}, {"start": 2146.23, "end": 2147.07, "word": " ال", "probability": 0.92333984375}, {"start": 2147.07, 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@@ -0,0 +1,1047 @@ +1 +00:00:05,280 --> 00:00:08,320 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:08,320 --> 00:00:14,220 +وبركاته هنكمل في مادة نظرية الآلات هنكمل في موضوع + +3 +00:00:14,220 --> 00:00:19,720 +الـ gears المحاضرة الفاتة شفنا كيف نرسم involute + +4 +00:00:19,720 --> 00:00:23,480 +gear باستخدام الـ Solid Work مع بعض الحسابات + +5 +00:00:23,480 --> 00:00:27,700 +باستخدام برنامج الـ Excel ومعادلات الأساسية للنظام + +6 +00:00:27,700 --> 00:00:31,730 +لعملية رسم الـ involute gearsاليوم هنكمل الموضوع + +7 +00:00:31,730 --> 00:00:34,590 +الثاني اللي هو الـ interference في الـ involute + +8 +00:00:34,590 --> 00:00:39,890 +gears interference إذا كان عدد الأسنان قليل ممكن + +9 +00:00:39,890 --> 00:00:44,310 +الـ .. السن تاع الـ driven يغرز في السن تاع الـ + +10 +00:00:44,310 --> 00:00:48,630 +driver لما يغرز فيه بيصير يأكل فيه و بيعمله هريان + +11 +00:00:48,630 --> 00:00:52,210 +بيبطل يشغل طرح صح بيصير يعمله ضجيج و يعمله + +12 +00:00:52,210 --> 00:00:58,670 +اهتزازات ميكانيكية أنا مبين عندي هنا عندي + +13 +00:01:00,830 --> 00:01:08,910 +two gears هذا للـ driver وهذا للـ driven هذا + +14 +00:01:08,910 --> 00:01:12,150 +الـ addendum circle للـ driver هذا الـ addendum circle + +15 +00:01:12,150 --> 00:01:23,250 +للـ driven دي addendum دي addendum pitch circle pitch circle و + +16 +00:01:23,250 --> 00:01:26,690 +الـ solid هذا الـ base circle الـ base circle هي دي من + +17 +00:01:26,690 --> 00:01:29,830 +عندها بدأ تولد الـ involute يعني الـ involute ببدأ + +18 +00:01:29,830 --> 00:01:34,350 +من عند الـ base circle لحد هنا دي involute من حد + +19 +00:01:34,350 --> 00:01:38,530 +هنا لهنا برضه involute تحت الـ base circle ما فيش + +20 +00:01:38,530 --> 00:01:43,050 +involute والـ to involute عشان يكون عنده الـ action + +21 +00:01:43,050 --> 00:01:46,950 +الـ action صح بين الأسنان لازم يكون involute على + +22 +00:01:46,950 --> 00:01:53,180 +involute إذا كان involute مع non-involute بيصير + +23 +00:01:53,180 --> 00:02:00,340 +بغرز التداخل يعني معناه إذا النقطة التلامس الأولى + +24 +00:02:00,340 --> 00:02:06,220 +لـ high الـ driver مانعته high ضروب في حفة إياه لـ + +25 +00:02:06,220 --> 00:02:10,880 +driven إذا كانت نقطة التلامس الأولى تحت الـ base + +26 +00:02:10,880 --> 00:02:16,010 +circleبيصير عندك involute مع non-involute بيصير + +27 +00:02:16,010 --> 00:02:20,210 +يأكل فيه فهذا بيسموه interference بيسموه + +28 +00:02:20,210 --> 00:02:34,010 +interference مش لازم يصير عنده interference الـ + +29 +00:02:34,010 --> 00:02:38,070 +maximum limit بحيث أنا أكون بالظبط مش ما يصيرش + +30 +00:02:38,070 --> 00:02:40,870 +interference بس لو بعد شوية حيصير interference + +31 +00:02:44,230 --> 00:02:53,350 +أنه أنا عندي هاي pinion هاي gear هذه الـ base + +32 +00:02:53,350 --> 00:02:58,730 +circle للـ pinion هذه الـ pitch circle للـ pinion و + +33 +00:02:58,730 --> 00:03:03,390 +هذه الـ addendum circle للـ pinion الحقيقية الـ gear + +34 +00:03:03,390 --> 00:03:07,970 +هي الـ base circle الـ pitch circle و الـ actual + +35 +00:03:07,970 --> 00:03:09,770 +addendum circle + +36 +00:03:13,030 --> 00:03:18,130 +واضح كل ما طول السن أكثر احتمالية النغراز تزيد + +37 +00:03:18,130 --> 00:03:24,670 +صح كل ما طول السن احتمال نغرز أكثر معناه أنا ممكن + +38 +00:03:24,670 --> 00:03:29,570 +أطول السن يعني أزيد الـ addendum circle سواء على الـ + +39 +00:03:29,570 --> 00:03:32,150 +pinion أو على الجير يعني هذه .. هذه .. هذه الـ + +40 +00:03:32,150 --> 00:03:35,490 +maximum addendum circle على الـ pinion و هذه الـ + +41 +00:03:35,490 --> 00:03:40,130 +maximum addendum circle على الجير بحيث لو زودت الـ + +42 +00:03:40,130 --> 00:03:46,070 +addendum بعد هذه أو بعد هذه حيصير إياه تداخل، حيصير + +43 +00:03:46,070 --> 00:03:49,490 +الأسنان تغرز في بعض، معناه هذه هي الـ maximum + +44 +00:03:49,490 --> 00:03:52,850 +addendum circles هي الـ limiting addendum circles + +45 +00:03:52,850 --> 00:03:57,070 +beyond اللي بعدها بيصير إياه interference أو + +46 +00:03:57,070 --> 00:04:00,710 +انغراز فال + +47 +00:04:00,710 --> 00:04:05,130 +limiting factor يعني عندي O واحد، هاي O واحد مركز + +48 +00:04:05,130 --> 00:04:08,570 +الـ pinion، O اثنين مركز الجير + +49 +00:04:11,660 --> 00:04:19,380 +يعني لو زودت .. زودت يعني أنا كان عندي high نهاية + +50 +00:04:19,380 --> 00:04:24,080 +الـ path of contact ال و بداية الـ path of contact + +51 +00:04:24,080 --> 00:04:28,000 +كانت إيش؟ K يعني الـ path of contact اللي هو KL + +52 +00:04:28,000 --> 00:04:32,740 +احنا كنا سمينا سابقا KP اللي هو الـ path of + +53 +00:04:32,740 --> 00:04:38,420 +approach و PL الـ path of recess يعني هذا الدخول و + +54 +00:04:38,420 --> 00:04:39,680 +هذا إيش الخروج + +55 +00:04:44,260 --> 00:04:50,080 +الآن نقطة M نقطة N بتمثل الـ limiting factor + +56 +00:04:50,080 --> 00:04:53,200 +معناه الـ limiting factor اللي بعدها بيصير + +57 +00:04:53,200 --> 00:04:57,100 +interference بيكون بيكون عندي الـ path of contact + +58 +00:04:57,100 --> 00:05:04,540 +عبارة عن MN لو جزئين MP الـ path of approach و PN + +59 +00:05:04,540 --> 00:05:10,140 +الـ path of recess لحظة MP هذا إيش بتساوي هاي الـ + +60 +00:05:10,140 --> 00:05:12,300 +pitch radius + +61 +00:05:19,490 --> 00:05:27,070 +معناه الـ maximum path of contact اللي بعده ممكن + +62 +00:05:27,070 --> 00:05:37,430 +يصير interference اللي هو r small زاد R capital sin + +63 +00:05:37,430 --> 00:05:43,320 +φ هذا الـ maximumالـ length of path of contact + +64 +00:05:43,320 --> 00:05:48,240 +maximum اللي بعده ازداد الـ length of path of contact + +65 +00:05:48,240 --> 00:05:52,600 +عن عن هذه القيمة بيصير interference + +66 +00:06:01,390 --> 00:06:04,150 +طيب زي ما حكينا الـ maximum length of path of + +67 +00:06:04,150 --> 00:06:08,650 +contact اللي هو R small زي R capital في sin فيه و + +68 +00:06:08,650 --> 00:06:11,630 +الـ maximum length of R في contact هيكون الـ path of + +69 +00:06:11,630 --> 00:06:18,550 +contact على cos فيه يعني R زي R tan فيه نشوف + +70 +00:06:18,550 --> 00:06:24,750 +الأمثلة two + +71 +00:06:24,750 --> 00:06:30,690 +mating gears have twenty and forty teeth involute + +72 +00:06:30,690 --> 00:06:37,050 +teeth هو module عشرة مليمتر هو متين and twenty + +73 +00:06:37,050 --> 00:06:42,090 +degrees pressure angle يعني عندي ترسين واحد اثنين + +74 +00:06:42,090 --> 00:06:48,870 +وعشرين واحد اثنين وأربعين يعني T واحد عشرين و T + +75 +00:06:48,870 --> 00:06:56,610 +اثنين أربعين والموديول عشرة + +76 +00:06:56,610 --> 00:07:03,800 +مليمتر و الـ pressure angle عشرين ديجريز الـ addendum + +77 +00:07:03,800 --> 00:07:12,020 +on each wheel is the addendum on each wheel is to + +78 +00:07:12,020 --> 00:07:16,080 +be made of such a length that the line of contact + +79 +00:07:16,080 --> 00:07:22,080 +in each side of the pitch point has half the + +80 +00:07:22,080 --> 00:07:28,340 +maximum possible length خليني أحكي الـ L line of + +81 +00:07:28,340 --> 00:07:36,220 +path of contact maximum إيش بيساوي R small زائد R + +82 +00:07:36,220 --> 00:07:40,540 +capital sin فعلاً أنا خليني أجيب هذا وبعدين أترجم + +83 +00:07:40,540 --> 00:07:50,780 +المسألة عند الـ R إيش حتكون تساوي T واحد إيه + +84 +00:07:50,780 --> 00:07:59,830 +أنه حيكون عشرين في عشرة متين الـ R capital حتكون + +85 +00:07:59,830 --> 00:08:06,970 +أربع مية يعني الحد حتكون تساوي متين + +86 +00:08:06,970 --> 00:08:15,330 +زائد أربع مية sin الـ عشرين متين و 5.1 + +87 +00:08:15,330 --> 00:08:16,230 +و عشرين + +88 +00:08:26,970 --> 00:08:32,450 +هذا الـ maximum possible length + +89 +00:08:32,450 --> 00:08:38,070 +of path of contact اللي لو زاد عن القيمة هذه حيصير + +90 +00:08:38,070 --> 00:08:42,690 +عنده interference يعني كان أكثر من 2.21 حيصير + +91 +00:08:42,690 --> 00:08:47,470 +عنده interference هو بيحكي لي the addendum on + +92 +00:08:47,470 --> 00:08:50,770 +each wheel is to be made يعني في عندي الـ addendum + +93 +00:08:50,770 --> 00:08:55,170 +على الـ pinion و الـ addendum على الـ gear بدون تلحط + +94 +00:08:55,170 --> 00:08:56,090 +اليكم بحيث + +95 +00:08:58,940 --> 00:09:04,460 +the line of contact in each side يعني الـ length of + +96 +00:09:04,460 --> 00:09:10,760 +approach هي one side على الـ other side الـ length + +97 +00:09:10,760 --> 00:09:16,140 +of recess has half the maximum possible length + +98 +00:09:16,140 --> 00:09:26,380 +الآن الـ length of path of approach الحقيقة حيكون + +99 +00:09:26,380 --> 00:09:33,520 +سواء نص الـ length of path of contact maximum والـ + +100 +00:09:33,520 --> 00:09:39,460 +length of path of recess الحقيقي بسها برضه النص الـ + +101 +00:09:39,460 --> 00:09:44,420 +length of paths of contact maximum يعني هذا حتكون + +102 +00:09:44,420 --> 00:09:55,400 +تساوي مئة و اثنين وستة عشر رقم بعده يعني 1.16 والـ + +103 +00:09:55,400 --> 00:09:59,720 +length of path of recess سبعة مئة و اثنين point + +104 +00:09:59,720 --> 00:10:05,220 +ستة واحد millimeter لأن الـ length of path of + +105 +00:10:05,220 --> 00:10:09,600 +approach + +106 +00:10:09,600 --> 00:10:13,780 +نص + +107 +00:10:13,780 --> 00:10:18,600 +length of path of recess اثنين وخمسين وواحد و + +108 +00:10:18,600 --> 00:10:21,440 +خمسين point ستة واثنين ونص + +109 +00:10:26,960 --> 00:10:35,980 +نص هذه نص هذه أيوة + +110 +00:10:35,980 --> 00:10:40,980 +الـ length of path of approach يعني أنا حكون عندي + +111 +00:10:40,980 --> 00:10:46,200 +الجزر التربيعي length of path of approach الجذر + +112 +00:10:46,200 --> 00:10:54,800 +التربيعي لـ RA تربيع ناقص R تربيع + +113 +00:11:12,340 --> 00:11:22,220 +الجذر التربيعي لـ RA تربيع-400 + +114 +00:11:24,430 --> 00:11:45,990 +cos² 20 بيساوي 102.61 زائد 400 sin 20 يعني + +115 +00:11:45,990 --> 00:11:50,410 +أنا حاسب إن عندي ra إيش بتساوي؟ + +116 +00:12:02,010 --> 00:12:08,130 +هذا هو الواحد الآن الـ length و path of recess نفس + +117 +00:12:08,130 --> 00:12:14,370 +المعنى حكون جدر التربيعي لـ RA تربيع ناقص R تربيع + +118 +00:12:14,370 --> 00:12:20,330 +cosine تربيع الـ φ ناقص R sin φ بتساوي مائة و + +119 +00:12:20,330 --> 00:12:26,320 +اثنين point ستة واحد يعني جذر التربيعي لـ RA تربيع + +120 +00:12:26,320 --> 00:12:33,440 +ناقص 200 تربيع cosine تربيع ال 20 بيساوي 102 point + +121 +00:12:33,440 --> 00:12:44,780 +61 زائد 200 sine ال 20 معناه الـ RA بتساوي capital + +122 +00:12:44,780 --> 00:12:47,680 +445 point 65 + +123 +00:12:51,370 --> 00:12:59,010 +معناه الادنظام بتسميه a capital حيكون + +124 +00:12:59,010 --> 00:13:08,430 +الساوي الـ Ra ناقص الـ R يعني الـ Ra اللي هو + +125 +00:13:08,430 --> 00:13:16,970 +أربعمية وخمسة وأربعين بون ستة خمسة ناقص أربعمية + +126 +00:13:16,970 --> 00:13:25,200 +يعني حيكون خمسة وأربعين.65 شكل + +127 +00:13:25,200 --> 00:13:32,640 +الرقم هذا غلط طيب أتأكد منه الـ R a اسمه نعم ع + +128 +00:13:32,640 --> 00:13:43,820 +كم؟ 200 254.1 هذا 254.1 في رقم بعده 9999 + +129 +00:13:48,490 --> 00:13:53,310 +يعني أنا حكون عندي الـ a small حيكون متين وأربع و + +130 +00:13:53,310 --> 00:14:00,450 +خمسين point واحد صفر ناقص متين يعني + +131 +00:14:00,450 --> 00:14:08,770 +حيكون أربع وخمسين point واحد الـ standard الـ + +132 +00:14:08,770 --> 00:14:13,950 +standard addendum بيستوى واحد الموديول بيستوى + +133 +00:14:13,950 --> 00:14:19,840 +واحد الموديول هو حكى لأ أنا بدي أعمل طول السن + +134 +00:14:19,840 --> 00:14:26,440 +addendum خاص للـ pinion والـ gear بحيث أحقق أنه الـ + +135 +00:14:26,440 --> 00:14:28,700 +length of path of approach نص الـ link الـ maximum + +136 +00:14:28,700 --> 00:14:35,940 +length of path of contact هذا + +137 +00:14:35,940 --> 00:14:37,040 +المطلوب الأول + +138 +00:14:52,040 --> 00:15:08,340 +طبعاً الـ length of path of contact الـ length + +139 +00:15:08,340 --> 00:15:13,900 +of the path of contact هو ما عطيني الـ maximum حيكون + +140 +00:15:13,900 --> 00:15:19,780 +الحالة هذه مظبوط لأن نص ونص خلاص خلصنا بعدين + +141 +00:15:19,780 --> 00:15:22,240 +length of arc of contact حيكون length of path of + +142 +00:15:22,240 --> 00:15:26,740 +contact على إيش cos فبعدين + +143 +00:15:26,740 --> 00:15:32,780 +ال contact ratio so length of arc of contact على + +144 +00:15:32,780 --> 00:15:44,760 +الـ pc يعني حيكون الـ length الـ length of arc of + +145 +00:15:44,760 --> 00:15:51,260 +contact حيكون length of path of contact اللي هو متين + +146 +00:15:51,260 --> 00:15:59,200 +وخمسة point ستة واحد على كوسين الـ عشرين و الـ pc + +147 +00:15:59,200 --> 00:16:07,180 +بالثاني كم الـ pc طيب + +148 +00:16:07,180 --> 00:16:15,080 +الـ pc الـ by اللي هي تلاتة point واحد واحد تلاتين + +149 +00:16:15,080 --> 00:16:16,400 +point أربعة + +150 +00:16:21,340 --> 00:16:29,800 +مليمتر معناه الـ contact ratio حتكون تساوي 218.81 + +151 +00:16:29,800 --> 00:16:37,400 +على 131.42 على + +152 +00:16:37,400 --> 00:16:42,480 +طراجة كل الأرقام هذا الرقم اللي حكيت لكم إياه وهذا غلط + +153 +00:16:42,480 --> 00:16:51,550 +وهذا الرقم غلط راجعوها كلها حلوة لحالكم ما أعرفش في + +154 +00:16:51,550 --> 00:16:57,010 +أمانة لما نحكي لكم هذه ستة يعني ست أسنان مع بعض يعني + +155 +00:16:57,010 --> 00:17:04,350 +هذا مش مضبوط هذا كأنه أدل وظوط فدائماً الأرقام + +156 +00:17:04,350 --> 00:17:09,610 +ما تأخذوهاش كما هي فاكر في الرقم في + +157 +00:17:09,610 --> 00:17:13,810 +إشي غلط في الحسابات بتاعتكم استفتي قلبك ولا + +158 +00:17:13,810 --> 00:17:14,650 +واقفتها كالناس + +159 +00:17:18,120 --> 00:17:26,560 +أنتم بتستفيدوا الأوامر أنتم طيب نكمل حد المثال + +160 +00:17:26,560 --> 00:17:39,460 +لحياة كم وطلعوا أرقام صح طبعاً + +161 +00:17:39,460 --> 00:17:45,600 +في حد قدر لعدد الأسنان عشان أتجنب يصير تداخل بين + +162 +00:17:45,600 --> 00:17:50,520 +الأسنان أنا حأعطيكم المعادلة مباشرة بدون اشتقاق الـ + +163 +00:17:50,520 --> 00:17:55,100 +minimum number of teeth على الـ pinion عشان ما يصيرش + +164 +00:17:55,100 --> 00:17:59,040 +interference اثنين K في G capital زي جزي تربيع لـ G + +165 +00:17:59,040 --> 00:18:02,560 +تربيع زائد واحد زائد اثنين G في sin تربيع φ على واحد + +166 +00:18:02,560 --> 00:18:09,340 +زائد اثنين G sin تربيع φ الـ K إذا كان full depth + +167 +00:18:09,340 --> 00:18:15,660 +tooth يعني السن كامل بيكون واحد أو بيكون سواء إذا + +168 +00:18:15,660 --> 00:18:22,980 +كان سن قصير بيكون ثمانية من عشرة ثمانية من عشرة الـ + +169 +00:18:22,980 --> 00:18:27,880 +G الـ gear ratio يعني عدد أسنان الـ gear على عدد أسنان + +170 +00:18:27,880 --> 00:18:41,100 +الـ pinion و الـ φ الـ pressure angle هذا + +171 +00:18:41,100 --> 00:18:42,380 +اللي بيورجيني + +172 +00:18:45,780 --> 00:18:54,240 +الحد الأدنى لعدد أسنان على الـ pinion تمشي + +173 +00:18:54,240 --> 00:19:00,000 +with any gear عدد أسنانه أكثر من عدد أسنان الـ + +174 +00:19:00,000 --> 00:19:04,100 +pinion عدد + +175 +00:19:04,100 --> 00:19:07,700 +أسنانه أكبر عدد أسنان الـ pinion لأن الـ minimum + +176 +00:19:07,700 --> 00:19:12,420 +number of teeth للـ pinion واضح بأنه يتمد على الـ + +177 +00:19:12,420 --> 00:19:19,160 +gear ratio هو for safety عمل حسب عمل جدول حكى لك + +178 +00:19:19,160 --> 00:19:22,900 +والله إذا كان pressure angle full depth إذا اخترت + +179 +00:19:22,900 --> 00:19:27,480 +عدد أسنان في 2018 بظبط على كل الـ other gears بحيث + +180 +00:19:27,480 --> 00:19:34,500 +يكون عدد أسنان الجير أكثر من 18 المعادلة + +181 +00:19:34,500 --> 00:19:40,940 +بعدها بيعطينا + +182 +00:19:40,940 --> 00:19:44,500 +عدد أسنان اللي على الجير + +183 +00:19:47,250 --> 00:19:54,090 +عشان يتجنب interference + +201 +00:21:26,920 --> 00:21:41,740 +على واحد زي اثنين G Sine تربيع الفاي هم + +202 +00:21:41,740 --> 00:21:44,320 +اعطيني ال pressure angle عشرين درجة + +203 +00:21:53,630 --> 00:22:08,810 +و ال addendum سو واحد الموديول طيب + +204 +00:22:08,810 --> 00:22:14,870 +مانعته full depth مانعته full depth يعني الآن بيه + +205 +00:22:14,870 --> 00:22:18,710 +هتكون سو اثنين في واحد في ال gain ratio اللي هي + +206 +00:22:18,710 --> 00:22:26,700 +التلاتة زي الجذر التربيعي للتسعة واحد زي ستة زي + +207 +00:22:26,700 --> 00:22:39,200 +سبعة sin تربيع العشرين على سبعة sin تربيع العشرين + +208 +00:22:39,200 --> 00:22:41,080 +بس قولي يا والله + +209 +00:22:59,890 --> 00:23:05,250 +يعني كم؟ اثنين و ثلاثين صح؟ يعني حتى وقت واحد و + +210 +00:23:05,250 --> 00:23:07,910 +ثلاثين point one بالفشل حكي واحد و ثلاثين اثنين و + +211 +00:23:07,910 --> 00:23:17,050 +ثلاثين معناته اثنين و ثلاثين T كم؟ + +212 +00:23:17,050 --> 00:23:22,890 +يعني خمس عشر سن + +213 +00:23:24,980 --> 00:23:31,200 +هذا في حال أن ال pinion geared مع gear ال gear + +214 +00:23:31,200 --> 00:23:37,420 +ratio ثلاثة لواحد طيب إذا ال pinion is to gear with + +215 +00:23:37,420 --> 00:23:41,260 +an equal number of teeth gear يعني هيكون ال gear + +216 +00:23:41,260 --> 00:23:45,440 +ratio أكثر من أو ساوية واحد هذه الحالة و لا الحالة + +217 +00:23:45,440 --> 00:23:49,100 +الثانية ال gear ratio بالساوية واحد + +218 +00:23:53,850 --> 00:23:58,410 +في الحالة دي هتكون سيرة الانفنيون بالساوية اثنين + +219 +00:23:58,410 --> 00:24:07,350 +في واحد زائد الجذر التربيعي لواحد زائد ثلاثة sign + +220 +00:24:07,350 --> 00:24:17,030 +التربيعي العشرين على ثلاثة sign التربيعي العشرين + +221 +00:24:17,030 --> 00:24:20,410 +يعني + +222 +00:24:20,410 --> 00:24:21,510 +أنا ثلاث عشر سن + +223 +00:24:43,650 --> 00:24:57,270 +طيب شوف مثال ثاني a pair + +224 +00:24:57,270 --> 00:25:07,730 +of spar gears with + +225 +00:25:07,730 --> 00:25:10,970 +involute teeth is to give a gear ratio of four to + +226 +00:25:10,970 --> 00:25:11,270 +one + +227 +00:25:15,060 --> 00:25:22,400 +أربعة ال arc of approach ال arc of approach is not + +228 +00:25:22,400 --> 00:25:27,540 +to be less than the circle pitch يعني ال arc of + +229 +00:25:27,540 --> 00:25:31,500 +approach هيكون .. إذا .. إذا .. إذا ليس أقل فهيكون + +230 +00:25:31,500 --> 00:25:35,420 +أكبر أو يساوي صح؟ ال link .. ال arc .. ال length + +231 +00:25:35,420 --> 00:25:43,800 +of arc of approach أكبر أو يساوي ال pc + +232 +00:25:47,350 --> 00:25:53,290 +and the smaller wheel is the driver the angle of + +233 +00:25:53,290 --> 00:25:56,470 +pressure is fourteen point degrees pressure angle + +234 +00:25:56,470 --> 00:26:06,730 +أربع عشر و نص درجة find + +235 +00:26:06,730 --> 00:26:10,510 +least number of teeth that can be used on each + +236 +00:26:10,510 --> 00:26:17,270 +wheelعدد من الأسنان اللي ممكن أستخدمه على كل gear + +237 +00:26:17,270 --> 00:26:24,550 +ومعطيني ال gear ratio معطيني إيش ال gear ratio + +238 +00:26:24,550 --> 00:26:31,390 +ومعطيني length of arc of approach لأن ال length of + +239 +00:26:31,390 --> 00:26:38,650 +path of approach شو يساوي مش + +240 +00:26:38,650 --> 00:26:44,610 +معطيني الموديول على أي حالة احنا هنحكي أنه عند ال + +241 +00:26:44,610 --> 00:26:49,470 +pressure angle جي ال ratio طيب + +242 +00:26:49,470 --> 00:26:53,250 +ال length of path of approach is a function يعني + +243 +00:26:53,250 --> 00:26:59,990 +هيكون ساوي ال pc هيكون ساوي إيش ال pc اللي هي ال + +244 +00:26:59,990 --> 00:27:12,170 +critical لأن ال NP إيش هتساوي اثنين + +245 +00:27:12,170 --> 00:27:12,470 +K + +246 +00:27:15,440 --> 00:27:26,020 +في G جزء تربيعي لجي تربيع زائد واحد زائد اثنين جي + +247 +00:27:26,020 --> 00:27:37,320 +sign تربيع الفاي على واحد زائد اثنين جي sign تربيع + +248 +00:27:37,320 --> 00:27:37,760 +الفاى + +249 +00:27:47,180 --> 00:27:56,000 +الـ G pressure angle معروفة أنا بحسب إيه؟ ال N P + +250 +00:27:56,000 --> 00:27:59,300 +هو + +251 +00:27:59,300 --> 00:28:04,300 +إيش بده ال N P هو ولا إيش ثاني؟ + +252 +00:28:04,300 --> 00:28:07,860 +طيب + +253 +00:28:07,860 --> 00:28:11,020 +هذا ال N P هو anyway ما اعطينا ال G ratio + +254 +00:28:14,970 --> 00:28:19,170 +ال gear ratio اللي بيحصل إن انت حسبت .. حسبت طالع + +255 +00:28:19,170 --> 00:28:24,050 +عندك مثلاً خمس عشر بعدين ضربت في أربعة هيعطيني + +256 +00:28:24,050 --> 00:28:33,650 +إيش؟ ستين ستين بندك تفحص باستخدام هذه بحيث ما يصير + +257 +00:28:33,650 --> 00:28:36,830 +عشان عندك interference يعني عندك تروح تستخدم + +258 +00:28:36,830 --> 00:28:41,670 +معادلة ال gear المعادلة الثانية يعني ال NG بيستوى N + +259 +00:28:41,670 --> 00:28:45,270 +P تربيع Sine تربيع Phi minus 4 K تربيع يعني لو شفت + +260 +00:28:45,270 --> 00:28:50,450 +أن ال N خمسة عشر بتعمل المشكلة بروح أكبرها بروح إيش؟ + +261 +00:28:50,450 --> 00:28:56,290 +أكبرها و أعيد ال calculation كيف هذا السؤال واحد؟ + +262 +00:28:56,290 --> 00:28:58,790 +أنت بتحسب ال standard يعني أنا عندك كل شيء معروف + +263 +00:28:58,790 --> 00:29:04,050 +صح؟ بحث ال N بيفرطلها خمسة عشر وعندك راتب يحكي ال + +264 +00:29:04,050 --> 00:29:08,790 +length of path of approach بيستوى إيش؟ ال PCالـ + +265 +00:29:08,790 --> 00:29:11,670 +Length of Arc of Approach Length of Arc of + +266 +00:29:11,670 --> 00:29:15,710 +Approach Length + +267 +00:29:15,710 --> 00:29:22,530 +of Arc of Approach بيساوي ال PC اللي هو Length of + +268 +00:29:22,530 --> 00:29:26,370 +Arc of Approach بيساوي Length of Path of Approach + +269 +00:29:26,370 --> 00:29:32,250 +على Cos فاي اللي هو بيساوي Length of Path of + +270 +00:29:32,250 --> 00:29:39,140 +Approach اللي هو الجذر التربيعي لل RA تربيع minus R + +271 +00:29:39,140 --> 00:29:55,460 +تربيع cos تربيع فاي minus R sin فاي يعني + +272 +00:29:55,460 --> 00:30:00,440 +في iteration في السؤال هذا إنه بتحسب بيطلع عندك + +273 +00:30:00,440 --> 00:30:05,840 +رقم بتحسب ال NG ال + +274 +00:30:05,840 --> 00:30:06,240 +NG + +275 +00:30:09,610 --> 00:30:12,830 +ممكن يطلع مثلاً لما أضرب مثلاً خمسة عشر في أربعة ستين + +276 +00:30:12,830 --> 00:30:19,350 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"probability": 0.58319091796875}, {"start": 592.48, "end": 592.98, "word": " واحد", "probability": 0.984375}], "temperature": 1.0}, {"id": 22, "seek": 62144, "start": 595.06, "end": 621.44, "text": "و ال length of path of recess سبعة مية و اتنين point ستة واحد millimeter لأن ال length of path of approach نص length of path of recess اتنين و خمسين و واحد و خمسين point ستة و اتنين و نص", "tokens": [2407, 2423, 4641, 295, 3100, 295, 16417, 8608, 3555, 27884, 3714, 10632, 4032, 1975, 2655, 1863, 9957, 935, 8608, 2655, 3660, 36764, 24401, 17942, 5296, 33456, 2423, 4641, 295, 3100, 295, 3109, 8717, 9381, 4641, 295, 3100, 295, 16417, 1975, 2655, 1863, 9957, 4032, 16490, 2304, 3794, 9957, 4032, 36764, 24401, 4032, 16490, 2304, 3794, 9957, 935, 8608, 2655, 3660, 4032, 1975, 2655, 1863, 9957, 4032, 8717, 9381], "avg_logprob": -0.4003623188405797, "compression_ratio": 1.838235294117647, "no_speech_prob": 0.0, "words": [{"start": 595.06, "end": 595.26, "word": "و", "probability": 0.66796875}, {"start": 595.26, "end": 595.4, "word": " ال", "probability": 0.33544921875}, {"start": 595.4, "end": 595.64, "word": " length", "probability": 0.72265625}, {"start": 595.64, "end": 595.92, "word": " of", "probability": 0.9169921875}, {"start": 595.92, "end": 596.46, "word": " path", "probability": 0.92529296875}, {"start": 596.46, "end": 596.96, "word": " of", "probability": 0.9501953125}, {"start": 596.96, "end": 597.54, "word": " recess", "probability": 0.767578125}, {"start": 597.54, "end": 598.62, "word": " سبعة", "probability": 0.3478190104166667}, {"start": 598.62, "end": 598.84, "word": " مية", "probability": 0.51513671875}, {"start": 598.84, "end": 598.98, "word": " و", "probability": 0.779296875}, {"start": 598.98, "end": 599.36, "word": " اتنين", "probability": 0.909423828125}, {"start": 599.36, "end": 599.72, "word": " point", "probability": 0.22900390625}, {"start": 599.72, "end": 600.08, "word": " ستة", "probability": 0.8450520833333334}, {"start": 600.08, "end": 600.56, "word": " واحد", "probability": 0.97509765625}, {"start": 600.56, "end": 602.94, "word": " millimeter", "probability": 0.41162109375}, {"start": 602.94, "end": 604.14, "word": " لأن", "probability": 0.3931884765625}, {"start": 604.14, "end": 604.3, "word": " ال", "probability": 0.845703125}, {"start": 604.3, "end": 604.54, "word": " length", "probability": 0.84326171875}, {"start": 604.54, "end": 604.78, "word": " of", "probability": 0.90673828125}, {"start": 604.78, "end": 605.08, "word": " path", "probability": 0.95068359375}, {"start": 605.08, "end": 605.22, "word": " of", "probability": 0.8056640625}, {"start": 605.22, "end": 609.6, "word": " approach", "probability": 0.935546875}, {"start": 609.6, "end": 613.78, "word": " نص", "probability": 0.651611328125}, {"start": 613.78, "end": 614.2, "word": " length", "probability": 0.62890625}, {"start": 614.2, "end": 614.56, "word": " of", "probability": 0.876953125}, {"start": 614.56, "end": 614.88, "word": " path", "probability": 0.9599609375}, {"start": 614.88, "end": 615.16, "word": " of", "probability": 0.0975341796875}, {"start": 615.16, "end": 615.42, "word": " recess", "probability": 0.5771484375}, {"start": 615.42, "end": 616.98, "word": " اتنين", "probability": 0.81890869140625}, {"start": 616.98, "end": 617.08, "word": " و", "probability": 0.99267578125}, {"start": 617.08, "end": 617.54, "word": " خمسين", "probability": 0.87451171875}, {"start": 617.54, "end": 618.22, "word": " و", "probability": 0.44580078125}, {"start": 618.22, "end": 618.5, "word": " واحد", "probability": 0.908935546875}, {"start": 618.5, "end": 618.6, "word": " و", "probability": 0.9814453125}, {"start": 618.6, "end": 619.04, "word": " خمسين", "probability": 0.933837890625}, {"start": 619.04, "end": 619.38, "word": " point", "probability": 0.86865234375}, {"start": 619.38, "end": 619.7, "word": " ستة", "probability": 0.6790771484375}, {"start": 619.7, "end": 619.96, "word": " و", "probability": 0.404052734375}, {"start": 619.96, "end": 620.76, "word": " اتنين", "probability": 0.8626708984375}, {"start": 620.76, "end": 621.28, "word": " و", "probability": 0.89013671875}, {"start": 621.28, "end": 621.44, "word": " نص", "probability": 0.6575927734375}], "temperature": 1.0}, {"id": 23, "seek": 65479, "start": 626.96, "end": 654.8, "text": "نص هذه نص هذه ايوة ال length of path of approach يعني انا هكون عندي الجزر التربيعي length of path of approach الجزر التربيعي لRA تربية minus R تربية", "tokens": [1863, 9381, 29538, 8717, 9381, 29538, 1975, 1829, 2407, 3660, 2423, 4641, 295, 3100, 295, 3109, 37495, 22653, 1975, 8315, 8032, 30544, 18871, 16254, 25724, 11622, 2288, 16712, 2288, 21292, 3615, 1829, 4641, 295, 3100, 295, 3109, 25724, 11622, 2288, 16712, 2288, 21292, 3615, 1829, 5296, 3750, 6055, 25513, 10632, 3175, 497, 6055, 25513, 10632], "avg_logprob": -0.23716517191912448, "compression_ratio": 1.7007874015748032, "no_speech_prob": 0.0, "words": [{"start": 626.96, "end": 627.36, "word": "نص", "probability": 0.8291015625}, {"start": 627.36, "end": 627.7, "word": " هذه", "probability": 0.7841796875}, {"start": 627.7, "end": 629.96, "word": " نص", "probability": 0.82763671875}, {"start": 629.96, "end": 630.3, "word": " هذه", "probability": 0.97509765625}, {"start": 630.3, "end": 635.98, "word": " ايوة", "probability": 0.7564697265625}, {"start": 635.98, "end": 636.46, "word": " ال", "probability": 0.908203125}, {"start": 636.46, "end": 636.84, "word": " length", "probability": 0.78466796875}, {"start": 636.84, "end": 637.14, "word": " of", "probability": 0.9697265625}, {"start": 637.14, "end": 637.84, "word": " path", "probability": 0.96435546875}, {"start": 637.84, "end": 639.22, "word": " of", "probability": 0.943359375}, {"start": 639.22, "end": 639.92, "word": " approach", "probability": 0.9560546875}, {"start": 639.92, "end": 640.52, "word": " يعني", "probability": 0.8662109375}, {"start": 640.52, "end": 640.6, "word": " انا", "probability": 0.800537109375}, {"start": 640.6, "end": 640.72, "word": " هكون", "probability": 0.5352783203125}, {"start": 640.72, "end": 640.98, "word": " عندي", "probability": 0.6444091796875}, {"start": 640.98, "end": 641.46, "word": " الجزر", "probability": 0.9537760416666666}, {"start": 641.46, "end": 642.22, "word": " التربيعي", "probability": 0.8591796875}, {"start": 642.22, "end": 643.84, "word": " length", "probability": 0.68408203125}, {"start": 643.84, "end": 644.04, "word": " of", "probability": 0.93115234375}, {"start": 644.04, "end": 644.24, "word": " path", "probability": 0.95556640625}, {"start": 644.24, "end": 644.36, "word": " of", "probability": 0.9052734375}, {"start": 644.36, "end": 644.84, "word": " approach", "probability": 0.9296875}, {"start": 644.84, "end": 646.2, "word": " الجزر", "probability": 0.9705403645833334}, {"start": 646.2, "end": 647.02, "word": " التربيعي", "probability": 0.9638671875}, {"start": 647.02, "end": 648.92, "word": " لRA", "probability": 0.2752685546875}, {"start": 648.92, "end": 651.2, "word": " تربية", "probability": 0.637939453125}, {"start": 651.2, "end": 653.18, "word": " minus", "probability": 0.8447265625}, {"start": 653.18, "end": 654.22, "word": " R", "probability": 0.6259765625}, {"start": 654.22, "end": 654.8, "word": " تربية", "probability": 0.90966796875}], "temperature": 1.0}, {"id": 24, "seek": 68222, "start": 672.34, "end": 682.22, "text": "الجزر التربيع لـ RA تربيع-400", "tokens": [6027, 7435, 11622, 2288, 16712, 2288, 21292, 3615, 5296, 39184, 14626, 6055, 2288, 21292, 3615, 12, 13741], "avg_logprob": -0.7413194477558136, "compression_ratio": 1.0, "no_speech_prob": 0.0, "words": [{"start": 672.34, "end": 673.74, "word": "الجزر", "probability": 0.5644378662109375}, {"start": 673.74, "end": 674.92, "word": " التربيع", "probability": 0.7813720703125}, {"start": 674.92, "end": 676.06, "word": " لـ", "probability": 0.2716064453125}, {"start": 676.06, "end": 676.32, "word": " RA", "probability": 0.293701171875}, {"start": 676.32, "end": 678.24, "word": " تربيع", "probability": 0.8233642578125}, {"start": 678.24, "end": 682.22, "word": "-400", "probability": 0.454681396484375}], "temperature": 1.0}, {"id": 25, "seek": 71041, "start": 684.43, "end": 710.41, "text": "cos² 20 بيتساوى 102.61 زاد 400 sin 20 يعني انا حاسب ان عندي ra ايش بتساوي؟", "tokens": [6877, 27643, 945, 4724, 1829, 2655, 3794, 995, 2407, 7578, 45937, 13, 31537, 30767, 18513, 8423, 3343, 945, 37495, 22653, 1975, 8315, 11331, 32277, 3555, 16472, 18871, 16254, 3342, 1975, 1829, 8592, 39894, 3794, 995, 45865, 22807], "avg_logprob": -0.5530427835489574, "compression_ratio": 1.0980392156862746, "no_speech_prob": 0.0, "words": [{"start": 684.43, "end": 685.27, "word": "cos²", "probability": 0.35980224609375}, {"start": 685.27, "end": 687.11, "word": " 20", "probability": 0.1243896484375}, {"start": 687.11, "end": 688.85, "word": " بيتساوى", "probability": 0.5816061837332589}, {"start": 688.85, "end": 689.45, "word": " 102", "probability": 0.9189453125}, {"start": 689.45, "end": 690.83, "word": ".61", "probability": 0.46895599365234375}, {"start": 690.83, "end": 692.77, "word": " زاد", "probability": 0.244873046875}, {"start": 692.77, "end": 694.33, "word": " 400", "probability": 0.95068359375}, {"start": 694.33, "end": 696.41, "word": " sin", "probability": 0.5263671875}, {"start": 696.41, "end": 698.07, "word": " 20", "probability": 0.85107421875}, {"start": 698.07, "end": 705.99, "word": " يعني", "probability": 0.78662109375}, {"start": 705.99, "end": 706.11, "word": " انا", "probability": 0.76806640625}, {"start": 706.11, "end": 706.29, "word": " حاسب", "probability": 0.7721354166666666}, {"start": 706.29, "end": 706.39, "word": " ان", "probability": 0.364013671875}, {"start": 706.39, "end": 706.63, "word": " عندي", "probability": 0.792724609375}, {"start": 706.63, "end": 707.21, "word": " ra", "probability": 0.314453125}, {"start": 707.21, "end": 709.59, "word": " ايش", "probability": 0.7539876302083334}, {"start": 709.59, "end": 710.41, "word": " بتساوي؟", "probability": 0.891796875}], "temperature": 1.0}, {"id": 26, "seek": 74199, "start": 722.01, "end": 741.99, "text": "هذا هو الواحدة الان ال length و path of recess نفس المعنى هكون جدر التربيع لل RA تربيع minus R تربيع cosine تربيع الفي minus R sin في بتساوية مائة و اتنين point ستة واحد", "tokens": [3224, 15730, 31439, 2423, 14407, 24401, 3660, 2423, 7649, 2423, 4641, 4032, 3100, 295, 16417, 8717, 36178, 9673, 3615, 1863, 7578, 8032, 30544, 10874, 3215, 2288, 16712, 25513, 40228, 24976, 14626, 6055, 25513, 40228, 3175, 497, 6055, 25513, 40228, 23565, 6055, 25513, 40228, 27188, 1829, 3175, 497, 3343, 8978, 39894, 3794, 995, 2407, 10632, 3714, 16373, 3660, 4032, 1975, 2655, 1863, 9957, 935, 8608, 2655, 3660, 36764, 24401], "avg_logprob": -0.368659434111222, "compression_ratio": 1.5087719298245614, "no_speech_prob": 3.4570693969726562e-06, "words": [{"start": 722.01, "end": 722.93, "word": "هذا", "probability": 0.459228515625}, {"start": 722.93, "end": 723.07, "word": " هو", "probability": 0.349365234375}, {"start": 723.07, "end": 723.53, "word": " الواحدة", "probability": 0.75341796875}, {"start": 723.53, "end": 723.93, "word": " الان", "probability": 0.738037109375}, {"start": 723.93, "end": 724.33, "word": " ال", "probability": 0.728515625}, {"start": 724.33, "end": 724.57, "word": " length", "probability": 0.40234375}, {"start": 724.57, "end": 724.77, "word": " و", "probability": 0.60546875}, {"start": 724.77, "end": 725.03, "word": " path", "probability": 0.7421875}, {"start": 725.03, "end": 725.19, "word": " of", "probability": 0.8173828125}, {"start": 725.19, "end": 725.65, "word": " recess", "probability": 0.580078125}, {"start": 725.65, "end": 728.13, "word": " نفس", "probability": 0.90625}, {"start": 728.13, "end": 728.39, "word": " المعنى", "probability": 0.7967529296875}, {"start": 728.39, "end": 728.69, "word": " هكون", "probability": 0.39715576171875}, {"start": 728.69, "end": 728.95, "word": " جدر", "probability": 0.9562174479166666}, {"start": 728.95, "end": 729.43, "word": " التربيع", "probability": 0.7314453125}, {"start": 729.43, "end": 731.13, "word": " لل", "probability": 0.560546875}, {"start": 731.13, "end": 731.63, "word": " RA", "probability": 0.1253662109375}, {"start": 731.63, "end": 732.27, "word": " تربيع", "probability": 0.73681640625}, {"start": 732.27, "end": 733.43, "word": " minus", "probability": 0.38427734375}, {"start": 733.43, "end": 733.83, "word": " R", "probability": 0.84228515625}, {"start": 733.83, "end": 734.37, "word": " تربيع", "probability": 0.8974609375}, {"start": 734.37, "end": 734.87, "word": " cosine", "probability": 0.51025390625}, {"start": 734.87, "end": 735.53, "word": " تربيع", "probability": 0.8818359375}, {"start": 735.53, "end": 736.49, "word": " الفي", "probability": 0.61572265625}, {"start": 736.49, "end": 736.85, "word": " minus", "probability": 0.9052734375}, {"start": 736.85, "end": 737.39, "word": " R", "probability": 0.93603515625}, {"start": 737.39, "end": 737.89, "word": " sin", "probability": 0.471923828125}, {"start": 737.89, "end": 738.39, "word": " في", "probability": 0.52734375}, {"start": 738.39, "end": 739.97, "word": " بتساوية", "probability": 0.72333984375}, {"start": 739.97, "end": 740.21, "word": " مائة", "probability": 0.5965169270833334}, {"start": 740.21, "end": 740.33, "word": " و", "probability": 0.8759765625}, {"start": 740.33, "end": 740.73, "word": " اتنين", "probability": 0.8997802734375}, {"start": 740.73, "end": 741.13, "word": " point", "probability": 0.88427734375}, {"start": 741.13, "end": 741.65, "word": " ستة", "probability": 0.89794921875}, {"start": 741.65, "end": 741.99, "word": " واحد", "probability": 0.975341796875}], "temperature": 1.0}, {"id": 27, "seek": 76768, "start": 742.58, "end": 767.68, "text": "يعني جزر التربيع ل RA تربيع minus 200 تربيع cosine تربيع ال 20 بيساو 102 point 61 زاد 200 sine ال 20 معناته ال RA بتساوي capital 445 point 65", "tokens": [40228, 22653, 10874, 11622, 2288, 16712, 2288, 21292, 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"بيدّو الـ minimum number of teeth نرجع للمعادلة الانفنيون بالساوي اتنين كي جي زي جزء تربيعي للجي تربيع واحد زي اتنين جي", "tokens": [3555, 25708, 11703, 2407, 2423, 39184, 7285, 1230, 295, 7798, 8717, 47341, 3615, 5296, 19528, 3615, 18513, 37977, 2423, 7649, 5172, 22653, 11536, 20666, 3794, 995, 45865, 1975, 2655, 1863, 9957, 9122, 1829, 10874, 1829, 30767, 1829, 10874, 11622, 38207, 6055, 2288, 21292, 3615, 1829, 24976, 7435, 1829, 6055, 2288, 21292, 3615, 36764, 24401, 30767, 1829, 1975, 2655, 1863, 9957, 10874, 1829], "avg_logprob": -0.33184522958028884, "compression_ratio": 1.4071428571428573, "no_speech_prob": 0.0, "words": [{"start": 1249.04, "end": 1249.42, "word": "بيدّو", "probability": 0.39031982421875}, {"start": 1249.42, "end": 1249.52, "word": " الـ", "probability": 0.6004638671875}, {"start": 1249.52, "end": 1249.64, "word": " minimum", "probability": 0.7099609375}, {"start": 1249.64, "end": 1250.0, "word": " number", "probability": 0.9765625}, {"start": 1250.0, "end": 1250.4, "word": " of", "probability": 0.982421875}, {"start": 1250.4, "end": 1250.94, "word": " teeth", "probability": 0.91064453125}, {"start": 1250.94, "end": 1253.36, "word": " نرجع", "probability": 0.8671875}, {"start": 1253.36, "end": 1254.86, "word": " للمعادلة", "probability": 0.89755859375}, {"start": 1254.86, "end": 1260.8, "word": " الانفنيون", "probability": 0.6160888671875}, {"start": 1260.8, "end": 1264.6, "word": " بالساوي", "probability": 0.60888671875}, {"start": 1264.6, "end": 1266.84, "word": " اتنين", "probability": 0.8238525390625}, {"start": 1266.84, "end": 1269.56, "word": " كي", "probability": 0.47784423828125}, {"start": 1269.56, "end": 1270.08, "word": " جي", "probability": 0.8662109375}, {"start": 1270.08, "end": 1271.7, "word": " زي", "probability": 0.689453125}, {"start": 1271.7, "end": 1271.98, "word": " جزء", "probability": 0.5807291666666666}, {"start": 1271.98, "end": 1272.84, "word": " تربيعي", "probability": 0.86962890625}, {"start": 1272.84, "end": 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approach is not to be less than the circle pitch يعني ال arc of approach هيكون .. إذا .. إذا .. إذا ليس أقل فهيكون أكبر أو يساوي صح؟ ال link .. ال arc .. ال length of arc of approach أكبر أو يساوي ال pc", "tokens": [10721, 25513, 27884, 2423, 10346, 295, 3109, 2423, 10346, 295, 3109, 307, 406, 281, 312, 1570, 813, 264, 6329, 7293, 37495, 22653, 2423, 10346, 295, 3109, 8032, 1829, 30544, 4386, 11933, 15730, 4386, 11933, 15730, 4386, 11933, 15730, 32239, 3794, 5551, 4587, 1211, 6156, 3224, 1829, 30544, 5551, 4117, 26890, 34051, 7251, 3794, 995, 45865, 20328, 5016, 22807, 2423, 2113, 4386, 2423, 10346, 4386, 2423, 4641, 295, 10346, 295, 3109, 5551, 4117, 26890, 34051, 7251, 3794, 995, 45865, 2423, 43451], "avg_logprob": -0.2029320928785536, "compression_ratio": 1.808139534883721, "no_speech_prob": 2.0265579223632812e-06, "words": [{"start": 1515.06, "end": 1515.78, "word": "أربعة", "probability": 0.7974446614583334}, {"start": 1515.78, "end": 1516.5, "word": " ال", "probability": 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"word": " link", "probability": 0.5537109375}, {"start": 1534.26, "end": 1534.36, "word": " ..", "probability": 0.8193359375}, {"start": 1534.36, "end": 1534.46, "word": " ال", "probability": 0.95166015625}, {"start": 1534.46, "end": 1534.8, "word": " arc", "probability": 0.9833984375}, {"start": 1534.8, "end": 1534.92, "word": " ..", "probability": 0.47607421875}, {"start": 1534.92, "end": 1535.02, "word": " ال", "probability": 0.8583984375}, {"start": 1535.02, "end": 1535.42, "word": " length", "probability": 0.82470703125}, {"start": 1535.42, "end": 1536.58, "word": " of", "probability": 0.9765625}, {"start": 1536.58, "end": 1537.14, "word": " arc", "probability": 0.96337890625}, {"start": 1537.14, "end": 1538.8, "word": " of", "probability": 0.9755859375}, {"start": 1538.8, "end": 1539.82, "word": " approach", "probability": 0.9462890625}, {"start": 1539.82, "end": 1541.04, "word": " أكبر", "probability": 0.9822591145833334}, {"start": 1541.04, "end": 1541.18, "word": " أو", 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1547.97, "word": " the", "probability": 0.86962890625}, {"start": 1547.97, "end": 1548.33, "word": " smaller", "probability": 0.8046875}, {"start": 1548.33, "end": 1548.73, "word": " wheel", "probability": 0.89599609375}, {"start": 1548.73, "end": 1550.23, "word": " is", "probability": 0.892578125}, {"start": 1550.23, "end": 1550.35, "word": " the", "probability": 0.88134765625}, {"start": 1550.35, "end": 1550.71, "word": " driver", "probability": 0.9208984375}, {"start": 1550.71, "end": 1552.73, "word": " the", "probability": 0.471923828125}, {"start": 1552.73, "end": 1553.13, "word": " angle", "probability": 0.85693359375}, {"start": 1553.13, "end": 1553.29, "word": " of", "probability": 0.958984375}, {"start": 1553.29, "end": 1553.59, "word": " pressure", "probability": 0.9150390625}, {"start": 1553.59, "end": 1553.89, "word": " is", "probability": 0.94873046875}, {"start": 1553.89, "end": 1554.39, "word": " fourteen", "probability": 0.64697265625}, {"start": 1554.39, "end": 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"probability": 0.939453125}, {"start": 1584.09, "end": 1584.55, "word": " ratio", "probability": 0.9853515625}, {"start": 1584.55, "end": 1585.77, "word": " ومعطيني", "probability": 0.9762369791666666}, {"start": 1585.77, "end": 1586.07, "word": " length", "probability": 0.783203125}, {"start": 1586.07, "end": 1586.31, "word": " of", "probability": 0.98388671875}, {"start": 1586.31, "end": 1586.69, "word": " arc", "probability": 0.892578125}, {"start": 1586.69, "end": 1587.03, "word": " of", "probability": 0.96337890625}, {"start": 1587.03, "end": 1587.87, "word": " approach", "probability": 0.9482421875}, {"start": 1587.87, "end": 1590.17, "word": " لأن", "probability": 0.783447265625}, {"start": 1590.17, "end": 1590.37, "word": " ال", "probability": 0.7802734375}, {"start": 1590.37, "end": 1590.71, "word": " length", "probability": 0.77685546875}, {"start": 1590.71, "end": 1591.39, "word": " of", "probability": 0.98095703125}, {"start": 1591.39, "end": 1592.15, "word": " path", 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هنحكي", "probability": 0.906640625}, {"start": 1601.41, "end": 1601.91, "word": " انه", "probability": 0.75}], "temperature": 1.0}, {"id": 55, "seek": 163247, "start": 1604.25, "end": 1632.47, "text": "عند ال pressure angle جي ال ratio طيب ال length of path of approach is a function يعني هيكون ساوي ال pc هيكون ساوي ايش ال pc اللي هي ال critical لأن ال NP ايش هتساوي اتنين K", "tokens": [3615, 41260, 2423, 3321, 5802, 10874, 1829, 2423, 8509, 23032, 1829, 3555, 2423, 4641, 295, 3100, 295, 3109, 307, 257, 2445, 37495, 22653, 39896, 30544, 8608, 995, 45865, 2423, 43451, 39896, 30544, 8608, 995, 45865, 1975, 1829, 8592, 2423, 43451, 13672, 1829, 39896, 2423, 4924, 5296, 33456, 2423, 38611, 1975, 1829, 8592, 8032, 2655, 3794, 995, 45865, 1975, 2655, 1863, 9957, 591], "avg_logprob": -0.2715773932517521, "compression_ratio": 1.5379746835443038, "no_speech_prob": 0.0, "words": [{"start": 1604.25, "end": 1604.51, "word": "عند", "probability": 0.751953125}, {"start": 1604.51, "end": 1604.61, 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"probability": 0.521484375}], "temperature": 1.0}, {"id": 56, "seek": 165776, "start": 1635.44, "end": 1657.76, "text": "فى G جزء تربيعي لجي تربيع زاد واحد زاد اتنين جي sign تربيع الفاى على واحد زاد اتنين جي sign تربيع الفاى", "tokens": [5172, 7578, 460, 10874, 11622, 38207, 6055, 2288, 21292, 3615, 1829, 5296, 7435, 1829, 6055, 2288, 21292, 3615, 30767, 18513, 36764, 24401, 30767, 18513, 1975, 2655, 1863, 9957, 10874, 1829, 1465, 6055, 2288, 21292, 3615, 27188, 995, 7578, 15844, 36764, 24401, 30767, 18513, 1975, 2655, 1863, 9957, 10874, 1829, 1465, 6055, 2288, 21292, 3615, 27188, 995, 7578], "avg_logprob": -0.2607758630966318, "compression_ratio": 1.872340425531915, "no_speech_prob": 0.0, "words": [{"start": 1635.44, "end": 1636.46, "word": "فى", "probability": 0.60205078125}, {"start": 1636.46, "end": 1638.06, "word": " G", "probability": 0.3251953125}, {"start": 1638.06, "end": 1640.6, "word": " جزء", "probability": 0.6941731770833334}, {"start": 1640.6, "end": 1641.38, "word": " تربيعي", "probability": 0.768359375}, {"start": 1641.38, "end": 1642.36, "word": " لجي", "probability": 0.59130859375}, {"start": 1642.36, "end": 1642.98, "word": " تربيع", "probability": 0.84619140625}, {"start": 1642.98, "end": 1644.08, "word": " زاد", "probability": 0.47265625}, {"start": 1644.08, "end": 1644.66, "word": " واحد", "probability": 0.95751953125}, {"start": 1644.66, "end": 1644.98, "word": " زاد", "probability": 0.870849609375}, {"start": 1644.98, "end": 1645.3, "word": " اتنين", "probability": 0.962890625}, {"start": 1645.3, "end": 1646.02, "word": " جي", "probability": 0.68359375}, {"start": 1646.02, "end": 1647.26, "word": " sign", "probability": 0.146240234375}, {"start": 1647.26, "end": 1648.0, "word": " تربيع", "probability": 0.943603515625}, {"start": 1648.0, "end": 1649.68, "word": " الفاى", "probability": 0.6360677083333334}, {"start": 1649.68, "end": 1651.94, "word": " على", "probability": 0.65185546875}, {"start": 1651.94, "end": 1652.52, "word": " واحد", 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b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/X2qnII-r1zc_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..1f126355f0f2fcac65cad15d2760e34d185eca7a --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/X2qnII-r1zc_raw.srt @@ -0,0 +1,1116 @@ +1 +00:00:05,280 --> 00:00:08,320 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:08,320 --> 00:00:14,220 +وبركاته هنكمل في مادة نظرية الألات هنكمل في موضوع + +3 +00:00:14,220 --> 00:00:19,720 +ال gears المحاضرة الفاتة شفنا كيف نرسم involute + +4 +00:00:19,720 --> 00:00:23,480 +gear باستخدام ال solid work مع بعض الحسابات + +5 +00:00:23,480 --> 00:00:27,700 +استخدام برنامج ال Excel ومعادلات الأساسية النظمة + +6 +00:00:27,700 --> 00:00:31,730 +لعملية رسم ال involute gearsاليوه هنكمل الموضوع + +7 +00:00:31,730 --> 00:00:34,590 +التاني اللي هو ال interference في ال involute + +8 +00:00:34,590 --> 00:00:39,890 +gears interference إذا كان عدد الإصنان قليل ممكن + +9 +00:00:39,890 --> 00:00:44,310 +ال .. السن تاع ال driven يغرز في السن تاع ال + +10 +00:00:44,310 --> 00:00:48,630 +driver لما يغرز فيه بيصير يأكل فيه و بيعمله هريان + +11 +00:00:48,630 --> 00:00:52,210 +بيبطل يشغل طروح صح بيصير يعمله ضجيج و يعمله + +12 +00:00:52,210 --> 00:00:58,670 +اهتزازات ميكانيكية أنا مبين عندي هنا عندي + +13 +00:01:00,830 --> 00:01:08,910 +two gears هذا لدرايفر و هذا لدريفن هاد + +14 +00:01:08,910 --> 00:01:12,150 +ال addendum circle لدرايفر هاد ال addendum circle + +15 +00:01:12,150 --> 00:01:23,250 +لدريفن دي دندم دي دندم pitch circle pitch circle و + +16 +00:01:23,250 --> 00:01:26,690 +ال solid هادال base circle ال base circle هي ده من + +17 +00:01:26,690 --> 00:01:29,830 +عندها بدأ تولد ال involute يعني ال involute ببدأ + +18 +00:01:29,830 --> 00:01:34,350 +من عند ال base circle لحد هنا ده involute من حد + +19 +00:01:34,350 --> 00:01:38,530 +هنا لهنا برضه involute تحت ال base circle مافيش + +20 +00:01:38,530 --> 00:01:43,050 +involute و ال to involute عشان يكون عنده ال action + +21 +00:01:43,050 --> 00:01:46,950 +ال action صح بين السنين لازم يكون involute على + +22 +00:01:46,950 --> 00:01:53,180 +involute إذا كانinvolute مع non-involute بيصير + +23 +00:01:53,180 --> 00:02:00,340 +بغرز التداخل يعني معناته إذا النقطة التلامس الأولى + +24 +00:02:00,340 --> 00:02:06,220 +لـ high ال driver مانعته high ضروب في حفة إياش ل + +25 +00:02:06,220 --> 00:02:10,880 +driven إذا كانت نقطة التلامس الأولى تحت ال base + +26 +00:02:10,880 --> 00:02:16,010 +circleبيصير عندك involute مع non-involute بيصير + +27 +00:02:16,010 --> 00:02:20,210 +يأكل فيه فهذا بيسموه interference بيسموه + +28 +00:02:20,210 --> 00:02:34,010 +interference مش لازم يصير عنده interference ال + +29 +00:02:34,010 --> 00:02:38,070 +maximum limit بحيث انا اكون بالظبط مش ماصيرش + +30 +00:02:38,070 --> 00:02:40,870 +interference بس لو بعد شوية هصير interference + +31 +00:02:44,230 --> 00:02:53,350 +انه انا عندى هاي pinion هاي gear هدى ال base + +32 +00:02:53,350 --> 00:02:58,730 +circle لل pinion هدى ال pitch circle لل pinion و + +33 +00:02:58,730 --> 00:03:03,390 +هدى ال addendum circle لل pinion الحقيقية ال gear + +34 +00:03:03,390 --> 00:03:07,970 +هى ال base circle ال pitch circle و ال actual + +35 +00:03:07,970 --> 00:03:09,770 +addendum circle + +36 +00:03:13,030 --> 00:03:18,130 +واضح كل ما طول السن اكتر احتمالية النغراز بالزيد + +37 +00:03:18,130 --> 00:03:24,670 +صح كل ما طول السن احتمال نغرز اكتر معناته انا ممكن + +38 +00:03:24,670 --> 00:03:29,570 +اطول السن يعني ازود ال addendum circle سواء على ال + +39 +00:03:29,570 --> 00:03:32,150 +pinion او على الجير يعني هذه .. هذه .. هذه ال + +40 +00:03:32,150 --> 00:03:35,490 +maximum addendum circle على ال pinion و هذه ال + +41 +00:03:35,490 --> 00:03:40,130 +maximum addendum circle على الجير بحيث لو زودت ال + +42 +00:03:40,130 --> 00:03:46,070 +addendumsبعد هذه او بعد هذه هسي رياش تداخل، هسي + +43 +00:03:46,070 --> 00:03:49,490 +الاسنان يغرزوا في بعض، معناته هذه هي ال maximum + +44 +00:03:49,490 --> 00:03:52,850 +addendum circles هي ال limiting addendum circles + +45 +00:03:52,850 --> 00:03:57,070 +beyond اللي بعدها بيصير اياش interference او + +46 +00:03:57,070 --> 00:04:00,710 +انغراز فال + +47 +00:04:00,710 --> 00:04:05,130 +limiting factor يعني عندي O واحد، هاي O واحد مركز + +48 +00:04:05,130 --> 00:04:08,570 +ال opinion، O اتنين مركز الجير + +49 +00:04:11,660 --> 00:04:19,380 +يعني لو زودت .. زودت يعني انا كان عندى high نهاية + +50 +00:04:19,380 --> 00:04:24,080 +ال path of contact ال و بداية ال path of contact + +51 +00:04:24,080 --> 00:04:28,000 +كانت إيش؟ K يعني ال path of contact اللي هو KL + +52 +00:04:28,000 --> 00:04:32,740 +احنا كنا سمينا سابقا KP اللي هو ال path of + +53 +00:04:32,740 --> 00:04:38,420 +approach و PL ال path of recess يعني هذا الدخول و + +54 +00:04:38,420 --> 00:04:39,680 +هذا إيش الخروج + +55 +00:04:44,260 --> 00:04:50,080 +الان نقطة M نقطة N بتمثل ال limiting factor + +56 +00:04:50,080 --> 00:04:53,200 +المعناته ال limiting factor اللي بعدها بيصير + +57 +00:04:53,200 --> 00:04:57,100 +interference بيكون بيكون عندي ال path of contact + +58 +00:04:57,100 --> 00:05:04,540 +عبارة عن MN لو جزءين MP ال path of approach و PN + +59 +00:05:04,540 --> 00:05:10,140 +ال path of recess لحظة MP هذا ايش بتساوي هاي ال + +60 +00:05:10,140 --> 00:05:12,300 +pitch radius + +61 +00:05:19,490 --> 00:05:27,070 +معناته ال maximum path of contact اللي بعده ممكن + +62 +00:05:27,070 --> 00:05:37,430 +يصير interference اللي هو ر سمول زاد ر كابيتل سين + +63 +00:05:37,430 --> 00:05:43,320 +فاي هذا ال maximumالـ length of path of contact + +64 +00:05:43,320 --> 00:05:48,240 +maximum اللي بعد ازاد ال length of path of contact + +65 +00:05:48,240 --> 00:05:52,600 +عن عن هذه القيمة بيصير interference + +66 +00:06:01,390 --> 00:06:04,150 +طيب زي ما حكينا ال maximum length of path of + +67 +00:06:04,150 --> 00:06:08,650 +contact اللي هو R small زي R capital في sin فيه و + +68 +00:06:08,650 --> 00:06:11,630 +ال maximum length of R في contact هيكون ال path of + +69 +00:06:11,630 --> 00:06:18,550 +contact على cos فيه يعني R زي R tan فيه نشوف + +70 +00:06:18,550 --> 00:06:24,750 +الأمثلة two + +71 +00:06:24,750 --> 00:06:30,690 +mating yearshave twenty and forty teeth involute + +72 +00:06:30,690 --> 00:06:37,050 +teeth هو module عشرة مليمتر هو متين and twenty + +73 +00:06:37,050 --> 00:06:42,090 +degrees pressure angle يعني عندى ترسين واحد اثنان + +74 +00:06:42,090 --> 00:06:48,870 +وعشرين واحد اثنان واربعين يعني T واحد عشرين وT + +75 +00:06:48,870 --> 00:06:56,610 +اتنين اربعين والموديول عشرة + +76 +00:06:56,610 --> 00:07:03,800 +مليمترو ال pressure angle عشرين ديجريز ال adendum + +77 +00:07:03,800 --> 00:07:12,020 +on each wheel is the adendum on each wheel is to + +78 +00:07:12,020 --> 00:07:16,080 +be made of such a length that the line of contact + +79 +00:07:16,080 --> 00:07:22,080 +in each side of the pitch point has half the + +80 +00:07:22,080 --> 00:07:28,340 +maximum possible lengthخلّيني أحكي ال L line of + +81 +00:07:28,340 --> 00:07:36,220 +path of contact maximum ايش بيساوي R small زاد R + +82 +00:07:36,220 --> 00:07:40,540 +capital sin فعلا انا خلّيني اجيب هذا و بعدين اترجم + +83 +00:07:40,540 --> 00:07:50,780 +المسألة عند ال R ايش هتكون ساوي T واحد ايه + +84 +00:07:50,780 --> 00:07:59,830 +انه هيكون عشرين فعشرة متينو ال R capital هتكون + +85 +00:07:59,830 --> 00:08:06,970 +أربع مية يعني حد هتكون تساوي متين + +86 +00:08:06,970 --> 00:08:15,330 +زياد أربع مية sign ال عشرين متين و خمسة point واحد + +87 +00:08:15,330 --> 00:08:16,230 +و عشرين + +88 +00:08:26,970 --> 00:08:32,450 +هذا ال maximum possible length + +89 +00:08:32,450 --> 00:08:38,070 +of path of contact اللي لو زاد عن القيمة هذه حس + +90 +00:08:38,070 --> 00:08:42,690 +يراندي interference يعني كان اكتر من 2.21 حس + +91 +00:08:42,690 --> 00:08:47,470 +يراندي interference هو بيحكيلي the addendum on + +92 +00:08:47,470 --> 00:08:50,770 +each wheel is to be made يعني في عندي ال addendum + +93 +00:08:50,770 --> 00:08:55,170 +على ال pinion و ال addendum على ال gear بدون تلحط + +94 +00:08:55,170 --> 00:08:56,090 +اليكم بحيث + +95 +00:08:58,940 --> 00:09:04,460 +the line of contact in each side يعني ال length of + +96 +00:09:04,460 --> 00:09:10,760 +approach هي one side على ال other side ال length + +97 +00:09:10,760 --> 00:09:16,140 +of recess has half the maximum possible length + +98 +00:09:16,140 --> 00:09:26,380 +الآن ال length of path of approach الحقيقة هيكون + +99 +00:09:26,380 --> 00:09:33,520 +سوا نصالـ length of path of contact maximum والـ + +100 +00:09:33,520 --> 00:09:39,460 +length of path of recess الحقيقي بسها برضه النص ال + +101 +00:09:39,460 --> 00:09:44,420 +length of paths of contact maximum يعني هذا هتكون + +102 +00:09:44,420 --> 00:09:55,400 +تساوي مية و اتنين و ستاشر رقم بعده يعني واحدو ال + +103 +00:09:55,400 --> 00:09:59,720 +length of path of recess سبعة مية و اتنين point + +104 +00:09:59,720 --> 00:10:05,220 +ستة واحد millimeter لأن ال length of path of + +105 +00:10:05,220 --> 00:10:09,600 +approach + +106 +00:10:09,600 --> 00:10:13,780 +نص + +107 +00:10:13,780 --> 00:10:18,600 +length of path of recess اتنين و خمسين و واحد و + +108 +00:10:18,600 --> 00:10:21,440 +خمسين point ستة و اتنين و نص + +109 +00:10:26,960 --> 00:10:35,980 +نص هذه نص هذه ايوة + +110 +00:10:35,980 --> 00:10:40,980 +ال length of path of approach يعني انا هكون عندي + +111 +00:10:40,980 --> 00:10:46,200 +الجزر التربيعي length of path of approach الجزر + +112 +00:10:46,200 --> 00:10:54,800 +التربيعي لRA تربية minus R تربية + +113 +00:11:12,340 --> 00:11:22,220 +الجزر التربيع لـ RA تربيع-400 + +114 +00:11:24,430 --> 00:11:45,990 +cos² 20 بيتساوى 102.61 زاد 400 sin 20 يعني + +115 +00:11:45,990 --> 00:11:50,410 +انا حاسب ان عندي ra ايش بتساوي؟ + +116 +00:12:02,010 --> 00:12:08,130 +هذا هو الواحدة الان ال length و path of recess نفس + +117 +00:12:08,130 --> 00:12:14,370 +المعنى هكون جدر التربيع لل RA تربيع minus R تربيع + +118 +00:12:14,370 --> 00:12:20,330 +cosine تربيع الفي minus R sin في بتساوية مائة و + +119 +00:12:20,330 --> 00:12:26,320 +اتنين point ستة واحديعني جزر التربيع ل RA تربيع + +120 +00:12:26,320 --> 00:12:33,440 +minus 200 تربيع cosine تربيع ال 20 بيساو 102 point + +121 +00:12:33,440 --> 00:12:44,780 +61 زاد 200 sine ال 20 معناته ال RA بتساوي capital + +122 +00:12:44,780 --> 00:12:47,680 +445 point 65 + +123 +00:12:51,370 --> 00:12:59,010 +معناته الادنظام بتسميه a capital هيكون + +124 +00:12:59,010 --> 00:13:08,430 +الساوى ال R a minus ال R يعني ال R a اللي هو + +125 +00:13:08,430 --> 00:13:16,970 +أربعمية و خمس و أربعين بون ستة خمسة minus أربعمية + +126 +00:13:16,970 --> 00:13:25,200 +يعني هيكون خمس و أربعين.65 شكل + +127 +00:13:25,200 --> 00:13:32,640 +الرقم هذا غلط طيب اتأكد منه ال R ايه اسمه نعم ع + +128 +00:13:32,640 --> 00:13:43,820 +كام؟ 200 254.1 هذا 254.1 في رقم بعده 9999 + +129 +00:13:48,490 --> 00:13:53,310 +يعني انا هكون عندى ال a small هكون متين و اربع و + +130 +00:13:53,310 --> 00:14:00,450 +خمسين point واحد zero minus متين يعني + +131 +00:14:00,450 --> 00:14:08,770 +هكون اربع و خمسين point واحد ال standard ال + +132 +00:14:08,770 --> 00:14:13,950 +standard addendum بيستوحى واحد الموديول بيستوحى + +133 +00:14:13,950 --> 00:14:19,840 +واحد الموديولهو حكى لأ انا بدي اعمل طول السن + +134 +00:14:19,840 --> 00:14:26,440 +addendum خاص لل pinion والgear بحيث احقق انه ال + +135 +00:14:26,440 --> 00:14:28,700 +length of path of approach نص ال link ال maximum + +136 +00:14:28,700 --> 00:14:35,940 +length of path of contact هذا + +137 +00:14:35,940 --> 00:14:37,040 +المطلوب الأول + +138 +00:14:52,040 --> 00:15:08,340 +طبعا ال length of path of contact ال length + +139 +00:15:08,340 --> 00:15:13,900 +of the path of contact هو ماعطيني ال maximum هيكون + +140 +00:15:13,900 --> 00:15:19,780 +الحالة هذه مظبوط لأن نص و نص خلاص خلصنابعدين + +141 +00:15:19,780 --> 00:15:22,240 +length of arc of contact هكون length of path of + +142 +00:15:22,240 --> 00:15:26,740 +contact على إيش cos فبعدين + +143 +00:15:26,740 --> 00:15:32,780 +ال contact ratio so length of arc of contact على + +144 +00:15:32,780 --> 00:15:44,760 +ال pc يعني هيكون ال length ال length of arc of + +145 +00:15:44,760 --> 00:15:51,260 +contact هكون length of path of contact اللي هومتان + +146 +00:15:51,260 --> 00:15:59,200 +و خمسة point six واحد على كوصين ال عشرين و ال pc + +147 +00:15:59,200 --> 00:16:07,180 +بالثاوي اكم ال pc طيب + +148 +00:16:07,180 --> 00:16:15,080 +ال pc ال by اللي هي تلاتة point واحد واحد تلاتين + +149 +00:16:15,080 --> 00:16:16,400 +point اربعة + +150 +00:16:21,340 --> 00:16:29,800 +مليمتر معناه ال contact ratio هتكون تساوي 218.81 + +151 +00:16:29,800 --> 00:16:37,400 +على 131.42 على + +152 +00:16:37,400 --> 00:16:42,480 +طراجة كل الأرقام هذا الرقم اللي حكيتكي وهذا غلط + +153 +00:16:42,480 --> 00:16:51,550 +وهذا الرقم غلطرجوها كلها حلوه لحالكوا ماعرفش في + +154 +00:16:51,550 --> 00:16:57,010 +أمانته لما نحكيلك هذه ستة يعني ست سنان مع بعض يعني + +155 +00:16:57,010 --> 00:17:04,350 +هذا مش مضور هذا كأنه ادل وظوط فدائما الأرقام + +156 +00:17:04,350 --> 00:17:09,610 +ماتاخدهاش كما هي فاكر في الرقم في + +157 +00:17:09,610 --> 00:17:13,810 +اشي غلط في الحسابات بتاعتكوا استفتي قلبك و لا + +158 +00:17:13,810 --> 00:17:14,650 +واقفتها كالناس + +159 +00:17:18,120 --> 00:17:26,560 +انتوا بتستفدوا الأوامر انتوا طيب نكمل حدوا المثال + +160 +00:17:26,560 --> 00:17:39,460 +لحياتكوا و طلعوا أرقام صح طبعا + +161 +00:17:39,460 --> 00:17:45,600 +في حد قدر من عدد الأسنان عشان أتجنب يصير تداخل بين + +162 +00:17:45,600 --> 00:17:50,520 +الأسنانأنا هحطيكوا المعادلة مباشرة بدون اشتقاق ال + +163 +00:17:50,520 --> 00:17:55,100 +minimum number of teeth ع ال penial عشان مايصيرش + +164 +00:17:55,100 --> 00:17:59,040 +interference اتنين K في G capital زي جزي تربيع لجي + +165 +00:17:59,040 --> 00:18:02,560 +تربيع زي واحد زي اتنين G في صين تربيع في على واحد + +166 +00:18:02,560 --> 00:18:09,340 +زي اتنين G صين تربيع الفي ال K اذا كان full depth + +167 +00:18:09,340 --> 00:18:15,660 +tooth يعني السن كامل بيكون واحدأو بيكون سواء إذا + +168 +00:18:15,660 --> 00:18:22,980 +كان سن قصير بيكون تمانية من عشرة تمانية من عشرة ال + +169 +00:18:22,980 --> 00:18:27,880 +G ال gear ratio يعني عدد سنان ال gear على عدد سنان + +170 +00:18:27,880 --> 00:18:41,100 +ال pinion و ال phi ال pressure angle هذا + +171 +00:18:41,100 --> 00:18:42,380 +اللي بيورجيني + +172 +00:18:45,780 --> 00:18:54,240 +الحد الأدنى لعدد أسنان على ال pinion تمشي + +173 +00:18:54,240 --> 00:19:00,000 +with any gear عدد أسنانه أكتر من عدد أسنان ال + +174 +00:19:00,000 --> 00:19:04,100 +pinion عدد + +175 +00:19:04,100 --> 00:19:07,700 +أسنانه أكبر عدد أسنان ال pinion لأن الـ minimum + +176 +00:19:07,700 --> 00:19:12,420 +number of teeth لل pinion واضح بأنه يتمد على ال + +177 +00:19:12,420 --> 00:19:19,160 +gear ratioهو for safety عمل حسب عمل جدول حكي لك + +178 +00:19:19,160 --> 00:19:22,900 +والله اذا كان pressure angle full depth اذا اخترت + +179 +00:19:22,900 --> 00:19:27,480 +عدد سنان في 2018 بظبط على كل ال other gears بحيث + +180 +00:19:27,480 --> 00:19:34,500 +يكون عدد سنان الجير اكتر من 18 المعادل + +181 +00:19:34,500 --> 00:19:40,940 +بعدها بيعطينا + +182 +00:19:40,940 --> 00:19:44,500 +عدد سنان اللي على الجير + +183 +00:19:47,250 --> 00:19:54,090 +عشان يتجنب interference مع opinion ع الصينة نقاش P + +184 +00:19:54,090 --> 00:20:01,930 +طيب + +185 +00:20:01,930 --> 00:20:08,510 +خلّيني أحل ال examples بيحكيلي + +186 +00:20:08,510 --> 00:20:10,750 +determine minimum number of teeth required + +187 +00:20:10,750 --> 00:20:15,010 +determine minimum number of teeth required on + +188 +00:20:15,010 --> 00:20:20,130 +opinionin order to avoid interference which is to + +189 +00:20:20,130 --> 00:20:24,090 +gear with بدي أوجد عد سنان على ال pinion بحيث + +190 +00:20:24,090 --> 00:20:29,770 +أتجنب ال interference عشان + +191 +00:20:29,770 --> 00:20:33,090 +أعطي gear ratio تلاتة واحد طيب determine the + +192 +00:20:33,090 --> 00:20:35,890 +minimum number of teeth required on a pinion in + +193 +00:20:35,890 --> 00:20:38,830 +order to avoid interference which is to gear with + +194 +00:20:38,830 --> 00:20:42,450 +a wheel to give a gear ratio of three to one ال G + +195 +00:20:42,450 --> 00:20:47,350 +يعني أكمل عندي تلاتة + +196 +00:20:49,040 --> 00:20:54,860 +بيدّو الـ minimum number of teeth نرجع للمعادلة + +197 +00:20:54,860 --> 00:21:00,800 +الانفنيون + +198 +00:21:00,800 --> 00:21:04,600 +بالساوي + +199 +00:21:04,600 --> 00:21:18,060 +اتنين كي جي زي جزء تربيعي للجي تربيع واحد زي اتنين + +200 +00:21:18,060 --> 00:21:18,480 +جي + +201 +00:21:26,920 --> 00:21:41,740 +على واحد زي اتنين G Sine تربيع الفاي هم + +202 +00:21:41,740 --> 00:21:44,320 +اعطيني ال pressure angle عشرين درجة + +203 +00:21:53,630 --> 00:22:08,810 +و ال addendum سو واحد الموديول طيب + +204 +00:22:08,810 --> 00:22:14,870 +مانعته full depth مانعته full depth يعني الأن بيه + +205 +00:22:14,870 --> 00:22:18,710 +هتكون سو اتنين في واحد في ال gain ratio اللي هي + +206 +00:22:18,710 --> 00:22:26,700 +التلاتة زي الجزر التربيعي للتسعةواحد زي ستة زي + +207 +00:22:26,700 --> 00:22:39,200 +سبعة sin تربيع العشرين على سبعة sin تربيع العشرين + +208 +00:22:39,200 --> 00:22:41,080 +بس قولي يا والله + +209 +00:22:59,890 --> 00:23:05,250 +يعني اكم؟ اتنين و تلاتين صح؟ يعني حتى وقت واحد و + +210 +00:23:05,250 --> 00:23:07,910 +تلاتين point one بالفشل حكي واحد و تلاتين اتنين و + +211 +00:23:07,910 --> 00:23:17,050 +تلاتين معناته اتنين و تلاتين T اكم؟ + +212 +00:23:17,050 --> 00:23:22,890 +يعني خمس تاشر سن + +213 +00:23:24,980 --> 00:23:31,200 +هذا في حال ان ال pinion geared مع gear ال gear + +214 +00:23:31,200 --> 00:23:37,420 +ratio تلتة لواحد طيب اذا ال pinion is to gear with + +215 +00:23:37,420 --> 00:23:41,260 +an equal number of teeth gear يعني هيكون ال gear + +216 +00:23:41,260 --> 00:23:45,440 +ratio أكتر من ساوية واحد هذه الحالة و لا الحالة + +217 +00:23:45,440 --> 00:23:49,100 +التانية ال gear ratio بالساوية واحد + +218 +00:23:53,850 --> 00:23:58,410 +في الحالة دي هتكون سيرة الانفنيون بالساوية اتنين + +219 +00:23:58,410 --> 00:24:07,350 +في واحد زائد جزر التربيع لواحد زائد تلاتة sign + +220 +00:24:07,350 --> 00:24:17,030 +التربيع العشرين على تلاتة sign التربيع العشرين + +221 +00:24:17,030 --> 00:24:20,410 +يعني + +222 +00:24:20,410 --> 00:24:21,510 +انا تلتاشر سن + +223 +00:24:43,650 --> 00:24:57,270 +طيب شوف مثال تاني a pair + +224 +00:24:57,270 --> 00:25:07,730 +of spar gears with + +225 +00:25:07,730 --> 00:25:10,970 +involute teeth is to give a gear ratio of four to + +226 +00:25:10,970 --> 00:25:11,270 +one + +227 +00:25:15,060 --> 00:25:22,400 +أربعة ال arc of approach ال arc of approach is not + +228 +00:25:22,400 --> 00:25:27,540 +to be less than the circle pitch يعني ال arc of + +229 +00:25:27,540 --> 00:25:31,500 +approach هيكون .. إذا .. إذا .. إذا ليس أقل فهيكون + +230 +00:25:31,500 --> 00:25:35,420 +أكبر أو يساوي صح؟ ال link .. ال arc .. ال length + +231 +00:25:35,420 --> 00:25:43,800 +of arc of approach أكبر أو يساوي ال pc + +232 +00:25:47,350 --> 00:25:53,290 +and the smaller wheel is the driver the angle of + +233 +00:25:53,290 --> 00:25:56,470 +pressure is fourteen point degrees pressure angle + +234 +00:25:56,470 --> 00:26:06,730 +اربعتاش و نص درجة find + +235 +00:26:06,730 --> 00:26:10,510 +least number of teeth that can be used on each + +236 +00:26:10,510 --> 00:26:17,270 +wheelعدد من الأسنان اللي ممكن أستخدمه على كل gear + +237 +00:26:17,270 --> 00:26:24,550 +ومعطيني ال gear ratio معطيني إيش ال gear ratio + +238 +00:26:24,550 --> 00:26:31,390 +ومعطيني length of arc of approach لأن ال length of + +239 +00:26:31,390 --> 00:26:38,650 +path of approach شو يساوي مش + +240 +00:26:38,650 --> 00:26:44,610 +معطيني الموديول على أي حالة احنا هنحكي انهعند ال + +241 +00:26:44,610 --> 00:26:49,470 +pressure angle جي ال ratio طيب + +242 +00:26:49,470 --> 00:26:53,250 +ال length of path of approach is a function يعني + +243 +00:26:53,250 --> 00:26:59,990 +هيكون ساوي ال pc هيكون ساوي ايش ال pc اللي هي ال + +244 +00:26:59,990 --> 00:27:12,170 +critical لأن ال NP ايش هتساوي اتنين + +245 +00:27:12,170 --> 00:27:12,470 +K + +246 +00:27:15,440 --> 00:27:26,020 +فى G جزء تربيعي لجي تربيع زاد واحد زاد اتنين جي + +247 +00:27:26,020 --> 00:27:37,320 +sign تربيع الفاى على واحد زاد اتنين جي sign تربيع + +248 +00:27:37,320 --> 00:27:37,760 +الفاى + +249 +00:27:47,180 --> 00:27:56,000 +الـ G pressure angle معروفة أنا بحسب إيه؟ ال N P + +250 +00:27:56,000 --> 00:27:59,300 +هو + +251 +00:27:59,300 --> 00:28:04,300 +إيش بده ال N P هو ولا إش تاني؟ + +252 +00:28:04,300 --> 00:28:07,860 +طيب + +253 +00:28:07,860 --> 00:28:11,020 +هذا ال N P هو anyway ماعطينا ال G ratio + +254 +00:28:14,970 --> 00:28:19,170 +ال gear ratio اللي بيحصل ان انت حسبت .. حسبت طالع + +255 +00:28:19,170 --> 00:28:24,050 +عندك مثلا خمس أستاشر بعدين ضربت في أربعة هيعطيني + +256 +00:28:24,050 --> 00:28:33,650 +ايش؟ ستين ستين بندك تفحص باستخدام هذه بحيث مايصير + +257 +00:28:33,650 --> 00:28:36,830 +عشان عندك interference يعني عندك تروح تستخدم + +258 +00:28:36,830 --> 00:28:41,670 +معادلة ال gear المعادلة التانيةيعني ال NG بيستوى N + +259 +00:28:41,670 --> 00:28:45,270 +P تربيع Sine تربيع Phi minus 4 K تربيع يعني لو شفت + +260 +00:28:45,270 --> 00:28:50,450 +أن ال N خمساش بتعمل المشكلة بروح أكبرها بروح أيش؟ + +261 +00:28:50,450 --> 00:28:56,290 +أكبرها و أعيد ال calculation كيف هذا السؤال واحد؟ + +262 +00:28:56,290 --> 00:28:58,790 +أنت بتحسب ال standard يعني أنا عندك كل شي معروف + +263 +00:28:58,790 --> 00:29:04,050 +صح؟ بحث ال N بيفرطلها خمساش وعندك راتب يحكي ال + +264 +00:29:04,050 --> 00:29:08,790 +length of path of approach بيستوى أيش؟ ال PCالـ + +265 +00:29:08,790 --> 00:29:11,670 +Length of Arc of Approach Length of Arc of + +266 +00:29:11,670 --> 00:29:15,710 +Approach Length + +267 +00:29:15,710 --> 00:29:22,530 +of Arc of Approach بيساوي ال PC اللي هو Length of + +268 +00:29:22,530 --> 00:29:26,370 +Arc of Approach بيساوي Length of Path of Approach + +269 +00:29:26,370 --> 00:29:32,250 +على Cos فاي اللي هو بيساوي Length of Path of + +270 +00:29:32,250 --> 00:29:39,140 +Approach اللي هو جزر تربيع لل RA تربيعminus R + +271 +00:29:39,140 --> 00:29:55,460 +تربية cos تربية فاي minus R sin فاي يعني + +272 +00:29:55,460 --> 00:30:00,440 +في iteration في السؤال هذا انه بتحسب بيطلع عندك + +273 +00:30:00,440 --> 00:30:05,840 +رقم بتحسب ال NG ال + +274 +00:30:05,840 --> 00:30:06,240 +NG + +275 +00:30:09,610 --> 00:30:12,830 +ممكن يطلع مثلا لما أضرب مثلا خمساش في أربعة ستين + +276 +00:30:12,830 --> 00:30:19,350 +طلع عند الرقم مثلا تمانية و خمسين من هذه معناته + +277 +00:30:19,350 --> 00:30:23,430 +بده أغير بروح بخليها مثلا خمساش و خليها مثلا + +278 +00:30:23,430 --> 00:30:30,230 +تمانتاش بعمل recalculation طيب + +279 +00:30:30,230 --> 00:30:34,730 +اليوم يكون خلصنا المحاضرة الجاي بنكمل + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/XT_vL7C0myE.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/XT_vL7C0myE.srt new file mode 100644 index 0000000000000000000000000000000000000000..b505b91a3739249d711a6d5a531dc5cd88db82fb --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/XT_vL7C0myE.srt @@ -0,0 +1,1646 @@ +1 +00:00:05,500 --> 00:00:08,620 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل + +2 +00:00:08,620 --> 00:00:12,820 +chapter تسعة the mechanisms with lower pairs المرة + +3 +00:00:12,820 --> 00:00:15,940 +الفاترة حكينا عن ال pentagraph الـ pentagraph جهاز + +4 +00:00:15,940 --> 00:00:26,940 +يستخدم لنسخ مسار معين تكبيرا أو تصغيرا، وإيش الـ + +5 +00:00:26,940 --> 00:00:29,140 +principle بتاعة النسخ؟ بدا حكينا على الـ + +6 +00:00:29,140 --> 00:00:36,350 +mathematical model اللي من خلاله ممكن نعمل ميكانزم + +7 +00:00:36,350 --> 00:00:42,330 +تعطينا output straight line، ودرسنا على سبيل المثال + +8 +00:00:42,330 --> 00:00:46,250 +باسيليا ميكانزم، و أثبتنا أن نقطة بي في باسيليا + +9 +00:00:46,250 --> 00:00:50,210 +ميكانزم تتحرك على مسار خط مستقيم. + +10 +00:00:53,680 --> 00:00:57,020 +بعدين نحكي عن الـ steering gear mechanism. + +11 +00:00:57,020 --> 00:01:00,080 +حكينا الـ condition for correct steering. + +12 +00:01:00,080 --> 00:01:04,280 +يعني correct steering يعني أن مركز دوران الأربع + +13 +00:01:04,280 --> 00:01:09,780 +عجلات عند دوران يسارا أو يمينا بيكون نفس المركز. + +14 +00:01:09,780 --> 00:01:13,440 +إذا اختلف مركز دوران العجلات الخلفية في لحظة دوران + +15 +00:01:13,440 --> 00:01:17,590 +العجلات الأمامية، بيصير إنزلاق، وبالتالي الـ condition + +16 +00:01:17,590 --> 00:01:21,610 +for correct steering اللي هي تكون cot φ minus + +17 +00:01:21,610 --> 00:01:30,070 +cot θ ساوي C على B، الـ B أو الـ C هي هذه المسافة + +18 +00:01:30,070 --> 00:01:35,890 +بين المحورين الدوران، وB اللي هي المسافة بين الـ + +19 +00:01:35,890 --> 00:01:37,930 +front ax والـ back ax. + +20 +00:01:43,430 --> 00:01:50,070 +الآن في هنتعرف على ما يسمى الـ Davis Steering Gear + +21 +00:01:50,070 --> 00:01:53,830 +Mechanism. الـ Davis Steering Gear Mechanism يبين أن + +22 +00:01:53,830 --> 00:02:00,650 +عندي العجلات الأمامية عندي عجلة D وعجلة D، وهذا الـ + +23 +00:02:00,650 --> 00:02:10,770 +front ax. في عندي هنا revolute joint النقطة + +24 +00:02:10,770 --> 00:02:22,100 +A، عند نقطة C في كمان revolute joint، وفي + +25 +00:02:22,100 --> 00:02:31,040 +عندي الـ link عندي + +26 +00:02:31,040 --> 00:02:32,000 +الـ link على الجهة الثانية. + +27 +00:02:37,460 --> 00:02:42,460 +الـ link اللي جواها، أو الـ link ممكن فيه slider هذا + +28 +00:02:42,460 --> 00:02:46,360 +slider ينزلق + +29 +00:02:46,360 --> 00:02:52,900 +في الـ link هذه، وفيه + +30 +00:02:52,900 --> 00:03:01,840 +برضه slider على جهة ثانية، الـ + +31 +00:03:01,840 --> 00:03:09,670 +two sliders هذا الـ connected by a link من خلال + +32 +00:03:09,670 --> 00:03:20,550 +revolute joint. الـ link هذه مسموح لها أن تسلايد على هذا + +33 +00:03:20,550 --> 00:03:28,090 +المسار يعني هنا عند sliding هنا + +34 +00:03:28,090 --> 00:03:32,510 +عند sliding، أخذنا + +35 +00:03:32,510 --> 00:03:33,410 +نحكي هذه الثابتة. + +36 +00:03:43,140 --> 00:03:58,300 +لو أردت أن أقوم باللف يمين، هذا سيبقى عادل، سأقوم + +37 +00:03:58,300 --> 00:04:04,020 +بعمل block هنا طبعا + +38 +00:04:04,020 --> 00:04:08,220 +هذا حركة الـ link هذه حركة انتقالية translation + +39 +00:04:08,220 --> 00:04:25,490 +يعني أنا مشيت هنا، هنا برضه هيجي يتحرك + +40 +00:04:25,490 --> 00:04:38,230 +ميسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنست + +41 +00:04:38,320 --> 00:04:42,820 +مع الـ vertical، لما تكون السيارة ماشية عدل، فاسميها + +42 +00:04:42,820 --> 00:04:48,460 +الزاوية α، هذه الزاوية α. + +43 +00:04:48,460 --> 00:04:52,440 +الآن + +44 +00:04:52,440 --> 00:05:00,740 +هناخد الـ Davis gear mechanism نفسها. + +45 +00:05:00,740 --> 00:05:03,740 +أنا الشكل أريت كده أوضح من شكل الكتاب، هذا شكل + +46 +00:05:03,740 --> 00:05:11,980 +الكتاب، هذا الـ front ax، هذا الـ back ax، عندي pivot + +47 +00:05:11,980 --> 00:05:22,640 +أو rotational عن بيه، وعندي rotation عن ايه، وهي + +48 +00:05:22,640 --> 00:05:30,240 +العجلة هذه كلها link واحدة، link واحدة زي الجاية + +49 +00:05:30,240 --> 00:05:33,240 +وهي العجل + +50 +00:05:39,590 --> 00:05:43,150 +عالجهة التانية الـ link هذه ماسك العجل على الجهة + +51 +00:05:43,150 --> 00:05:48,470 +التانية، هذا + +52 +00:05:48,470 --> 00:06:02,750 +الـ link، والـ link قطعة واحدة، في + +53 +00:06:02,750 --> 00:06:08,190 +slider، هذا الـ slider بيسلايد + +54 +00:06:08,190 --> 00:06:13,040 +بالنسبة للـ link هذه، والسلايدر على جهة التانية + +55 +00:06:13,040 --> 00:06:17,060 +السلايدر + +56 +00:06:17,060 --> 00:06:18,280 +على جهة التانية، السلايدر على جهة التانية، السلايدر + +57 +00:06:18,280 --> 00:06:19,480 +على جهة التانية، السلايدر على جهة التانية، السلايدر + +58 +00:06:19,480 --> 00:06:20,780 +على جهة التانية، السلايدر على جهة التانية، السلايدر + +59 +00:06:20,780 --> 00:06:20,860 +على جهة التانية، السلايدر على جهة التانية، السلايدر + +60 +00:06:20,860 --> 00:06:22,500 +على جهة التانية، السلايدر على جهة التانية، السلايدر + +61 +00:06:22,500 --> 00:06:24,440 +على جهة التانية، السلايدر على جهة التانية، السلايدر + +62 +00:06:24,440 --> 00:06:24,720 +على جهة التانية، السلايدر على جهة التانية، السلايدر + +63 +00:06:24,720 --> 00:06:25,640 +على جهة التانية، السلايدر على جهة التانية، السلايدر + +64 +00:06:25,640 --> 00:06:28,800 +على جهة التانية، السلايدر على جهة التانية، السلايدر + +65 +00:06:28,800 --> 00:06:29,420 +على جهة التانية، السلا + +66 +00:06:36,340 --> 00:06:39,860 +لأ هو التعبير يعني هذا، أنا قصده هو نفسه، يعني بدي + +67 +00:06:39,860 --> 00:06:43,960 +أحكيلك أنه هذا يعبر، يعني هذا القطع هذا جزء من الـ + +68 +00:06:43,960 --> 00:06:51,540 +link هذا في البداية. + +69 +00:06:51,540 --> 00:06:55,060 +والسيارة ماشية عدل، الزاوية هذه بتكون α. + +70 +00:07:25,930 --> 00:07:30,450 +هذه المسافة مش عاملة حاجة، المسافة دي + +71 +00:07:36,210 --> 00:07:40,630 +يعني before turning، يعني السيارة ماشية عدل تكون + +72 +00:07:40,630 --> 00:07:48,890 +هذه المسافة D، السيارة + +73 +00:07:48,890 --> 00:07:52,970 +عاملة تلف على الشمال left turn، هذه هنزلق بها + +74 +00:07:52,970 --> 00:08:00,990 +الاتجاه، هتسير هذه النقطة D هتسير هنا. + +75 +00:08:07,640 --> 00:08:21,640 +D' من هنا لها هنا مشت مسافة X، معناته + +76 +00:08:21,640 --> 00:08:30,540 +C هذه النقطة قبل الدوران انتقلت و صارت عند C'، وهذه + +77 +00:08:30,540 --> 00:08:33,320 +المسافة X. + +78 +00:08:45,440 --> 00:08:53,140 +المسافة بين الـ two pivots A و B سميها C، C صغيرة. + +79 +00:08:53,140 --> 00:08:57,420 +ثابتة هذه، و + +80 +00:08:57,420 --> 00:09:09,420 +المسافة بين الـ front axe والـ back axe اللي هي D، و + +81 +00:09:09,420 --> 00:09:14,420 +المسافة بين الـ front axe ومحور النزلاق A. + +82 +00:09:31,370 --> 00:09:38,270 +اللي عملنا steering على جهة الشمال، النقطة دي + +83 +00:09:38,270 --> 00:09:42,310 +انتقلت من دي لدي prime، مشت مسافة X، ومشت الزاوية + +84 +00:09:42,310 --> 00:09:50,030 +ايه؟ اللي هي هذه الزاوية، يعني هذه صارت لديراع، صارت + +85 +00:09:50,030 --> 00:09:55,630 +يعني صح؟ هذه + +86 +00:09:55,630 --> 00:09:58,990 +الزاوية ايه هتكون؟ هذه + +87 +00:10:01,150 --> 00:10:06,270 +θ صح، هذه + +88 +00:10:06,270 --> 00:10:10,150 +الزاوية هتكون α + +89 +00:10:10,150 --> 00:10:20,550 +− θ، هنا صار الـ link هتصير بالشكل هذا، وهي + +90 +00:10:20,550 --> 00:10:26,530 +العجل، الزاوية + +91 +00:10:26,530 --> 00:10:26,850 +هذه. + +92 +00:10:30,940 --> 00:10:36,120 +φ، معناته هذه الزاوية كلها كم؟ α + φ، α + +93 +00:10:36,120 --> 00:10:39,220 +زائد + +94 +00:10:39,220 --> 00:10:44,180 +φ، طبعا + +95 +00:10:44,180 --> 00:10:48,540 +هي هذه كل قطعة واحدة one rigid body، فإذا هذه لفت + +96 +00:10:48,540 --> 00:10:54,840 +θ، أكيد هذي هتلف θ، هذه الزاوية هذه هتكون + +97 +00:10:54,840 --> 00:10:55,460 +نفسها. + +98 +00:10:59,300 --> 00:11:05,700 +هذا هتكون θ، وهذا + +99 +00:11:05,700 --> 00:11:12,800 +هتكون φ. + +100 +00:11:12,800 --> 00:11:28,300 +طيب + +101 +00:11:30,410 --> 00:11:34,730 +قبل الدوران والسيارة ماشية عدل لو أخذت المثلث هذا + +102 +00:11:34,730 --> 00:11:42,750 +B، B'، واخدت + +103 +00:11:42,750 --> 00:11:58,530 +المثلث A، A'، C، يعني أخد المثلث، ناخد المثلث B + +104 +00:11:58,530 --> 00:12:04,040 +B'، D، B. + +105 +00:12:04,040 --> 00:12:13,280 +B'، D، هيكون tan α، هذه α، tan α شو يساوي + +106 +00:12:13,280 --> 00:12:21,900 +D على A، tan α + +107 +00:12:21,900 --> 00:12:26,980 +يساوي D على A. + +108 +00:12:33,700 --> 00:12:46,800 +بعد مقصد الـ rotation، after rotation هاخد + +109 +00:12:46,800 --> 00:12:52,240 +المثلث B + +110 +00:12:52,240 --> 00:13:01,520 +'، D'، B'، D'، هرسم مثلث هي + +111 +00:13:06,560 --> 00:13:14,300 +هذه B'، D'، هذه + +112 +00:13:14,300 --> 00:13:25,200 +X، دي - X، دي + +113 +00:13:25,200 --> 00:13:34,020 +- X، وهذه A زي ما هي، وهذه الزاوية + +114 +00:13:37,220 --> 00:13:47,180 +α - θ، طيب معناته tan (α + +115 +00:13:47,180 --> 00:13:55,280 +- θ)، هذه الزاوية، so D - X على A. + +116 +00:14:05,710 --> 00:14:12,990 +عالجهة التانية هاخد المثلث A، A'، C'، مثلث + +117 +00:14:12,990 --> 00:14:25,390 +A، A'، C'، هرسمه هنا، هذه + +118 +00:14:25,390 --> 00:14:33,550 +الزاوية α + φ، صح؟ وهذه ستكون + +119 +00:14:36,230 --> 00:14:47,110 +D + X، دي ايش، A هيكون + +120 +00:14:47,110 --> 00:14:56,030 +دي tan (α + φ)، دي + X على A، دي + X + +121 +00:14:56,030 --> 00:15:01,530 +على A، دي + X على A، دي + +122 +00:15:01,530 --> 00:15:09,600 ++ X على A، tan (α − θ)، نحلل الـ tan في + +123 +00:15:09,600 --> 00:15:15,340 +الساعة، tan α tan + +124 +00:15:15,340 --> 00:15:24,660 +α زائد زائد + +125 +00:15:24,660 --> 00:15:31,500 +ولا مضروب بعض، زائد + +126 +00:15:31,500 --> 00:15:40,990 +بعد مضروب بعض، زائد ولا ناقص، لا + +127 +00:15:40,990 --> 00:15:57,110 +ناقص tan θ على 1 + tan α tan θ، صح هي + +128 +00:15:57,110 --> 00:16:08,470 +الحكومة، عندي tan (α + φ) ساوي 1 + tan + +129 +00:16:08,470 --> 00:16:17,830 +α + tan θ tan φ على 1 − tan + +130 +00:16:17,830 --> 00:16:27,690 +α tan φ، طيب + +131 +00:16:27,690 --> 00:16:35,350 +طبعا هذا ساوي D − X على A، يعني أنا هاكون دي الـ + +132 +00:16:35,350 --> 00:16:42,110 +tan α اللي هو ايش؟ tan α دي على A، دي على + +133 +00:16:42,110 --> 00:16:53,410 +A − tan θ على 1 زائد D على A tan θ، دي + +134 +00:16:53,410 --> 00:16:59,070 +− X على A. + +135 +00:17:06,540 --> 00:17:14,300 +هنا الـ D على A زائد + +136 +00:17:14,300 --> 00:17:24,960 +tan φ على 1 − D على A tan φ بيساوي D + +137 +00:17:24,960 --> 00:17:31,300 ++ X على A، لو + +138 +00:17:31,300 --> 00:17:39,750 +درسنا البسط هنا بـ A، والمقام بـ A، بيأثرش، صح؟ D − A + +139 +00:17:39,750 --> 00:17:45,230 +tan θ على + +140 +00:17:45,230 --> 00:17:59,450 +A زي D tan θ بتساوي D − X على A. + +141 +00:18:02,780 --> 00:18:10,560 +هي برضه الـ بسط في A والمقام في A، سنة دي + A في + +142 +00:18:10,560 --> 00:18:22,540 +tan φ على 1 على A − D في tan φ سوى D + +143 +00:18:22,540 --> 00:18:31,280 ++ X على A، بعمل cross و بحسب يا tan θ. + +144 +00:18:36,350 --> 00:18:43,290 +وهنا بعمل cross و بحسب يا tan φ، الآن هعطيكوا + +145 +00:18:43,290 --> 00:18:52,650 +جاهزة tan φ A X A + +146 +00:18:52,650 --> 00:19:04,570 +تربيع + D تربيع + DX، و tan θ A X + +147 +00:19:10,280 --> 00:19:17,200 +A تربيع، A تربيع، A تربيع، A تربيع، A تربيع، A + +148 +00:19:17,200 --> 00:19:19,840 +تربيع، A تربيع، A تربيع، A تربيع، A تربيع، A تربيع + +149 +00:19:19,840 --> 00:19:21,260 +A تربيع، A تربيع، A تربيع، A تربيع، A تربيع، A + +150 +00:19:21,260 --> 00:19:21,360 +تربيع، A تربيع، A تربيع، A تربيع، A تربيع، A تربيع + +151 +00:19:21,360 --> 00:19:25,160 +A تربيع، A تربيع، A + +152 +00:19:25,160 --> 00:19:28,620 +تربيع + +153 +00:19:28,620 --> 00:19:32,180 +A تربيع + +154 +00:19:32,180 --> 00:19:32,600 +A ت + +155 +00:19:41,150 --> 00:19:47,850 +لنشوف ايش بيطلع المعنى، - cot φ، في تطلع + +156 +00:19:47,850 --> 00:19:52,790 +cot φ بتاع العكس، هتكون A تربيع طبعا، A X، عمو + +157 +00:19:52,790 --> 00:20:02,890 +مشترك، هتكون A X في 2 D، A تربيع، هو العكس؟ لأ. + +158 +00:20:02,890 --> 00:20:04,270 +هو احنا هنعمل cot φ في + +159 +00:20:15,060 --> 00:20:21,380 +A تربيع + D تربيع + DX + +160 +00:20:30,330 --> 00:20:38,690 +على AX، هيروح A تربيع مع A تربيع، وD تربيع مع D + +161 +00:20:38,690 --> 00:20:50,690 +تربيع، يعني هتكون تساوي 2 DX على AX، ساوي + +162 +00:20:50,690 --> 00:20:54,290 +2 D على A. + +163 +00:21:00,190 --> 00:21:08,470 +اللي هي في + +164 +00:21:08,470 --> 00:21:17,730 +يبدو خربش، على انها هتكون 2 C على B اه. + +165 +00:21:17,730 --> 00:21:23,250 +اه اه صحيح بالظبط، فهتكون 2 B على A. + +166 +00:21:26,440 --> 00:21:30,680 +ساوي C على B، وبالتالي إذا كانت ساوي C على B + +167 +00:21:30,680 --> 00:21:35,600 +نرجع للجيومترية C + +168 +00:21:35,600 --> 00:21:41,080 +على B اللي كنت تجنبناها، تفاير نقطة C على B هذه الـ + +169 +00:21:41,080 --> 00:21:48,960 +condition for correct steering تحققت، معناته وعشان + +170 +00:21:48,960 --> 00:21:57,510 +يصير correct steering لازم الـ tan α ساوي D على + +171 +00:21:57,510 --> 00:22:19,450 +A، خلّينا نحل الـ example، ادابي + +172 +00:22:19,450 --> 00:22:24,840 +ميكانيزم، السيارة، القادة الموجودة بين مرحلات الأمام + +173 +00:22:24,840 --> 00:22:30,900 +axle، قادة + +174 +00:22:30,900 --> 00:22:36,620 +موجودة بين مرحلات الأمام، C + +175 +00:22:36,620 --> 00:22:44,960 +1 + +176 +00:22:44,960 --> 00:22:46,520 +.2 متر + +177 +00:22:50,270 --> 00:22:53,970 +and the wheel base is two point seven meters، الـ + +178 +00:22:53,970 --> 00:23:00,830 +wheel base اللي هي B، الـ B ساوي 2.7، و + +179 +00:23:00,830 --> 00:23:07,650 +عشرة متر، find the inclination of the track arm + +180 +00:23:07,650 --> 00:23:14,150 +اللي هي الزاوية α to the longitudinal axis of + +181 +00:23:14,150 --> 00:23:17,450 +the car when it is moving along a straight line. + +182 +00:23:20,420 --> 00:23:27,200 +مدّة α، نرجع + +183 +00:23:27,200 --> 00:23:36,280 +للمعادلات، احنا عندنا + +201 +00:25:20,200 --> 00:25:25,120 +لينك هنا لينك هنا و فاندي لينك هنا فاندي revolute + +202 +00:25:25,120 --> 00:25:31,560 +revolute revolute revolute ما في أي sliding joint + +203 +00:25:31,560 --> 00:25:38,080 +طبعا والسيارات من جهة الأمام بتكون شكلها هاي ال + +204 +00:25:38,080 --> 00:25:45,990 +front ax فاندي هنا revolute pair بتكون جهة شكل زي + +205 +00:25:45,990 --> 00:26:05,750 +ذاك ال link وهي + +206 +00:26:05,750 --> 00:26:13,950 +عجل هنا وهي عجل هنا لأنها أماكن ال rotation واضح + +207 +00:26:13,950 --> 00:26:18,790 +بتكون على شكل شبه منحرف شكل ال .. ال .. ال + +208 +00:26:18,790 --> 00:26:22,990 +ميكانيزم هو جودتها شكلها شبه منحرف هذه ال Ackerman + +209 +00:26:22,990 --> 00:26:29,390 +ال Davis ال steering mechanism بتكون إلى الأمام من + +210 +00:26:29,390 --> 00:26:37,050 +ال front ax ال Ackerman جاي وراها واضح؟ هاي الفروق + +211 +00:26:37,050 --> 00:26:39,790 +بين ال Davis و ال Ackerman لأن أول فرق أنه في ال + +212 +00:26:39,790 --> 00:26:42,570 +Davis بيعتمد على sliding joints في ال Ackerman + +213 +00:26:42,570 --> 00:26:47,450 +بيعتمد على revolute joints ال Davis بتكون ال + +214 +00:26:47,450 --> 00:26:51,650 +mechanism أمام ال front ax في حالة ال Ackerman + +215 +00:26:51,650 --> 00:27:01,310 +اللي بتكون ال mechanism خلف ال front ax اه ال + +216 +00:27:01,310 --> 00:27:06,800 +Ackerman مشاكلها قصّتها يعني أفضل بس عشان تكون في + +217 +00:27:06,800 --> 00:27:13,260 +الصورة هذه بتبقى كاش pure … تبقى كاش pure correct + +218 +00:27:13,260 --> 00:27:15,980 +steering condition على طول لمدة معينة بعدها بتبقى + +219 +00:27:15,980 --> 00:27:21,840 +تعطيك good steering ما ينفعش تلف زوايا حادة كثير + +220 +00:27:21,840 --> 00:27:25,040 +عشان + +221 +00:27:25,040 --> 00:27:29,820 +… عشان ال steering ينزلق فالDavies ميزتها أنها + +222 +00:27:29,820 --> 00:27:33,740 +بتعطيك دائماً تعطيك correct steering condition هذا + +223 +00:27:33,740 --> 00:27:36,860 +ليس دائماً لو احنا في حالة معينة تعطي أنك steering + +224 +00:27:36,860 --> 00:27:44,360 +condition صحيح نشوف نتعرف على ما يسمى ال + +225 +00:27:44,360 --> 00:27:47,020 +universal joint أو ال Hooke joint هذه ال universal + +226 +00:27:47,020 --> 00:27:54,340 +joint مشهورة كثير يعني الهدف منها نقل الحركة بين + +227 +00:27:54,340 --> 00:27:57,400 +نقطتين في بينهم misalignment سواء كانت + +228 +00:27:57,400 --> 00:28:00,460 +misalignment من ناحية distance offset أو من ناحية + +229 +00:28:00,460 --> 00:28:05,980 +زاوية أو في حالة كان عندي shaft طويل كثير غلط أعمله + +230 +00:28:05,980 --> 00:28:08,820 +قطعة واحدة لأنه هيصير deflections هنخسر ف أنا بأعمله + +231 +00:28:08,820 --> 00:28:16,540 +بأعمله قطعتين أو تلت قطعة بنعملها طبعاً أنا عندي هاي + +232 +00:28:16,540 --> 00:28:20,160 +ال input shaft وهي ال output shaft ال input shaft + +233 +00:28:20,160 --> 00:28:22,700 +بيكون فيه الشوكة ال output shaft في الشوكة وفي + +234 +00:28:22,700 --> 00:28:29,000 +بينهم ايش ال cross يعني عندي input output cross + +235 +00:28:29,000 --> 00:28:34,000 +طبعاً ال cross allowed 3D rotation allowed 3D + +236 +00:28:34,000 --> 00:28:39,740 +rotation يعني عشان أعمله analysis هذا محتاج 3D + +237 +00:28:39,740 --> 00:28:45,340 +dynamics طبعاً + +238 +00:28:45,340 --> 00:28:50,420 +تستخدم عشان أوصل two shafts بينهم زاوية بينهم + +239 +00:28:50,420 --> 00:28:51,140 +زاوية + +240 +00:28:59,640 --> 00:29:07,220 +طبعاً مش دائماً لأن في علاقة بين ال angular velocity + +241 +00:29:07,220 --> 00:29:11,160 +لل output shaft مع ال angular velocity لل input + +242 +00:29:11,160 --> 00:29:18,360 +shaft من خلال العلاقة التالية omega one هي السرعة + +243 +00:29:18,360 --> 00:29:21,240 +الزاوية لل output shaft و omega هي السرعة الزاوية + +244 +00:29:21,240 --> 00:29:27,620 +لل input shaft ال theta لل input shaft بدور الزاوية + +245 +00:29:27,620 --> 00:29:32,560 +هذه بدورها هي θ طبعاً θ الشافت بدور دورة كاملة لأنها + +246 +00:29:32,560 --> 00:29:37,560 +ستكون من صفر ل 360 الألفة + +247 +00:29:37,560 --> 00:29:40,360 +الزاوية بين أن هذه ال input shaft هاي ال joint + +248 +00:29:40,360 --> 00:29:49,220 +أندي هاي input هاي in هاي out هادي ايش الألفة هي + +249 +00:29:49,220 --> 00:29:52,480 +الزاوية بين ال input shaft وال output shaft + +250 +00:29:52,480 --> 00:29:58,500 +العلاقات omega واحد ال omega اللي هي ال ratio بين + +251 +00:29:58,500 --> 00:30:00,900 +سرعة زاوية لل output على سرعة زاوية لل input + +252 +00:30:00,900 --> 00:30:04,920 +بيساوي cosine alpha على واحد minus cosine square + +253 +00:30:06,990 --> 00:30:10,770 +ألفة طبعاً في حالة هذه يعني المعادلة في حالة كانت + +254 +00:30:10,770 --> 00:30:14,610 +الوحدات radians per second في حالة بما أنها ratio + +255 +00:30:14,610 --> 00:30:18,890 +تختلفش هي علاقة نفس العلاقة لو كانت ال N واحد ال N + +256 +00:30:18,890 --> 00:30:21,990 +بال RPM يعني ال N واحد ال N أو ال N وحدتها RPM + +257 +00:30:21,990 --> 00:30:26,170 +Omega واحد Omega radians per second لأنها ratio + +258 +00:30:26,170 --> 00:30:35,130 +بيضالها المعادلة هي هي صحيح لأن ال Omega واحدة تكون + +259 +00:30:35,130 --> 00:30:38,670 +اضربنا الطرفين في Omega هتكون Omega Cos Alpha على + +260 +00:30:38,670 --> 00:30:43,390 +واحد minus Cos Square Theta Sin Square Alpha لأن + +261 +00:30:43,390 --> 00:30:50,050 +متى بتكون واضح أن ال Omega واحد كميتها بتعتمد على + +262 +00:30:50,050 --> 00:30:54,810 +ال angle of rotation لل input shaft متى + +263 +00:30:54,810 --> 00:31:01,990 +بتكون Omega واحد maximum تطلع + +264 +00:31:01,990 --> 00:31:02,230 +هنا + +265 +00:31:07,130 --> 00:31:13,010 +ال omega ثابتة الألفة ثابتة أنا بأقول أندي ال theta + +266 +00:31:13,010 --> 00:31:19,730 +معناته لما المقام يكون أصغر أكبر ما يمكن يعني لما + +267 +00:31:19,730 --> 00:31:24,390 +تكون المقام أصغر ما يمكن بتكون ال omega واحد أكبر + +268 +00:31:24,390 --> 00:31:29,160 +ما يمكن عشان يكون المقام أصغر ما يمكن لازم يكون + +269 +00:31:29,160 --> 00:31:34,240 +cosine squared theta أكبر ما يمكن لأن واحد ناقص ال + +270 +00:31:34,240 --> 00:31:37,540 +theta بتكون maximum ال cosine theta ال maximum + +271 +00:31:37,540 --> 00:31:43,320 +اللي هي شو تساوي واحد ال cosine theta بيساوي واحد + +272 +00:31:43,320 --> 00:31:48,520 +هاي ال cosine طبعاً + +273 +00:31:48,520 --> 00:31:52,240 +هربعها أنا لو ما ربعها بتصير + +274 +00:32:00,850 --> 00:32:09,330 +يعني عند هنا zero هاي + +275 +00:32:09,330 --> 00:32:13,650 +التربيع المربع واحد بيبقى واحد بس تختلف التفاصيل + +276 +00:32:13,650 --> 00:32:17,470 +اللي هنا فال maximum of cosine squared theta + +277 +00:32:17,470 --> 00:32:28,410 +بيساوي واحد عند صفر و 180 و 360 + +278 +00:32:29,400 --> 00:32:36,260 +أنها صفر 90 270 يعني لما theta تكون تساوي + +279 +00:32:36,260 --> 00:32:40,380 +صفر أو 180 أو 360 بتكون + +280 +00:32:40,380 --> 00:32:44,540 +cosine square theta بساوية واحد وبالتالي + +281 +00:32:46,460 --> 00:32:50,000 +it will maximize this term وبالتالي will minimize + +282 +00:32:50,000 --> 00:32:55,400 +المقام المقام المقام المقام المقام المقام المقام + +283 +00:32:55,400 --> 00:32:56,740 +المقام المقام المقام المقام المقام المقام المقام + +284 +00:32:56,740 --> 00:32:57,700 +المقام المقام المقام المقام المقام المقام المقام + +285 +00:32:57,700 --> 00:32:57,840 +المقام المقام المقام المقام المقام المقام المقام + +286 +00:32:57,840 --> 00:33:11,520 +المقام المقام المقام المقام المقام المقام المقام + +287 +00:33:11,520 --> 00:33:23,900 +ال omega واحد max omega على cosine alpha at zero + +288 +00:33:23,900 --> 00:33:37,560 +و 180 و 360 درجة طيب + +289 +00:33:37,560 --> 00:33:38,440 +متى بتكون minimum + +290 +00:33:46,280 --> 00:33:49,520 +دائماً بيكون في misalignment دائماً بيكون أي shaft هيك و + +291 +00:33:49,520 --> 00:33:53,340 +أي shaft بينهم زاوية الألفة ثابتة ال theta هي ال theta + +292 +00:33:53,340 --> 00:33:57,180 +الدوران تاع ال input ماهي لو خاصة بالألفة دائماً + +293 +00:33:57,180 --> 00:33:59,120 +بيكون في عنده angular misalignment + +294 +00:34:02,360 --> 00:34:06,980 +الآن ال omega واحد بتكون minimum لما ال theta يكون + +295 +00:34:06,980 --> 00:34:12,460 +maximum لما ال theta يكون maximum لما ال theta يكون + +296 +00:34:12,460 --> 00:34:12,520 +maximum لما ال theta يكون maximum لما ال theta يكون + +297 +00:34:12,520 --> 00:34:12,600 +maximum لما ال theta يكون maximum لما ال theta يكون + +298 +00:34:12,600 --> 00:34:13,760 +maximum لما ال theta يكون maximum لما ال theta يكون + +299 +00:34:13,760 --> 00:34:18,600 +maximum لما + +300 +00:34:18,600 --> 00:34:29,020 +ال theta يكون maximum لما ال theta + +301 +00:34:34,630 --> 00:34:40,690 +طيب الآن الدائرة هذه تمثل + +302 +00:34:40,690 --> 00:34:45,670 +دوران ال input shaft النصف القطر أو ال locus بتمثل + +303 +00:34:45,670 --> 00:34:50,390 +ايش قيمة السرعة قيمة السرعة معناته ايش ثابتة قيمة + +304 +00:34:50,390 --> 00:34:54,770 +السرعة ثابتة يعني الحكاية بتكون طبعاً هذه الزاوية + +305 +00:35:00,060 --> 00:35:08,200 +نحكي بشكل عام هذه الزوايا ايش theta بتكون + +306 +00:35:08,200 --> 00:35:17,380 +ال omega 2 maximum هكذا عند ايش بتكون + +307 +00:35:17,380 --> 00:35:21,940 +maximum عند ال صفر و 180 هي عند ال صفر + +308 +00:35:21,940 --> 00:35:28,120 +maximum مظبوط هنا maximum يعني موضوع أكبر من omega + +309 +00:35:28,120 --> 00:35:32,420 +واحد ايه omega واحد صح هذه omega هذه omega واحد + +310 +00:35:32,420 --> 00:35:38,300 +وبتكون minimum اللي هي قيمتها بتكون omega cosine alpha + +311 +00:35:38,300 --> 00:35:42,040 +هتكون أقل من omega ان cosine alpha وانتسابات يعني هذه + +312 +00:35:42,040 --> 00:35:48,660 +minimum وهذه ايش minimum أقل من omega طيب ما زال في + +313 +00:35:48,660 --> 00:35:54,570 +variation بين minimum value و maximum value ومعناته + +314 +00:35:54,570 --> 00:35:58,910 +في somewhere بين ال minimum و ال maximum ال omega + +315 +00:35:58,910 --> 00:36:03,950 +واحد و ال omega بتستوى مظبوط؟ ما زال أنا في تغير + +316 +00:36:03,950 --> 00:36:07,530 +بين minimum و maximum معناته somewhere في أن زاوية + +317 +00:36:07,530 --> 00:36:11,430 +معينة بيكون omega واحد تستوي omega omega واحد تستوي + +318 +00:36:11,430 --> 00:36:16,530 +omega معناته هال system دي لما ال omega واحد تستوي + +319 +00:36:16,530 --> 00:36:26,090 +omega بيصير عندي واحد بساوي cos α على 1 minus cos + +320 +00:36:26,090 --> 00:36:33,530 +square theta sin square alpha يعني cos α بساوي 1 + +321 +00:36:33,530 --> 00:36:41,050 +minus cos square theta sin square alpha plus minus + +322 +00:36:41,050 --> 00:36:49,900 +minus يعني cos square theta sin square alpha تساوي 1 + +323 +00:36:49,900 --> 00:37:06,720 +ماينص cosine alpha + +324 +00:37:16,200 --> 00:37:21,260 +بعوض عن cos 2 θ + +325 +00:37:21,260 --> 00:37:26,820 +بيساوي + +326 +00:37:26,820 --> 00:37:31,340 +1-cosα و cos 2 θ + +327 +00:37:31,340 --> 00:37:38,570 +بيساوي 1-cosα على sin²α بأعمل simplification أو + +328 +00:37:38,570 --> 00:37:44,570 +بأقرّص مثلث بتطلع tan θ tan θ plus or minus + +329 +00:37:44,570 --> 00:37:55,870 +cosine alpha يعني tan θ بساوي tan inverse plus + +330 +00:37:55,870 --> 00:38:03,910 +or minus جذر cosine alpha بتكون + +331 +00:38:03,910 --> 00:38:12,550 +omega واحد بساوي omega اللي هي عند النقاط عند + +332 +00:38:12,550 --> 00:38:18,130 +النقاط هذه عند ال 5 و 6 و 7 و 8 + +333 +00:38:18,130 --> 00:38:23,070 +مهما أنت عند 1 و 2 maximum 3 و 4 minimum + +334 +00:38:23,070 --> 00:38:26,770 +5 و 6 و 7 و 8 equal يكونوا + +335 +00:38:32,900 --> 00:38:37,620 +عشان طبعاً أحسب ال angle acceleration لل output + +336 +00:38:37,620 --> 00:38:41,580 +shaft بأشتق ال angle velocity لل shaft بالنسبة + +337 +00:38:41,580 --> 00:38:46,060 +لقياس للزمن هتكون d omega واحد by dt بأعمل + +338 +00:38:46,060 --> 00:38:53,450 +derivation طبعاً ال alpha هتكون constant المتغير الوحيد + +339 +00:38:53,450 --> 00:38:57,370 +على جهة اليمين هتكون لـ theta بيعمل + +340 +00:38:57,370 --> 00:39:00,070 +simplification بصير أن دي d omega واحد بواسطه t + +341 +00:39:00,070 --> 00:39:02,510 +minus omega square cosine alpha sine two theta + +342 +00:39:02,510 --> 00:39:05,150 +sine square alpha على واحد minus cosine square + +343 +00:39:05,150 --> 00:39:11,870 +theta sine square alpha لكل تربيع to + +344 +00:39:11,870 --> 00:39:16,630 +maximize ال angle acceleration بأشتق هذه المعادلة مرة + +345 +00:39:16,630 --> 00:39:21,710 +ثانية وبأحسب الزاوية اللي بتكون أن acceleration + +346 +00:39:21,710 --> 00:39:26,030 +ايش maximum وبعدين بأرجع أعوض في المعادلة هذه + +347 +00:39:26,030 --> 00:39:30,960 +هتكون عملية طويلة كثير عشان أحسبوا نكتشف تكون ال + +348 +00:39:30,960 --> 00:39:33,360 +acceleration maximum بالاشتقاق اللي هي ال + +349 +00:39:33,360 --> 00:39:36,460 +acceleration بالنسبة للزمن وأساويها لل zero ومن + +350 +00:39:36,460 --> 00:39:39,500 +المعادلة هذه بأحسب theta at which the angular + +351 +00:39:39,500 --> 00:39:42,540 +acceleration is maximum وبعدين بأعوضها في المعادلة + +352 +00:39:42,540 --> 00:39:47,700 +كمان مرة فهدف زيها بتعطينا ال angle at which the + +353 +00:39:47,700 --> 00:39:49,940 +angular acceleration is maximum اللي هي cosine two + +354 +00:39:49,940 --> 00:39:54,040 +theta تساوي 2 sin square alpha على 2 ما + +355 +00:39:54,040 --> 00:39:56,820 +ينقص sin square alpha هذه هي ال condition for + +356 +00:39:56,820 --> 00:39:59,360 +maximum angular acceleration + +357 +00:40:02,050 --> 00:40:06,930 +النوع ده فيه تذبذب في الصراع بين minimum value و + +358 +00:40:06,930 --> 00:40:10,130 +maximum value ما أنت فيه مثلاً maximum fluctuation + +359 +00:40:10,130 --> 00:40:15,950 +of speed omega 1 max minus omega 1 minimum بطرح ال + +360 +00:40:15,950 --> 00:40:20,210 +maximum minus minimum اللي هي omega على cosine alpha + +361 +00:40:20,210 --> 00:40:23,650 +ناقص omega cosine alpha بأخذ omega بأطلعها برة بيصير + +362 +00:40:23,650 --> 00:40:26,490 +واحد على cosine alpha و واحد ناقص cosine alpha cosine alpha + +363 +00:40:26,490 --> 00:40:30,290 +واحد ناقص cosine تربيع فهذه ال sin تربيع فأ omega sin + +364 +00:40:30,290 --> 00:40:35,770 +تربيع على cosine بيصير omega tan sin omega tan sin + +365 +00:40:35,770 --> 00:40:43,450 +إذا كانت الألفة صغيرة بتكون تقريباً ال alpha in + +366 +00:40:43,450 --> 00:40:48,250 +radians بساوي ال sin alpha بساوي ال tan + +367 +00:40:48,250 --> 00:40:52,930 +alpha وجربوها حطوا بصراحة ال alpha خمس درجات و + +368 +00:40:52,930 --> 00:40:57,720 +حولوها ل radians وحطوا alpha خمس درجات وجيب ال sin + +369 +00:40:57,720 --> 00:41:01,040 +إلا وجيب ال tan حتى اللي قريبة جداً من بعض كل + +370 +00:41:01,040 --> 00:41:07,480 +زاوية ما زغرت كل ما تقريباً ال sin و ال tan و ال + +371 +00:41:07,480 --> 00:41:14,840 +angle and radians بتساوي فتقريباً + +372 +00:41:14,840 --> 00:41:17,740 +ال maximum fluctuation is equal to omega في alpha + +373 +00:41:17,740 --> 00:41:19,720 +تربيع و ال alpha in radians + +374 +00:41:22,990 --> 00:41:33,550 +ليش ال sin و ال tan لأنها هي عندها هي ال alpha لما + +375 +00:41:33,550 --> 00:41:41,190 +تكون ال alpha صغيرة ال tan بساوي + +376 +00:41:41,190 --> 00:41:48,230 +و هذه المسافة نسميها y y y على x هذه x + +377 +00:41:53,340 --> 00:42:03,760 +و ال sine بساوي y على r لما تكون ال alpha + +378 +00:42:03,760 --> 00:42:06,340 +صغيرة كثير تقريباً الطولة هذه مختلفة كثيراً عن + +379 +00:42:06,340 --> 00:42:12,440 +الطولة هذه فتقريباً ال x بيساوي ال r المحيط + +380 +00:42:12,440 --> 00:42:16,720 +دائرة بـ 2 + +381 +00:42:16,720 --> 00:42:23,170 +by r فلما نقص المعادلة بـ 2 باهي بأحكي how … يعني + +382 +00:42:23,170 --> 00:42:26,950 +يديش أنا أ cover per … per … per degree أو per + +383 +00:42:26,950 --> 00:42:34,630 +… فال alpha in radians بتساوي ال tan in … ال tan + +384 +00:42:34,630 --> 00:42:37,170 +بتساوي sin لما تكون الزاوية صغيرة + +385 +00:42:41,180 --> 00:42:44,340 +بعض الأحيان عشان يخلوا سرعة ال input shaft و ال + +386 +00: + +401 +00:43:58,770 --> 00:44:05,490 +shots with an inclined angle هذه one shaft والزاوية + +402 +00:44:05,490 --> 00:44:12,970 +بينهم مائة و ستين معناته + +403 +00:44:12,970 --> 00:44:18,830 +الألف أكم هتكون مائة و اثنين ماقص مائة و ستين أكم + +404 +00:44:18,830 --> 00:44:27,810 +عشرين are connected + +405 +00:44:27,810 --> 00:44:28,810 +by a hook joint + +406 +00:44:33,710 --> 00:44:37,130 +the driving shaft runs at a uniform speed of 1500 + +407 +00:44:37,130 --> 00:44:42,530 +rpm الـ driving shaft بتحرك ب uniform speed يعني + +408 +00:44:42,530 --> 00:44:51,270 +omega سواء 1500 rpm يعني هتكون الف خمسمية في اثنين + +409 +00:44:51,270 --> 00:44:55,610 +باية على ستين عشان احوال اللي لاقياش ال radians + +410 +00:44:55,610 --> 00:45:01,030 +per second the driven shaft carries a flywheel في + +411 +00:45:01,030 --> 00:45:05,820 +ال driven shaft هاي ال output فيه flywheel في الـ + +412 +00:45:05,820 --> 00:45:12,820 +flywheel مشوية على الـ output shaft of + +413 +00:45:12,820 --> 00:45:15,480 +mass twelve kilogram ال mass بتاعة ال flywheel + +414 +00:45:15,480 --> 00:45:22,480 +اثنا عشر كيلو جرام وال + +415 +00:45:22,480 --> 00:45:28,700 +rate of gyration مائة اللي هو ال K اللي هي point + +416 +00:45:28,700 --> 00:45:36,080 +واحد متر معناته ممكن تحسب الـ moment of inertia ايش الساوية + +417 +00:45:36,080 --> 00:45:44,520 +ام في كتربيع يعني اثنا عشر في point one تربيع يعني + +418 +00:45:44,520 --> 00:45:52,280 +point واحد اثنين kilogram متر مربع find + +419 +00:45:52,280 --> 00:45:55,420 +the maximum angle of acceleration of the driven + +420 +00:45:55,420 --> 00:45:58,380 +shaft + +421 +00:46:02,200 --> 00:46:07,240 +الاكتشاف هو اكتشاف اكتشاف الاكتشاف الاكتشاف + +422 +00:46:07,240 --> 00:46:07,380 +الاكتشاف الاكتشاف الاكتشاف الاكتشاف الاكتشاف + +423 +00:46:07,380 --> 00:46:07,940 +الاكتشاف الاكتشاف الاكتشاف الاكتشاف الاكتشاف + +424 +00:46:07,940 --> 00:46:10,800 +الاكتشاف الاكتشاف الاكتشاف الاكتشاف الاكتشاف + +425 +00:46:10,800 --> 00:46:19,460 +الاكتشاف الاكتشاف الاكتشاف الاكتشاف الاكتشف + +426 +00:46:19,460 --> 00:46:19,480 +الاكتشف الاكتشف الاكتشف الاكتشف الاكتشف الاكتشف + +427 +00:46:19,480 --> 00:46:27,900 +الاكتشف الاكتشف الاكتشف الاكتشف الاكتشف الاكتشف + +428 +00:46:27,900 --> 00:46:37,440 +الاكتشف الاكالعشرين ومنها بحسب ايه ال theta بحسب + +429 +00:46:37,440 --> 00:46:45,140 +ال theta بعد ما احسب ال theta بعوض بحسب اللي هو ال + +430 +00:46:45,140 --> 00:46:55,300 +D Omega one by DT max بشوف المعادلة هذه بعوض عن + +431 +00:46:55,300 --> 00:46:59,140 +Omega بعوض عن Alpha و Theta اللي حسبت من المعادلة + +432 +00:46:59,140 --> 00:47:09,460 +هذه هذا المطلوب الأول المطلوب الثاني maximum + +433 +00:47:09,460 --> 00:47:16,200 +torque required انا عندي flywheel هاي flywheel ال + +434 +00:47:16,200 --> 00:47:20,520 +output shaft حكوا + +435 +00:47:20,520 --> 00:47:28,360 +عليها ال torque بتساوي I + +436 +00:47:28,360 --> 00:47:32,300 +ال alpha واحد اللي هي angle of acceleration معناته ال + +437 +00:47:32,300 --> 00:47:38,640 +torque هكون I الف واحد I رودي حسبتها point واحد + +438 +00:47:38,640 --> 00:47:45,100 +اثنين و alpha واحد الهي ايه دي صح و + +439 +00:47:45,100 --> 00:47:53,300 +منها بحسب ايه كم alpha واحد متساوي راديان per second + +440 +00:47:53,300 --> 00:47:57,700 +square هتكون من + +441 +00:47:57,700 --> 00:48:05,570 +هنا بتحسب ال torque اربعة بون تسعة نيوتن + +442 +00:48:05,570 --> 00:48:12,150 +متن اذا بتقرع ال examples التانية هيك يكون خلصنا + +443 +00:48:12,150 --> 00:48:15,610 +chapter تسعة بتاعك diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/XT_vL7C0myE_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/XT_vL7C0myE_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..544cfc1e12617071afa91aa1c24c12e84eb5c71f --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/XT_vL7C0myE_postprocess.srt @@ -0,0 +1,1772 @@ +1 +00:00:05,500 --> 00:00:08,620 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل + +2 +00:00:08,620 --> 00:00:12,820 +chapter تسعة ال mechanisms with lower pairs المرة + +3 +00:00:12,820 --> 00:00:15,940 +الفاترة حكينا عن ال pentagraph ال pentagraph جهاز + +4 +00:00:15,940 --> 00:00:26,940 +يستخدم لنسخ مسار معين تكبيرا او تصغيرا و ايش ال + +5 +00:00:26,940 --> 00:00:29,140 +principle بتاعة النسخ بدا حكينا على ال + +6 +00:00:29,140 --> 00:00:36,350 +mathematical model اللي من خلالهممكن نعمل ميكانزم + +7 +00:00:36,350 --> 00:00:42,330 +تعطينا output straight line ودرسنا على سبيل المثال + +8 +00:00:42,330 --> 00:00:46,250 +باسيليا ميكانزم واثبتنا ان نقطة بي في باسيليا + +9 +00:00:46,250 --> 00:00:50,210 +ميكانزم تتحرك على مسار خط مستقيم + +10 +00:00:53,680 --> 00:00:57,020 +بعدين نحكي عن ال steering steering gear mechanism + +11 +00:00:57,020 --> 00:01:00,080 +حكينا ال condition for correct steering steering + +12 +00:01:00,080 --> 00:01:04,280 +يعني correct steering يعني ان مركز دوران الأربع + +13 +00:01:04,280 --> 00:01:09,780 +عجلات عند دوران يسارا او يمينا بيكون نفس المركز + +14 +00:01:09,780 --> 00:01:13,440 +اذا اختلف مركز دوران اللحظة للعجلات الخلفية يعني + +15 +00:01:13,440 --> 00:01:17,590 +العجلات الأمامية بيصير انزلاقوبالتالي ال condition + +16 +00:01:17,590 --> 00:01:21,610 +for correct steering اللي هي تكون cot phi minus + +17 +00:01:21,610 --> 00:01:30,070 +cot theta ساوة C على B ال B او ال C هي هذه المسافة + +18 +00:01:30,070 --> 00:01:35,890 +بين المحورين الدوران وB اللي هي المسافة بين ال + +19 +00:01:35,890 --> 00:01:37,930 +front ax وال back ax + +20 +00:01:43,430 --> 00:01:50,070 +الان في هنتعرف على ما يسمى ال Davis Steering Gear + +21 +00:01:50,070 --> 00:01:53,830 +Mechanism ال Davis Steering Gear Mechanism يبين ان + +22 +00:01:53,830 --> 00:02:00,650 +عندي العجلات الأمامية عندي عجلة D وعجلة D و هذا ال + +23 +00:02:00,650 --> 00:02:10,770 +front ax في عندي هنا revolute joint النقطة + +24 +00:02:10,770 --> 00:02:22,100 +Aعند نقطة C في كمان Rebellion Joint وفي + +25 +00:02:22,100 --> 00:02:31,040 +عندى ال link عندى + +26 +00:02:31,040 --> 00:02:32,000 +ال link على الجهة التانية + +27 +00:02:37,460 --> 00:02:42,460 +الـ link اللي جواها أو ال link ممكن فيه slider هذا + +28 +00:02:42,460 --> 00:02:46,360 +slider ينزنق + +29 +00:02:46,360 --> 00:02:52,900 +في ال link هذه وفيه + +30 +00:02:52,900 --> 00:03:01,840 +برضه slider على جهة تانية ال + +31 +00:03:01,840 --> 00:03:09,670 +two sliders هذا ال connected by a linkمن خلال + +32 +00:03:09,670 --> 00:03:20,550 +revolute joint ال link هذه مسموح ل slide على هذا + +33 +00:03:20,550 --> 00:03:28,090 +المصاري يعني هنا عند sliding هنا + +34 +00:03:28,090 --> 00:03:32,510 +عند sliding خدنا + +35 +00:03:32,510 --> 00:03:33,410 +نحكي هذه الثابتة + +36 +00:03:43,140 --> 00:03:58,300 +لو أردت أن أقوم باللف يمين هذا سيبقى عادل سأقوم + +37 +00:03:58,300 --> 00:04:04,020 +بعمل block هنا طبعا + +38 +00:04:04,020 --> 00:04:08,220 +هذا حركة ال link هذه حركة انتقالية translation + +39 +00:04:08,220 --> 00:04:25,490 +يعني انا امشيت هناهنا برضه هيجي اتش + +40 +00:04:25,490 --> 00:04:38,230 +ميسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنست + +41 +00:04:38,320 --> 00:04:42,820 +مع ال vertical لما تكون السيارة ماشية عدل فاسميها + +42 +00:04:42,820 --> 00:04:48,460 +الزاوية Alpha هذه الزاوية Alpha + +43 +00:04:48,460 --> 00:04:52,440 +الان + +44 +00:04:52,440 --> 00:05:00,740 +هناخد ال Davis gear mechanism نفسها + +45 +00:05:00,740 --> 00:05:03,740 +انا الشكل اريت كده اوضح من شكل الكتاب هذا شكل + +46 +00:05:03,740 --> 00:05:11,980 +الكتابهذا ال front اكس هذا ال back اكس عندي pivot + +47 +00:05:11,980 --> 00:05:22,640 +او rotational عن بيه وعندي rotation عن ايه وهي + +48 +00:05:22,640 --> 00:05:30,240 +العجلة هذه كلها link واحدة link واحدة زي الجاية + +49 +00:05:30,240 --> 00:05:33,240 +وهي العجل + +50 +00:05:39,590 --> 00:05:43,150 +عالجهة التانية ال link هذه ماسك العجل على الجهة + +51 +00:05:43,150 --> 00:05:48,470 +التانية هذا + +52 +00:05:48,470 --> 00:06:02,750 +ال link ولا ال link قطعة واحدة في + +53 +00:06:02,750 --> 00:06:08,190 +slider هذا ال slider slide + +54 +00:06:08,190 --> 00:06:13,040 +بالنسبة لل link هذهوالسلايدر على جهة التانية + +55 +00:06:13,040 --> 00:06:17,060 +السلايدر + +56 +00:06:17,060 --> 00:06:18,280 +على جهة التانية السلايدر على جهة التانية السلايدر + +57 +00:06:18,280 --> 00:06:19,480 +على جهة التانية السلايدر على جهة التانية السلايدر + +58 +00:06:19,480 --> 00:06:20,780 +على جهة التانية السلايدر على جهة التانية السلايدر + +59 +00:06:20,780 --> 00:06:20,860 +على جهة التانية السلايدر على جهة التانية السلايدر + +60 +00:06:20,860 --> 00:06:22,500 +على جهة التانية السلايدر على جهة التانية السلايدر + +61 +00:06:22,500 --> 00:06:24,440 +على جهة التانية السلايدر على جهة التانية السلايدر + +62 +00:06:24,440 --> 00:06:24,720 +على جهة التانية السلايدر على جهة التانية السلايدر + +63 +00:06:24,720 --> 00:06:25,640 +على جهة التانية السلايدر على جهة التانية السلايدر + +64 +00:06:25,640 --> 00:06:28,800 +على جهة التانية السلايدر على جهة التانية السلايدر + +65 +00:06:28,800 --> 00:06:29,420 +على جهة التانية السلا + +66 +00:06:36,340 --> 00:06:39,860 +لأ هو التعبير يعني هذا أنا قصه هو نفسه يعني بدي + +67 +00:06:39,860 --> 00:06:43,960 +أحكيلك أنه هذا يعبر يعني هذا القطع هذا جزء من ال + +68 +00:06:43,960 --> 00:06:51,540 +link هذا في البداية + +69 +00:06:51,540 --> 00:06:55,060 +والسيارة ماشية عادل الزاوية هذه بتكون Alpha + +70 +00:07:25,930 --> 00:07:30,450 +هذه المسافة مش عاملة فالمسافة دي + +71 +00:07:36,210 --> 00:07:40,630 +يعني before turning يعني السيارة ماشية ادل تكون + +72 +00:07:40,630 --> 00:07:48,890 +هذه المسافة D السيارة + +73 +00:07:48,890 --> 00:07:52,970 +عاملة تلف على الشمال left turn هذه هنزلك بهذه + +74 +00:07:52,970 --> 00:08:00,990 +الاتجاه هتسير هذه النقطة D هتسير هنا + +75 +00:08:07,640 --> 00:08:21,640 +D' من هنا لها مشهد مسافة X معناته + +76 +00:08:21,640 --> 00:08:30,540 +C هذه النقطة قبل الدوران انتقلت و صارت عند C' وهذه + +77 +00:08:30,540 --> 00:08:33,320 +المسافة X + +78 +00:08:45,440 --> 00:08:53,140 +المسافة بين الـ two pivots A و B سمينها C C صغيرة + +79 +00:08:53,140 --> 00:08:57,420 +ثابتة هذه و + +80 +00:08:57,420 --> 00:09:09,420 +المسافة بين ال front axe و ال back axe اللي هي D و + +81 +00:09:09,420 --> 00:09:14,420 +المسافة بين ال front axe و محور النزلاق A + +82 +00:09:31,370 --> 00:09:38,270 +اللي عملنا steering على جهة الشمال النقطة دي + +83 +00:09:38,270 --> 00:09:42,310 +انتقلت من دي لديه prime مشت نسافة X ومشت الزاوية + +84 +00:09:42,310 --> 00:09:50,030 +ايه؟ اللي هي هذه الزاوية يعني هذه صارت لدراع صاره + +85 +00:09:50,030 --> 00:09:55,630 +يعني صح؟ هذه + +86 +00:09:55,630 --> 00:09:58,990 +الزاوية ايه هتكون؟ هذه + +87 +00:10:01,150 --> 00:10:06,270 +theta صح هذه + +88 +00:10:06,270 --> 00:10:10,150 +الزاوية هتكون alpha + +89 +00:10:10,150 --> 00:10:20,550 +minus theta هنا صار ال link هتصار بالشكل هذا وهي + +90 +00:10:20,550 --> 00:10:26,530 +العجل الزاوية + +91 +00:10:26,530 --> 00:10:26,850 +هذه + +92 +00:10:30,940 --> 00:10:36,120 +فاي معناته هذه الزاوية كلها أكم الف زائد فاي الف + +93 +00:10:36,120 --> 00:10:39,220 +زائد + +94 +00:10:39,220 --> 00:10:44,180 +فاي طبعا + +95 +00:10:44,180 --> 00:10:48,540 +هي هذه كل قطعة واحدة one rigid body فإذا هذه لفت + +96 +00:10:48,540 --> 00:10:54,840 +ثيتا أكيد هذي هتلف ثيتا هذه الزاوية هذه هتكون + +97 +00:10:54,840 --> 00:10:55,460 +نفسها + +98 +00:10:59,300 --> 00:11:05,700 +هذا هتكون theta وهذا + +99 +00:11:05,700 --> 00:11:12,800 +هتكون five + +100 +00:11:12,800 --> 00:11:28,300 +طيب + +101 +00:11:30,410 --> 00:11:34,730 +قبل الدوران والسيارة ماشية عادل لو أخدت المثلث هذا + +102 +00:11:34,730 --> 00:11:42,750 +ب ب برايم واخدت + +103 +00:11:42,750 --> 00:11:58,530 +المثلث a a برايم c يعني أخد المثلث ناخد المثلث ب + +104 +00:11:58,530 --> 00:12:04,040 +ب برايمD بي + +105 +00:12:04,040 --> 00:12:13,280 +برايم D هيكون تان ألفة هذه ألفة تان ألفة شو يساوي + +106 +00:12:13,280 --> 00:12:21,900 +D على ايه تان ألفة + +107 +00:12:21,900 --> 00:12:26,980 +يساوي D على ايه + +108 +00:12:33,700 --> 00:12:46,800 +بعد مقصد الـ rotation after rotation هاخد + +109 +00:12:46,800 --> 00:12:52,240 +المثلث بي + +110 +00:12:52,240 --> 00:13:01,520 +بريم دي بريم بي بريم دي بريم هرسم مثلث هي + +111 +00:13:06,560 --> 00:13:14,300 +هذه بي برايم دي برايم هذه + +112 +00:13:14,300 --> 00:13:25,200 +x دي ناقص x دي + +113 +00:13:25,200 --> 00:13:34,020 +minus x وهذه ايه زي ما هي و هذه الزاوية + +114 +00:13:37,220 --> 00:13:47,180 +الفة ماينس تيتا طيب معناه تتان الفة + +115 +00:13:47,180 --> 00:13:55,280 +ماينس تيتا هذه الزاوية so d minus x على a + +116 +00:14:05,710 --> 00:14:12,990 +عالجهة التانية هاخد المثلث a a prime c prime مثلث + +117 +00:14:12,990 --> 00:14:25,390 +a a prime c prime هرسمه هنا هذه + +118 +00:14:25,390 --> 00:14:33,550 +الزاوية Alpha زائد five صح؟ وهذه ستكون + +119 +00:14:36,230 --> 00:14:47,110 +دي زائد اكس دي ايش ايه هكون + +120 +00:14:47,110 --> 00:14:56,030 +دي ten الف زائد في دي زائد اكس على ايه دي زائد اكس + +121 +00:14:56,030 --> 00:15:01,530 +على ايه دي زائد اكس على ايه دي زائد اكس على ايه دي + +122 +00:15:01,530 --> 00:15:09,600 +زائد اكس على ايهtan alpha ناقص theta نحلل الأش في + +123 +00:15:09,600 --> 00:15:15,340 +الساعة tan alpha tan + +124 +00:15:15,340 --> 00:15:24,660 +alpha زائد زائد + +125 +00:15:24,660 --> 00:15:31,500 +ولا مضروف بعض زائد + +126 +00:15:31,500 --> 00:15:40,990 +بعد مضروف بعضزائد ولا ناقص لا + +127 +00:15:40,990 --> 00:15:57,110 +ناقص تان ثتا على واحد زائد تان الف تان ثتا صح هي + +128 +00:15:57,110 --> 00:16:08,470 +الحكومة عندي تان الفزائد فاى ساعة واحد زائد ten + +129 +00:16:08,470 --> 00:16:17,830 +alpha زائد ten theta ten فاى على واحد minus ten + +130 +00:16:17,830 --> 00:16:27,690 +alpha ten فاى طيب + +131 +00:16:27,690 --> 00:16:35,350 +طبعا هذا بالساويةd-x على a يعني انا هاكون دي ال + +132 +00:16:35,350 --> 00:16:42,110 +ten alpha اللي هو ايش ten alpha دي على ايه دي على + +133 +00:16:42,110 --> 00:16:53,410 +ايه minus ten theta على واحد زاد d على a ten theta + +134 +00:16:53,410 --> 00:16:59,070 +دي minus x على a + +135 +00:17:06,540 --> 00:17:14,300 +هنا الـ D على A زائد + +136 +00:17:14,300 --> 00:17:24,960 +Tan Phi على واحد مانوس D على A Tan Phi بستوي D + +137 +00:17:24,960 --> 00:17:31,300 +زائد X على A لو + +138 +00:17:31,300 --> 00:17:39,750 +درست البصة هنا بـ A و المقام بـ A بيأثرش صح؟D-A + +139 +00:17:39,750 --> 00:17:45,230 +tan θ على + +140 +00:17:45,230 --> 00:17:59,450 +A زي D tan θ بتساوي D-X على A + +141 +00:18:02,780 --> 00:18:10,560 +هي برضه ال bus في a و المقام في a سنة دي زائد a في + +142 +00:18:10,560 --> 00:18:22,540 +tan فاي على واحد على a minus d في tan فاي سوى d + +143 +00:18:22,540 --> 00:18:31,280 +زائد x على a بعمل cross و بحسب ياش tan theta + +144 +00:18:36,350 --> 00:18:43,290 +وهنا بعمل cross و بحسب ياش tan phi الان هعطيكوا + +145 +00:18:43,290 --> 00:18:52,650 +جاهزة tan phi ax ايه + +146 +00:18:52,650 --> 00:19:04,570 +تربيه زاد d تربيه plus dx و tan theta ax + +147 +00:19:10,280 --> 00:19:17,200 +اي تربيع اي تربيع اي تربيع اي تربيع اي تربيع اي + +148 +00:19:17,200 --> 00:19:19,840 +تربيع اي تربيع اي تربيع اي تربيع اي تربيع اي تربيع + +149 +00:19:19,840 --> 00:19:21,260 +اي تربيع اي تربيع اي تربيع اي تربيع اي تربيع اي + +150 +00:19:21,260 --> 00:19:21,360 +تربيع اي تربيع اي تربيع اي تربيع اي تربيع اي تربيع + +151 +00:19:21,360 --> 00:19:25,160 +اي تربيع اي تربيع اي + +152 +00:19:25,160 --> 00:19:28,620 +تربيع + +153 +00:19:28,620 --> 00:19:32,180 +اي تربيع + +154 +00:19:32,180 --> 00:19:32,600 +اي ت + +155 +00:19:41,150 --> 00:19:47,850 +لنشوف ايش بيطلع المعنى minus cotangent في تطلع + +156 +00:19:47,850 --> 00:19:52,790 +cotangency بتاع العكس هتكون ايه تربية طبعا a x عمو + +157 +00:19:52,790 --> 00:20:02,890 +شترك هتكون ايه a x في اين دي ايه تربية هو العكس لأ + +158 +00:20:02,890 --> 00:20:04,270 +هو احنا هنعمل cotangent في + +159 +00:20:15,060 --> 00:20:21,380 +A تربية زائد D تربية زائد DX + +160 +00:20:30,330 --> 00:20:38,690 +على AX هيروح A تربيع مع A تربيع وD تربيع مع D + +161 +00:20:38,690 --> 00:20:50,690 +تربيع يعني هتكون تساوي اتنين DX على AX سوى + +162 +00:20:50,690 --> 00:20:54,290 +اتنين D على A + +163 +00:21:00,190 --> 00:21:08,470 +اللي هي فى + +164 +00:21:08,470 --> 00:21:17,730 +يبدو خربش على انها هتكون اتنين C على B اه + +165 +00:21:17,730 --> 00:21:23,250 +اه اه صحيح بالظبط فهتكون اتنين B على A + +166 +00:21:26,440 --> 00:21:30,680 +بالساوية C على B وبالتالي إذا كانت الساوية C على B + +167 +00:21:30,680 --> 00:21:35,600 +نرجع للجيومترية C + +168 +00:21:35,600 --> 00:21:41,080 +على B اللي كنت تجنب تفاير نقطة C على B هذه ال + +169 +00:21:41,080 --> 00:21:48,960 +condition for correct steering تحققت معناته وعشان + +170 +00:21:48,960 --> 00:21:57,510 +يصير correct steering لازم ال 10 الف الساويةD على + +171 +00:21:57,510 --> 00:22:19,450 +A خلّينا نحل ال example ادابي + +172 +00:22:19,450 --> 00:22:24,840 +ميكانيزم السيارةالقادة الموجودة بين مرحلات الأمام + +173 +00:22:24,840 --> 00:22:30,900 +اكسل قادة + +174 +00:22:30,900 --> 00:22:36,620 +موجودة بين مرحلات الأمام C + +175 +00:22:36,620 --> 00:22:44,960 +1 + +176 +00:22:44,960 --> 00:22:46,520 +.2 متر + +177 +00:22:50,270 --> 00:22:53,970 +and the wheel base is two point seven meters ال + +178 +00:22:53,970 --> 00:23:00,830 +wheel base اللي هي بي ال بي سواء اتنين و سبعة و + +179 +00:23:00,830 --> 00:23:07,650 +عشرة متر find the inclination of the track arm + +180 +00:23:07,650 --> 00:23:14,150 +اللي هي الزاوية ألفة to the longitudinal axis of + +181 +00:23:14,150 --> 00:23:17,450 +the car when it is moving along a straight line + +182 +00:23:20,420 --> 00:23:27,200 +مده Alpha نرجع + +183 +00:23:27,200 --> 00:23:36,280 +للمعادلات احنا عندنا Tan Alpha ايش + +184 +00:23:36,280 --> 00:23:47,300 +بالساوية C على 2B C على 2B الـ C اللي هي واحد و + +185 +00:23:47,300 --> 00:23:51,880 +اتنينعلى اتنين فى اتنين point سبعة ومنها بنحسب ايه + +186 +00:23:51,880 --> 00:23:59,740 +اش الفة بنفعش اي الفة معناته لازم الفة محددة عشان + +187 +00:23:59,740 --> 00:24:03,780 +احصر على condition for correct steering ايه كان + +188 +00:24:03,780 --> 00:24:12,320 +فيطلع الالفة تقريبا zero point two two ايش radians + +189 +00:24:12,320 --> 00:24:14,120 +ولا ايش درجات + +190 +00:24:18,000 --> 00:24:20,660 +بال degree بيطلعش point zero point zero كده يعني + +191 +00:24:20,660 --> 00:24:29,720 +بتكون تقريبا عمودية تحكيه ماشي نص درجة ده كنتبه + +192 +00:24:29,720 --> 00:24:34,460 +للوحدات اه + +193 +00:24:34,460 --> 00:24:38,260 +هذي ال ten هذي + +194 +00:24:38,260 --> 00:24:43,970 +في ميكانيزم تاني اسمه ال Acermansteering gear + +195 +00:24:43,970 --> 00:24:49,610 +mechanism وهذه الأكثر شيوعا لأنها + +196 +00:24:49,610 --> 00:24:56,870 +بتعتمد بشكل أساسي على revolute joints مافيها + +197 +00:24:56,870 --> 00:25:01,950 +sliding joints في + +198 +00:25:01,950 --> 00:25:08,670 +ال Davis فاندي sliding pair هنا في sliding pair في + +199 +00:25:08,670 --> 00:25:11,470 +sliding pair لكن في ال Ackerman + +200 +00:25:15,020 --> 00:25:20,200 +في الاكرمان هاي الاكرمان فاندي هاي ال اكس فاندي + +201 +00:25:20,200 --> 00:25:25,120 +لينك هنا لينك هنا و فاندي لينك هنا فاندي revolute + +202 +00:25:25,120 --> 00:25:31,560 +revolute revolute revolute مافي اي sliding joint + +203 +00:25:31,560 --> 00:25:38,080 +طبعا والسيارات من تجه الامام بتكون شكلها هاي ال + +204 +00:25:38,080 --> 00:25:45,990 +front ax فاندي هنا revolute pairبتكون جهة شكل زي + +205 +00:25:45,990 --> 00:26:05,750 +ذاك ال link وهي + +206 +00:26:05,750 --> 00:26:13,950 +عجل هنا وهي عجل هنا لأن اما من ال rotationواضح + +207 +00:26:13,950 --> 00:26:18,790 +بتكون على شكل شبه منحرف شكل ال .. ال .. ال + +208 +00:26:18,790 --> 00:26:22,990 +ميكانيزم هو جودتها شكلها شبه منحرف هذه ال acre man + +209 +00:26:22,990 --> 00:26:29,390 +ال Davis ال steering mechanism بتكون إلى الأمام من + +210 +00:26:29,390 --> 00:26:37,050 +ال front ax ال acre man جاي وراهاواضح؟ هاي الفروق + +211 +00:26:37,050 --> 00:26:39,790 +بين ال Davis و ال Ackerman لإن أول فرق أنه في ال + +212 +00:26:39,790 --> 00:26:42,570 +Davis بيعتمد على sliding joints في ال Ackerman + +213 +00:26:42,570 --> 00:26:47,450 +بيعتمد على revolute joints ال Davis بتكون ال + +214 +00:26:47,450 --> 00:26:51,650 +mechanism أمام ال front ax في حالة ال Ackerman + +215 +00:26:51,650 --> 00:27:01,310 +اللي بتكون ال mechanism خلف ال front ax اه ال + +216 +00:27:01,310 --> 00:27:06,800 +Ackerman مشاكلها قصينتها يعني أفضلبس عشان تكون في + +217 +00:27:06,800 --> 00:27:13,260 +الصورة هذه بتبقى كاش pure .. تبقى كاش pure correct + +218 +00:27:13,260 --> 00:27:15,980 +steering condition على طول لمدة معينة بعدها بتبقى + +219 +00:27:15,980 --> 00:27:21,840 +تعطيك good steering ماينفعش تلف زوايا حادة كتير + +220 +00:27:21,840 --> 00:27:25,040 +عشان + +221 +00:27:25,040 --> 00:27:29,820 +.. عشان ال steering نزلق فالDavies مذيتها انها + +222 +00:27:29,820 --> 00:27:33,740 +بتعطيك دايما تعطيك correct steering conditionهذا + +223 +00:27:33,740 --> 00:27:36,860 +ليس دائما لو احنا ده معين تعطي انك steering + +224 +00:27:36,860 --> 00:27:44,360 +condition صحيح انشوف نتعرف على ما يسمى ال + +225 +00:27:44,360 --> 00:27:47,020 +universal joint او ال hoax joint هذه ال universal + +226 +00:27:47,020 --> 00:27:54,340 +joint مشهورة كتير يعني الهدف منها نقل الحركة بين + +227 +00:27:54,340 --> 00:27:57,400 +نقطتين في بينهم misalignment سواء كانت + +228 +00:27:57,400 --> 00:28:00,460 +misalignment من ناحية distance offset او من ناحية + +229 +00:28:00,460 --> 00:28:05,980 +زاويةأو في حالة كان عندى shaft طويل كتير غلط اعمله + +230 +00:28:05,980 --> 00:28:08,820 +قطعة واحدة لانه هيصير deflections هنكسب فانا بعمله + +231 +00:28:08,820 --> 00:28:16,540 +بعمله قطعتين او تلت قطعة بنعملها طبعا انا عندى هاي + +232 +00:28:16,540 --> 00:28:20,160 +ال input shaft وهي ال output shaft ال input shaft + +233 +00:28:20,160 --> 00:28:22,700 +بيكون فيه الشوكة ال output shaft في الشوكة وفي + +234 +00:28:22,700 --> 00:28:29,000 +بينهم ايش ال crossيعني عندي input output cross + +235 +00:28:29,000 --> 00:28:34,000 +طبعا ال cross allowed 3D rotation allowed 3D + +236 +00:28:34,000 --> 00:28:39,740 +rotation يعني عشان اعمله analysis هذا محتاج 3D + +237 +00:28:39,740 --> 00:28:45,340 +dynamics طبعا + +238 +00:28:45,340 --> 00:28:50,420 +تستخدم عشان اوصل two shafts بينهم زاوية بينهم + +239 +00:28:50,420 --> 00:28:51,140 +زاوية + +240 +00:28:59,640 --> 00:29:07,220 +طبعا مش دايما لان في علاقة بين ال anger velocity + +241 +00:29:07,220 --> 00:29:11,160 +لل output shaft مع ال anger velocity لل input + +242 +00:29:11,160 --> 00:29:18,360 +shaft من خلال العلاقة التالية omega one هي السرعة + +243 +00:29:18,360 --> 00:29:21,240 +الزاوية لل output shaft و omega هي السرعة الزاوية + +244 +00:29:21,240 --> 00:29:27,620 +لل input shaft ال theta لل input shaft بدورالزاوية + +245 +00:29:27,620 --> 00:29:32,560 +هذه بدورها هي θ طبعا θ الشافت بدور دورة كام لإنها + +246 +00:29:32,560 --> 00:29:37,560 +ستكون من صفر ل 360 الألفة + +247 +00:29:37,560 --> 00:29:40,360 +الزاوية بين انها اندي ال input shaft هاي ال joint + +248 +00:29:40,360 --> 00:29:49,220 +اندي هاي input هاي in هاي out هادي ايشالألفة هي + +249 +00:29:49,220 --> 00:29:52,480 +الزاوية بين ال input shaft وال output shaft + +250 +00:29:52,480 --> 00:29:58,500 +العلاقات omega واحد ال omega اللي هي ال ratio بين + +251 +00:29:58,500 --> 00:30:00,900 +سرعة زاوية لل output على سرعة زاوية لل input + +252 +00:30:00,900 --> 00:30:04,920 +بيساوي cosine alpha على واحد minus cosine square + +253 +00:30:06,990 --> 00:30:10,770 +ألفة طبعا في حالة هذه يعني المعادلة في حالة كانت + +254 +00:30:10,770 --> 00:30:14,610 +الوحدات radians per second في حالة بما أنها ratio + +255 +00:30:14,610 --> 00:30:18,890 +تختلفش هي علاقة نفس العلاقة لو كانت ال N واحد ال N + +256 +00:30:18,890 --> 00:30:21,990 +بال RPM يعني ال N واحد ال N او ال N وحدتها RPM + +257 +00:30:21,990 --> 00:30:26,170 +Omega واحد Omega radians per second لأنها ratio + +258 +00:30:26,170 --> 00:30:35,130 +بيضالها المعادلة هي هي صحيح لأن ال Omega واحدهتكون + +259 +00:30:35,130 --> 00:30:38,670 +هضربنا الطرفين في Omega هتكون Omega Cos Alpha على + +260 +00:30:38,670 --> 00:30:43,390 +واحد minus Cos Square Theta Sin Square Alpha لأن + +261 +00:30:43,390 --> 00:30:50,050 +متى بتكون واضح ان ال Omega واحد كميتها بتعتمد على + +262 +00:30:50,050 --> 00:30:54,810 +ال angle of rotation لل input shaft متى + +263 +00:30:54,810 --> 00:31:01,990 +بتكون Omega واحد maximum اتطلع + +264 +00:31:01,990 --> 00:31:02,230 +هنا + +265 +00:31:07,130 --> 00:31:13,010 +الامجا ثابتة الالفة ثابتة انا بتقول اندي ال theta + +266 +00:31:13,010 --> 00:31:19,730 +معناته لما المقام يكون اصغر اكبر مايمكن يعني لما + +267 +00:31:19,730 --> 00:31:24,390 +تكون المقام اصغر مايمكن بتكون الامجا واحد اكبر + +268 +00:31:24,390 --> 00:31:29,160 +مايمكن عشان يكون المقامأظهر ما يمكن لازم يكون + +269 +00:31:29,160 --> 00:31:34,240 +cosine squared theta أكبر ما يمكن لأن واحد ناقص ال + +270 +00:31:34,240 --> 00:31:37,540 +theta بتكون maximum ال cosine theta ال maximum + +271 +00:31:37,540 --> 00:31:43,320 +اللي هي شو ساوي واحد ال cosine theta بيساوي واحد + +272 +00:31:43,320 --> 00:31:48,520 +هاي ال cosine طبعا + +273 +00:31:48,520 --> 00:31:52,240 +هربيعها انا لو ما اربيعها بتصير + +274 +00:32:00,850 --> 00:32:09,330 +يعني عند هنا zero هاي + +275 +00:32:09,330 --> 00:32:13,650 +التربية المربع واحد بيبقى واحد بس تختلف التفاصيل + +276 +00:32:13,650 --> 00:32:17,470 +اللي هنا فال maximum of cosine squared theta + +277 +00:32:17,470 --> 00:32:28,410 +بيساوي واحد عند سفر ومية و تمانين و تلت مية و ستين + +278 +00:32:29,400 --> 00:32:36,260 +انها سفر تسعين متين وسبعين يعني لما تتا تكون ساوية + +279 +00:32:36,260 --> 00:32:40,380 +سفر او مائة و اتمانين او تلات مائة و ستين بتكون + +280 +00:32:40,380 --> 00:32:44,540 +كسان سكور تاتا بساوية واحد وبالتالي + +281 +00:32:46,460 --> 00:32:50,000 +it will maximize this term وبالتالي will minimize + +282 +00:32:50,000 --> 00:32:55,400 +المقام المقام المقام المقام المقام المقام المقام + +283 +00:32:55,400 --> 00:32:56,740 +المقام المقام المقام المقام المقام المقام المقام + +284 +00:32:56,740 --> 00:32:57,700 +المقام المقام المقام المقام المقام المقام المقام + +285 +00:32:57,700 --> 00:32:57,840 +المقام المقام المقام المقام المقام المقام المقام + +286 +00:32:57,840 --> 00:33:11,520 +المقام المقام المقام المقام المقام المقام المقام + +287 +00:33:11,520 --> 00:33:23,900 +الموميجا واحد ماكس اوميجا على كوسين الف at zero + +288 +00:33:23,900 --> 00:33:37,560 +ومية و تمانين و تلت مية و ستين درجة طيب + +289 +00:33:37,560 --> 00:33:38,440 +متى بتكون minimum + +290 +00:33:46,280 --> 00:33:49,520 +دائما بيكون فش alignment دائما بيكون اي شفت هيك و + +291 +00:33:49,520 --> 00:33:53,340 +اي شفت بينهم زوجة الف الألفة ثابتة الثتا هي الثتا + +292 +00:33:53,340 --> 00:33:57,180 +الدوران تاع ال input ماهي لو خاصة بالألفة دائما + +293 +00:33:57,180 --> 00:33:59,120 +بيكون في عنده angular misalignment + +294 +00:34:02,360 --> 00:34:06,980 +الان الامجا واحد بتكون minimum لما الهد يكون + +295 +00:34:06,980 --> 00:34:12,460 +maximum لما الهد يكون maximum لما الهد يكون + +296 +00:34:12,460 --> 00:34:12,520 +maximum لما الهد يكون maximum لما الهد يكون + +297 +00:34:12,520 --> 00:34:12,600 +maximum لما الهد يكون maximum لما الهد يكون + +298 +00:34:12,600 --> 00:34:13,760 +maximum لما الهد يكون maximum لما الهد يكون + +299 +00:34:13,760 --> 00:34:18,600 +maximum لما + +300 +00:34:18,600 --> 00:34:29,020 +الهد يكون maximum لما الهد + +301 +00:34:34,630 --> 00:34:40,690 +طيب الان الدائرة هذه تمثل + +302 +00:34:40,690 --> 00:34:45,670 +دوران ال input shaft النصف القطر او ال locus بتمثل + +303 +00:34:45,670 --> 00:34:50,390 +ايش قيمة السرعة قيمة السرعة معناه ايش ثابتة قيمة + +304 +00:34:50,390 --> 00:34:54,770 +السرعة ثابتة يعني الحكاية بتكون طبعا هذه الزاوية + +305 +00:35:00,060 --> 00:35:08,200 +نحكي بشكل عام هذه الزوايا ايش تاتا بتكون + +306 +00:35:08,200 --> 00:35:17,380 +الاميجا اتنين maximum هكذا عند ايش بتكون + +307 +00:35:17,380 --> 00:35:21,940 +maximum عند ال zero ومية و تمانين هي عند ال zero + +308 +00:35:21,940 --> 00:35:28,120 +maximum مظبوطوهنا maximum يعني موضوع اكبر من امجا + +309 +00:35:28,120 --> 00:35:32,420 +واحد ايه الامجا واحد صح هذه امجا هذه امجا واحد + +310 +00:35:32,420 --> 00:35:38,300 +وبتكون minimum اللي هي قيمتها بتكون امجا كسين الف + +311 +00:35:38,300 --> 00:35:42,040 +هتكون اقل من امجا ان كسينين وانتسابين يعني هذه + +312 +00:35:42,040 --> 00:35:48,660 +minimum وهذه ايش minimum اقل من امجا طيب مازال في + +313 +00:35:48,660 --> 00:35:54,570 +variation بين minimum valueو maximum value ومعناته + +314 +00:35:54,570 --> 00:35:58,910 +في somewhere بين ال minimum و ال maximum ال omega + +315 +00:35:58,910 --> 00:36:03,950 +واحد و ال omega بتستوى مظلوط؟ مازال انا في تغير + +316 +00:36:03,950 --> 00:36:07,530 +بين minimum و maximum معناته somewhere في أنزاو + +317 +00:36:07,530 --> 00:36:11,430 +معينة بيكون omega واحد تستوى omega امجا واحد تستوى + +318 +00:36:11,430 --> 00:36:16,530 +omega معناته هالsyrum دي لما ال omega واحد تستوى + +319 +00:36:16,530 --> 00:36:26,090 +omega بيصير عندي واحدبساوة cos α على 1 minus cos + +320 +00:36:26,090 --> 00:36:33,530 +square theta sin square alpha يعني cos α بساوة 1 + +321 +00:36:33,530 --> 00:36:41,050 +minus cos square theta sin square alpha plus minus + +322 +00:36:41,050 --> 00:36:49,900 +minus يعني cos squareثيتا صين سكوير ألفة سواحد + +323 +00:36:49,900 --> 00:37:06,720 +ماينوس كوسين ألفة + +324 +00:37:16,200 --> 00:37:21,260 +بعود عن cos2 + +325 +00:37:21,260 --> 00:37:26,820 +بيستوى + +326 +00:37:26,820 --> 00:37:31,340 +1-cosα وcos2θ + +327 +00:37:31,340 --> 00:37:38,570 +بيستوى 1-cosα على sin²α بعمل simplificationأو + +328 +00:37:38,570 --> 00:37:44,570 +بقرصه مثلث تطلع تان ثيتا تان ثيتا plus or minus + +329 +00:37:44,570 --> 00:37:55,870 +cosine alpha يعني تان ثيتا بالساوية تان انفرس plus + +330 +00:37:55,870 --> 00:38:03,910 +or minus جزر cosine alpha بتكون + +331 +00:38:03,910 --> 00:38:12,550 +omega واحدالساوية omega اللي هي عند النقاط عند + +332 +00:38:12,550 --> 00:38:18,130 +النقاط هذه عند الخمسة والستة والسبعة والتمانية + +333 +00:38:18,130 --> 00:38:23,070 +مهما انت عند واحد واتنين maximum تلت واربع minimum + +334 +00:38:23,070 --> 00:38:26,770 +خمسة وستة وسبعة تمانية equal يكونوا + +335 +00:38:32,900 --> 00:38:37,620 +عشان طبعا احسب ال angle acceleration لل output + +336 +00:38:37,620 --> 00:38:41,580 +shaft بشتق ال angle velocity لل shaft بالنسبة + +337 +00:38:41,580 --> 00:38:46,060 +لقياش للزمن هتكون d أمجا واحد by dt بعمل + +338 +00:38:46,060 --> 00:38:53,450 +derivation طبعا الف هتكونconstant المتغير الوحيد + +339 +00:38:53,450 --> 00:38:57,370 +على جهة اليمين هتكون ليه theta بيعمل + +340 +00:38:57,370 --> 00:39:00,070 +simplification بصير ان دي d omega واحد بوادي t + +341 +00:39:00,070 --> 00:39:02,510 +minus omega square cosine alpha sine two theta + +342 +00:39:02,510 --> 00:39:05,150 +sine square alpha على واحد minus cosine square + +343 +00:39:05,150 --> 00:39:11,870 +theta sine square alpha لكل تربيع to + +344 +00:39:11,870 --> 00:39:16,630 +maximize الangle acceleration بشتق هذه الكهر مرة + +345 +00:39:16,630 --> 00:39:21,710 +بسكرهاوبحسب الزاوية اللى بتكون انها acceleration + +346 +00:39:21,710 --> 00:39:26,030 +اياش maximum وبعدين برجع اعوض في المعادلة هذه + +347 +00:39:26,030 --> 00:39:30,960 +هتكون عملية طويلة كتير عشان احسبو اكتشف تكون ال + +348 +00:39:30,960 --> 00:39:33,360 +acceleration maximum بالداشتق اللي هي ال + +349 +00:39:33,360 --> 00:39:36,460 +acceleration بالنسبة للزمن و أسويها لل zero و من + +350 +00:39:36,460 --> 00:39:39,500 +المعادلة هذه بحسب theta at which the angular + +351 +00:39:39,500 --> 00:39:42,540 +acceleration is maximum و بعدين بعوضها في المعادلة + +352 +00:39:42,540 --> 00:39:47,700 +كمان مرة فهدف زيها بتعطينا ال angle at which the + +353 +00:39:47,700 --> 00:39:49,940 +angular acceleration is maximum اللي هي cosine two + +354 +00:39:49,940 --> 00:39:54,040 +theta ستة و اتنين sin square alpha على اتنين ما + +355 +00:39:54,040 --> 00:39:56,820 +انقص sin square alpha هذه هي ال condition for + +356 +00:39:56,820 --> 00:39:59,360 +maximum angular acceleration + +357 +00:40:02,050 --> 00:40:06,930 +الانواع ده فيه تذبذب في الصراع بين minimum value و + +358 +00:40:06,930 --> 00:40:10,130 +maximum value ما انت فيه مثلا maximum fluctuation + +359 +00:40:10,130 --> 00:40:15,950 +of speed omega 1 max minus omega 1 minimum بطرح ال + +360 +00:40:15,950 --> 00:40:20,210 +maximum minus minimum اللي هي omegaعلى كسين ألفة + +361 +00:40:20,210 --> 00:40:23,650 +مانص أميجا كسين ألفة باخد أميجا بطلعها برا بيصير + +362 +00:40:23,650 --> 00:40:26,490 +واحد على كسين ألفة وواحد مانص كسين ألفة كسين ألفة + +363 +00:40:26,490 --> 00:40:30,290 +واحد مانص كسين تربية فهذه الـSin تربية فأميجا Sin + +364 +00:40:30,290 --> 00:40:35,770 +تربية على كسين بيصير أميجا تان Sin أميجا تان Sin + +365 +00:40:35,770 --> 00:40:43,450 +إذا كانت الألفة صغيرةبتكون تقريبا ال alpha in + +366 +00:40:43,450 --> 00:40:48,250 +radians بالساوية ال sign alpha بالساوية ال tan + +367 +00:40:48,250 --> 00:40:52,930 +alpha و جربوها حطوا بصرا ال alpha خمس درجات و + +368 +00:40:52,930 --> 00:40:57,720 +حولوها ل radiansوحطه ألف خمس درجات و جيب ال sign + +369 +00:40:57,720 --> 00:41:01,040 +إلا و جيب ال tan حتى اللي دريبة جدا من بعض كل + +370 +00:41:01,040 --> 00:41:07,480 +زاوية ما زغرت كل ما تقريبا ال sign و ال tan و ال + +371 +00:41:07,480 --> 00:41:14,840 +angle and radians بتساوى فتقريبا + +372 +00:41:14,840 --> 00:41:17,740 +ال maximum fluctuation is equal to omega في ألف + +373 +00:41:17,740 --> 00:41:19,720 +تربية و ال alpha and radians + +374 +00:41:22,990 --> 00:41:33,550 +ليش ال sign و ال tan لأن هي عنده هي ال alpha لما + +375 +00:41:33,550 --> 00:41:41,190 +تكون ال alpha صغيرة ال tan بالساعة + +376 +00:41:41,190 --> 00:41:48,230 +و هذه المسافة نسميها y y y على x هذه x + +377 +00:41:53,340 --> 00:42:03,760 +و الـ sine بالساوية y على r لما تكون ال alpha + +378 +00:42:03,760 --> 00:42:06,340 +صغيرة كتير تقريبا الطولة هذه مختلفة كثيرا عن + +379 +00:42:06,340 --> 00:42:12,440 +الطولة هذه فتقريبا ال X بيستوى ال R المحيط + +380 +00:42:12,440 --> 00:42:16,720 +دائرة اتنين + +381 +00:42:16,720 --> 00:42:23,170 +by Rفلما نقص المعالج اتنين باهي بحكي how .. يعني + +382 +00:42:23,170 --> 00:42:26,950 +يديش انا ا cover per .. per .. per degree او per + +383 +00:42:26,950 --> 00:42:34,630 +.. فال alpha in radians بتساوي ال ten in .. التان + +384 +00:42:34,630 --> 00:42:37,170 +بتساوي صين لما تكون الزاوية صغيرة + +385 +00:42:41,180 --> 00:42:44,340 +بعض احيان عشان يخلوا سرعة ال input shaft و ال + +386 +00:42:44,340 --> 00:42:49,420 +output shaft نفس السرعة بيعمل bubble joint بيحط + +387 +00:42:49,420 --> 00:42:55,120 +two joints ورا بعض بس عشان تظبط يعني انه يحافظ على + +388 +00:42:55,120 --> 00:43:00,040 +السرعة الثابتة لازم + +389 +00:43:00,040 --> 00:43:05,290 +هاي ال input shaft هاي ال output shaftوهي الاندي + +390 +00:43:05,290 --> 00:43:09,090 +جوينت وهي جوينت double joint لازم ال input shaft و + +391 +00:43:09,090 --> 00:43:13,770 +ال output shaft يكونوا في نفس المستوى في نفس + +392 +00:43:13,770 --> 00:43:17,890 +المستوى لأ في alpha بين هذا و هذا في alpha بين هذا + +393 +00:43:17,890 --> 00:43:21,670 +و هذا مانفعش يكون طالع بالبعد التالت لازم يكونوا + +394 +00:43:21,670 --> 00:43:24,970 +في نفس المستوى عشان تكون صورة هذا نفس صورة هذا إيش + +395 +00:43:24,970 --> 00:43:28,290 +اللي بيصير؟ اللي بيصير هذا بيصير هذا input لو أخدت + +396 +00:43:28,290 --> 00:43:31,230 +دراسته واحدة حالة بحالة أخدت هدول اتنين هذا input + +397 +00:43:31,230 --> 00:43:37,510 +هذا outputبعدين input output بيلغوا بعض واضح + +398 +00:43:37,510 --> 00:43:43,430 +فبنعمل double universal joint عشان يلغوا أو يخلوا + +399 +00:43:43,430 --> 00:43:54,590 +ال input speed بالساوية ال output speed نشوف + +400 +00:43:54,590 --> 00:43:58,770 +مثال two + +401 +00:43:58,770 --> 00:44:05,490 +shots with an inclined angleهذه one shaft والزاوية + +402 +00:44:05,490 --> 00:44:12,970 +بينهم مائة و ستين معناته + +403 +00:44:12,970 --> 00:44:18,830 +الألف أكم هتكون مائة و إثنين ماقص مائة و ستين أكم + +404 +00:44:18,830 --> 00:44:27,810 +عشرين are connected + +405 +00:44:27,810 --> 00:44:28,810 +by a hoax joint + +406 +00:44:33,710 --> 00:44:37,130 +the driving shaft runs at a uniform speed of 1500 + +407 +00:44:37,130 --> 00:44:42,530 +rpm الـ driving shaft بتحرك ب uniform speed يعني + +408 +00:44:42,530 --> 00:44:51,270 +omega سواء 1500 rpm يعني هتكون الف خمسمية في اتنين + +409 +00:44:51,270 --> 00:44:55,610 +باية على ستين عشان احوال اللي لاقياش ال radians + +410 +00:44:55,610 --> 00:45:01,030 +per second the driven shaft carries a flywheel في + +411 +00:45:01,030 --> 00:45:05,820 +ال driven shaft هاي ال output فيه flywheelفي الـ + +412 +00:45:05,820 --> 00:45:12,820 +flywheel مشوية على الـ output shelter of + +413 +00:45:12,820 --> 00:45:15,480 +mass twelve kilogram ال mass بتاعة ال flywheel + +414 +00:45:15,480 --> 00:45:22,480 +اتناشر كيلو جرام وال + +415 +00:45:22,480 --> 00:45:28,700 +rate of gyration مية اللي هو ال K اللي هي point + +416 +00:45:28,700 --> 00:45:36,080 +واحد مترمعناة ممكن تحسن موتو بنيرش لها ايش الساوية + +417 +00:45:36,080 --> 00:45:44,520 +ام في كتربيع يعني اتناش في point one تربيع يعني + +418 +00:45:44,520 --> 00:45:52,280 +point واحد اتنين kilogram متر مربع find + +419 +00:45:52,280 --> 00:45:55,420 +the maximum angle of acceleration of the driven + +420 +00:45:55,420 --> 00:45:58,380 +shaft + +421 +00:46:02,200 --> 00:46:07,240 +الاكتشاف هو اكتشاف اكتشاف الاكتشاف الاكتشاف + +422 +00:46:07,240 --> 00:46:07,380 +الاكتشاف الاكتشاف الاكتشاف الاكتشاف الاكتشاف + +423 +00:46:07,380 --> 00:46:07,940 +الاكتشاف الاكتشاف الاكتشاف الاكتشاف الاكتشاف + +424 +00:46:07,940 --> 00:46:10,800 +الاكتشاف الاكتشاف الاكتشاف الاكتشاف الاكتشاف + +425 +00:46:10,800 --> 00:46:19,460 +الاكتشاف الاكتشاف الاكتشاف الاكتشاف الاكتشف + +426 +00:46:19,460 --> 00:46:19,480 +الاكتشف الاكتشف الاكتشف الاكتشف الاكتشف الاكتشف + +427 +00:46:19,480 --> 00:46:27,900 +الاكتشف الاكتشف الاكتشف الاكتشف الاكتشف الاكتشف + +428 +00:46:27,900 --> 00:46:37,440 +الاكتشف الاكالعشرين ومنها بحسب إيه ال theta بحسب + +429 +00:46:37,440 --> 00:46:45,140 +ال theta بعد ما أحسب ال theta بعوض بحسب اللي هو ال + +430 +00:46:45,140 --> 00:46:55,300 +D Omega one by DT max بشوف المعادلة هذه بعوض عن + +431 +00:46:55,300 --> 00:46:59,140 +Omega بعوض عن Alpha و Theta اللي حسبت من المعادلة + +432 +00:46:59,140 --> 00:47:09,460 +هذههذا المطلوب الأول المطلوب الثاني maximum + +433 +00:47:09,460 --> 00:47:16,200 +torque required انا عندي flywheel هاي flywheel ال + +434 +00:47:16,200 --> 00:47:20,520 +output shaft حكوا + +435 +00:47:20,520 --> 00:47:28,360 +عليها ال torque بتساوي I + +436 +00:47:28,360 --> 00:47:32,300 +الف واحد اللي هي angle of accelerationمعناة ال + +437 +00:47:32,300 --> 00:47:38,640 +torque هكون I الف واحد I رودي حسبتها point واحد + +438 +00:47:38,640 --> 00:47:45,100 +اتنين و الف واحد الهي ايه دي صح و + +439 +00:47:45,100 --> 00:47:53,300 +منها بحسب ايه كم الف واحد متساوي راديان per second + +440 +00:47:53,300 --> 00:47:57,700 +square هتكون من + +441 +00:47:57,700 --> 00:48:05,570 +هنا بتحسب ال torqueاربع بون تسعة نيوتن + +442 +00:48:05,570 --> 00:48:12,150 +متن اذا بتقرع ال examples التانية هيك يكون خلصنا + +443 +00:48:12,150 --> 00:48:15,610 +chapter تسعة بتاعك + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/XT_vL7C0myE_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/XT_vL7C0myE_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..5db21f20f5a1e815491fa800bac31f6ad87d1c91 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/XT_vL7C0myE_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 3379, "start": 5.5, "end": 33.8, "text": "السلام عليكم و رحمة الله و بركاته اليوم هنكمل chapter تسعة ال mechanisms with lower pairs المرة الفاترة حكينا عن ال pentagraph ال pentagraph جهاز يستخدم لنسخ مسار معين تكبيرا او تصغيرا و ايش ال principle بتاعة النسخ بدا حكينا على ال mathematical model اللي من خلاله", "tokens": [6027, 3794, 37440, 25894, 24793, 4032, 12602, 35571, 3660, 21984, 4032, 4724, 31747, 9307, 3224, 45595, 20498, 8032, 1863, 24793, 1211, 7187, 6055, 3794, 27884, 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"end": 152.0, "text": "عند نقطة C في كمان Rebellion Joint وفي عندى ال link عندى ال link على الجهة التانية", "tokens": [3615, 41260, 8717, 47432, 3660, 383, 8978, 9122, 2304, 7649, 1300, 7100, 313, 37866, 4032, 41185, 43242, 7578, 2423, 2113, 43242, 7578, 2423, 2113, 15844, 25724, 3224, 3660, 16712, 7649, 10632], "avg_logprob": -0.44140626210719347, "compression_ratio": 1.288659793814433, "no_speech_prob": 0.0, "words": [{"start": 132.84, "end": 133.18, "word": "عند", "probability": 0.416748046875}, {"start": 133.18, "end": 133.54, "word": " نقطة", "probability": 0.8982747395833334}, {"start": 133.54, "end": 133.8, "word": " C", "probability": 0.74951171875}, {"start": 133.8, "end": 134.0, "word": " في", "probability": 0.435302734375}, {"start": 134.0, "end": 134.36, "word": " كمان", "probability": 0.7212727864583334}, {"start": 134.36, "end": 134.88, "word": " Rebellion", "probability": 0.5313313802083334}, {"start": 134.88, "end": 135.36, "word": " Joint", "probability": 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على جهة تانية ال two sliders هذا ال connected by a link", "tokens": [6027, 39184, 2113, 13672, 1829, 10874, 14407, 11296, 34051, 2423, 2113, 3714, 43020, 8978, 3224, 26046, 23758, 26046, 7251, 1863, 11622, 1863, 4587, 8978, 2423, 2113, 29538, 4032, 41185, 3224, 4724, 43042, 3224, 26046, 15844, 10874, 3224, 3660, 6055, 7649, 10632, 2423, 732, 1061, 6936, 23758, 2423, 4582, 538, 257, 2113], "avg_logprob": -0.2457932600608239, "compression_ratio": 1.4726027397260273, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 157.46, "end": 157.8, "word": "الـ", "probability": 0.52142333984375}, {"start": 157.8, "end": 158.0, "word": " link", "probability": 0.84033203125}, {"start": 158.0, "end": 158.22, "word": " اللي", "probability": 0.5947265625}, {"start": 158.22, "end": 158.84, "word": " جواها", "probability": 0.85791015625}, {"start": 158.84, "end": 159.42, "word": " أو", "probability": 0.60107421875}, {"start": 159.42, "end": 159.58, "word": " ال", "probability": 0.92919921875}, 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ميسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنسترنست", "probability": 0.9609535468016432}], "temperature": 1.0}, {"id": 11, "seek": 30427, "start": 278.32, "end": 304.28, "text": "مع ال vertical لما تكون السيارة ماشية عدل فاسميها الزاوية Alpha هذه الزاوية Alpha الان هناخد ال Davis gear mechanism نفسها انا الشكل اريت كده اوضح من شكل الكتاب هذا شكل الكتاب", "tokens": [2304, 3615, 2423, 9429, 5296, 15042, 6055, 30544, 21136, 1829, 9640, 3660, 3714, 33599, 10632, 6225, 3215, 1211, 6156, 32277, 2304, 1829, 11296, 6024, 110, 995, 2407, 10632, 20588, 29538, 6024, 110, 995, 2407, 10632, 20588, 2423, 7649, 8032, 1863, 47283, 3215, 2423, 15658, 7394, 7513, 8717, 36178, 11296, 1975, 8315, 25124, 28820, 1975, 16572, 2655, 9122, 3215, 3224, 1975, 2407, 11242, 5016, 9154, 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"probability": 0.862548828125}, {"start": 283.12, "end": 284.28, "word": " Alpha", "probability": 0.422119140625}, {"start": 284.28, "end": 284.78, "word": " هذه", "probability": 0.2296142578125}, {"start": 284.78, "end": 285.34, "word": " الزاوية", "probability": 0.98310546875}, {"start": 285.34, "end": 288.46, "word": " Alpha", "probability": 0.90380859375}, {"start": 288.46, "end": 292.44, "word": " الان", "probability": 0.589111328125}, {"start": 292.44, "end": 293.56, "word": " هناخد", "probability": 0.890869140625}, {"start": 293.56, "end": 294.44, "word": " ال", "probability": 0.87353515625}, {"start": 294.44, "end": 294.98, "word": " Davis", "probability": 0.5732421875}, {"start": 294.98, "end": 295.62, "word": " gear", "probability": 0.5009765625}, {"start": 295.62, "end": 296.32, "word": " mechanism", "probability": 0.85107421875}, {"start": 296.32, "end": 300.74, "word": " نفسها", "probability": 0.8982747395833334}, {"start": 300.74, "end": 301.42, "word": " انا", "probability": 0.6246337890625}, {"start": 301.42, "end": 301.76, "word": " الشكل", "probability": 0.833740234375}, {"start": 301.76, "end": 301.9, "word": " اريت", "probability": 0.6267903645833334}, {"start": 301.9, "end": 302.02, "word": " كده", "probability": 0.6490071614583334}, {"start": 302.02, "end": 302.4, "word": " اوضح", "probability": 0.76055908203125}, {"start": 302.4, "end": 302.54, "word": " من", "probability": 0.61669921875}, {"start": 302.54, "end": 302.88, "word": " شكل", "probability": 0.95458984375}, {"start": 302.88, "end": 303.28, "word": " الكتاب", "probability": 0.9498697916666666}, {"start": 303.28, "end": 303.44, "word": " هذا", "probability": 0.462646484375}, {"start": 303.44, "end": 303.74, "word": " شكل", "probability": 0.982421875}, {"start": 303.74, "end": 304.28, "word": " الكتاب", "probability": 0.9842122395833334}], "temperature": 1.0}, {"id": 12, "seek": 33324, "start": 306.48, "end": 333.24, "text": "هذا ال front اكس هذا ال back اكس عندي pivot او rotational عن بيه وعندي rotation عن ايه وهي العجلة هذه كلها link واحدة link واحدة زي الجاية وهي العجل", "tokens": [3224, 15730, 2423, 1868, 1975, 4117, 3794, 23758, 2423, 646, 1975, 4117, 3794, 18871, 16254, 14538, 1975, 2407, 45420, 18871, 4724, 1829, 3224, 4032, 3615, 1863, 16254, 12447, 18871, 1975, 1829, 3224, 37037, 1829, 18863, 7435, 37977, 29538, 28242, 11296, 2113, 36764, 24401, 3660, 2113, 36764, 24401, 3660, 30767, 1829, 25724, 995, 10632, 37037, 1829, 18863, 7435, 1211], "avg_logprob": -0.261784968739849, "compression_ratio": 1.7067669172932332, "no_speech_prob": 0.0, "words": [{"start": 306.48, "end": 306.8, "word": "هذا", "probability": 0.861328125}, {"start": 306.8, "end": 306.94, "word": " ال", "probability": 0.79345703125}, {"start": 306.94, "end": 307.34, "word": " front", "probability": 0.86572265625}, {"start": 307.34, "end": 308.38, "word": " اكس", "probability": 0.68438720703125}, {"start": 308.38, "end": 309.26, "word": " هذا", "probability": 0.64599609375}, {"start": 309.26, "end": 309.42, "word": " ال", "probability": 0.978515625}, {"start": 309.42, "end": 309.72, "word": " back", "probability": 0.8779296875}, {"start": 309.72, "end": 310.76, "word": " اكس", "probability": 0.9417317708333334}, {"start": 310.76, "end": 311.54, "word": " عندي", "probability": 0.60858154296875}, {"start": 311.54, "end": 311.98, "word": " pivot", "probability": 0.865234375}, {"start": 311.98, "end": 312.38, "word": " او", "probability": 0.896240234375}, {"start": 312.38, "end": 313.24, "word": " rotational", "probability": 0.87841796875}, {"start": 313.24, "end": 314.36, "word": " عن", "probability": 0.67822265625}, {"start": 314.36, "end": 317.34, "word": " بيه", "probability": 0.5970865885416666}, {"start": 317.34, "end": 318.16, "word": " وعندي", "probability": 0.769287109375}, {"start": 318.16, "end": 318.74, "word": " rotation", "probability": 0.9130859375}, {"start": 318.74, "end": 320.38, "word": " عن", "probability": 0.888671875}, {"start": 320.38, 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"probability": 0.9845377604166666}], "temperature": 1.0}, {"id": 13, "seek": 36917, "start": 339.59, "end": 369.17, "text": "عالجهة التانية ال link هذه ماسك العجل على الجهة التانية هذا ال link ولا ال link قطعة واحدة في slider هذا ال slider slide بالنسبة لل link هذه", "tokens": [3615, 6027, 7435, 3224, 3660, 16712, 7649, 10632, 2423, 2113, 29538, 19446, 3794, 4117, 18863, 7435, 1211, 15844, 25724, 3224, 3660, 16712, 7649, 10632, 23758, 2423, 2113, 49429, 2423, 2113, 12174, 9566, 27884, 36764, 24401, 3660, 8978, 26046, 23758, 2423, 26046, 4137, 20666, 1863, 35457, 3660, 24976, 2113, 29538], "avg_logprob": -0.2574999940395355, "compression_ratio": 1.76, "no_speech_prob": 0.0, "words": [{"start": 339.59, "end": 340.11, "word": "عالجهة", "probability": 0.7451416015625}, {"start": 340.11, "end": 340.45, "word": " التانية", "probability": 0.9876302083333334}, {"start": 340.45, "end": 340.61, "word": " ال", "probability": 0.587890625}, {"start": 340.61, "end": 340.85, "word": " link", "probability": 0.9404296875}, {"start": 340.85, "end": 341.27, "word": " هذه", "probability": 0.54931640625}, {"start": 341.27, "end": 342.43, "word": " ماسك", "probability": 0.739013671875}, {"start": 342.43, "end": 342.79, "word": " العجل", "probability": 0.8955078125}, {"start": 342.79, "end": 342.93, "word": " على", "probability": 0.30126953125}, {"start": 342.93, "end": 343.15, "word": " الجهة", "probability": 0.93017578125}, {"start": 343.15, "end": 343.67, "word": " التانية", "probability": 0.994140625}, {"start": 343.67, "end": 348.47, "word": " هذا", "probability": 0.393798828125}, {"start": 348.47, "end": 348.59, "word": " ال", "probability": 0.70458984375}, {"start": 348.59, "end": 348.75, "word": " link", "probability": 0.9833984375}, {"start": 348.75, "end": 348.93, "word": " ولا", "probability": 0.2568359375}, {"start": 348.93, "end": 349.09, "word": " ال", "probability": 0.66064453125}, {"start": 349.09, "end": 349.21, "word": " link", "probability": 0.97314453125}, 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0.754638671875}, {"start": 2360.15, "end": 2360.77, "word": " الزاوية", "probability": 0.90126953125}, {"start": 2360.77, "end": 2360.95, "word": " اللى", "probability": 0.38592529296875}, {"start": 2360.95, "end": 2361.17, "word": " بتكون", "probability": 0.885009765625}, {"start": 2361.17, "end": 2361.29, "word": " انها", "probability": 0.4150238037109375}, {"start": 2361.29, "end": 2361.71, "word": " acceleration", "probability": 0.43017578125}, {"start": 2361.71, "end": 2362.17, "word": " اياش", "probability": 0.4477335611979167}, {"start": 2362.17, "end": 2363.47, "word": " maximum", "probability": 0.72900390625}, {"start": 2363.47, "end": 2364.37, "word": " وبعدين", "probability": 0.79736328125}, {"start": 2364.37, "end": 2364.65, "word": " برجع", "probability": 0.9025065104166666}, {"start": 2364.65, "end": 2364.99, "word": " اعوض", "probability": 0.80224609375}, {"start": 2364.99, "end": 2365.13, "word": " في", "probability": 0.7587890625}, {"start": 2365.13, "end": 2365.67, "word": " المعادلة", "probability": 0.9742431640625}, {"start": 2365.67, "end": 2366.03, "word": " هذه", "probability": 0.64111328125}, {"start": 2366.03, "end": 2366.77, "word": " هتكون", "probability": 0.8515625}, {"start": 2366.77, "end": 2367.07, "word": " عملية", "probability": 0.9791666666666666}, {"start": 2367.07, "end": 2367.43, "word": " طويلة", "probability": 0.9327392578125}, {"start": 2367.43, "end": 2367.73, "word": " كتير", "probability": 0.9625651041666666}, {"start": 2367.73, "end": 2368.87, "word": " عشان", "probability": 0.9763997395833334}, {"start": 2368.87, "end": 2369.33, "word": " احسب", "probability": 0.9348958333333334}], "temperature": 1.0}, {"id": 85, "seek": 239936, "start": 2370.14, "end": 2399.36, "text": "و اكتشف تكون ال acceleration maximum بالداشتق اللي هي ال acceleration بالنسبة للزمن و أسويها لل zero و من المعادلة هذه بحسب theta at which the angular acceleration is maximum و بعدين بعوضها في المعادلة كمان مرة فهدف زيها بتعطينا ال angle at which the angular acceleration is maximum اللي هي cosine two theta ستة و اتنين sin square alpha على اتنين ما انقص sin square alpha هذه هي ال condition for maximum angular acceleration", "tokens": [2407, 1975, 4117, 2655, 8592, 5172, 6055, 30544, 2423, 17162, 6674, 20666, 3215, 33599, 2655, 4587, 13672, 1829, 39896, 2423, 17162, 20666, 1863, 35457, 3660, 24976, 11622, 27842, 4032, 5551, 3794, 45865, 11296, 24976, 4018, 4032, 9154, 9673, 3615, 18513, 37977, 29538, 4724, 5016, 35457, 9725, 412, 597, 264, 24413, 17162, 307, 6674, 4032, 39182, 9957, 4724, 3615, 2407, 11242, 11296, 8978, 9673, 3615, 18513, 37977, 9122, 2304, 7649, 3714, 25720, 6156, 3224, 3215, 5172, 30767, 1829, 11296, 39894, 3615, 9566, 1829, 8315, 2423, 5802, 412, 597, 264, 24413, 17162, 307, 6674, 13672, 1829, 39896, 23565, 732, 9725, 8608, 2655, 3660, 4032, 1975, 2655, 1863, 9957, 3343, 3732, 8961, 15844, 1975, 2655, 1863, 9957, 19446, 16472, 4587, 9381, 3343, 3732, 8961, 29538, 39896, 2423, 4188, 337, 6674, 24413, 17162], 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"word": " theta", "probability": 0.50390625}, {"start": 2378.34, "end": 2378.9, "word": " at", "probability": 0.93408203125}, {"start": 2378.9, "end": 2379.22, "word": " which", "probability": 0.96240234375}, {"start": 2379.22, "end": 2379.36, "word": " the", "probability": 0.61181640625}, {"start": 2379.36, "end": 2379.5, "word": " angular", "probability": 0.81298828125}, {"start": 2379.5, "end": 2379.86, "word": " acceleration", "probability": 0.90625}, {"start": 2379.86, "end": 2380.34, "word": " is", "probability": 0.91259765625}, {"start": 2380.34, "end": 2381.06, "word": " maximum", "probability": 0.9609375}, {"start": 2381.06, "end": 2381.48, "word": " و", "probability": 0.387939453125}, {"start": 2381.48, "end": 2381.7, "word": " بعدين", "probability": 0.933837890625}, {"start": 2381.7, "end": 2382.06, "word": " بعوضها", "probability": 0.679052734375}, {"start": 2382.06, "end": 2382.14, "word": " في", "probability": 0.884765625}, {"start": 2382.14, "end": 2382.54, "word": " المعادلة", "probability": 0.990966796875}, {"start": 2382.54, "end": 2382.94, "word": " كمان", "probability": 0.9025065104166666}, {"start": 2382.94, "end": 2383.26, "word": " مرة", "probability": 0.983642578125}, {"start": 2383.26, "end": 2385.12, "word": " فهدف", "probability": 0.9052734375}, {"start": 2385.12, "end": 2385.28, "word": " زيها", "probability": 0.4981282552083333}, {"start": 2385.28, "end": 2385.68, "word": " بتعطينا", "probability": 0.84521484375}, {"start": 2385.68, "end": 2386.04, "word": " ال", "probability": 0.85400390625}, {"start": 2386.04, "end": 2386.96, "word": " angle", "probability": 0.8525390625}, {"start": 2386.96, "end": 2387.2, "word": " at", "probability": 0.96044921875}, {"start": 2387.2, "end": 2387.54, "word": " which", "probability": 0.962890625}, {"start": 2387.54, "end": 2387.7, "word": " the", "probability": 0.69873046875}, {"start": 2387.7, "end": 2387.84, "word": " angular", "probability": 0.81201171875}, {"start": 2387.84, "end": 2388.18, "word": " acceleration", "probability": 0.888671875}, {"start": 2388.18, "end": 2388.56, "word": " is", "probability": 0.9375}, {"start": 2388.56, "end": 2389.08, "word": " maximum", "probability": 0.95556640625}, {"start": 2389.08, "end": 2389.28, "word": " اللي", "probability": 0.7744140625}, {"start": 2389.28, "end": 2389.4, "word": " هي", "probability": 0.9296875}, {"start": 2389.4, "end": 2389.68, "word": " cosine", "probability": 0.63916015625}, {"start": 2389.68, "end": 2389.94, "word": " two", "probability": 0.5009765625}, {"start": 2389.94, "end": 2390.2, "word": " theta", "probability": 0.87353515625}, {"start": 2390.2, "end": 2390.42, "word": " ستة", "probability": 0.4021199544270833}, {"start": 2390.42, "end": 2390.48, "word": " و", "probability": 0.80224609375}, {"start": 2390.48, "end": 2390.72, "word": " اتنين", "probability": 0.9373779296875}, {"start": 2390.72, "end": 2390.96, "word": " sin", "probability": 0.41259765625}, {"start": 2390.96, "end": 2391.44, "word": " square", "probability": 0.50830078125}, {"start": 2391.44, "end": 2392.5, "word": " alpha", "probability": 0.46240234375}, {"start": 2392.5, "end": 2393.3, "word": " على", "probability": 0.548828125}, {"start": 2393.3, "end": 2393.82, "word": " اتنين", "probability": 0.9727783203125}, {"start": 2393.82, "end": 2394.04, "word": " ما", "probability": 0.264892578125}, {"start": 2394.04, "end": 2394.28, "word": " انقص", "probability": 0.7038981119791666}, {"start": 2394.28, "end": 2394.46, "word": " sin", "probability": 0.35791015625}, {"start": 2394.46, "end": 2394.86, "word": " square", "probability": 0.79150390625}, {"start": 2394.86, "end": 2395.58, "word": " alpha", "probability": 0.72998046875}, {"start": 2395.58, "end": 2395.9, "word": " هذه", "probability": 0.7216796875}, {"start": 2395.9, "end": 2396.06, "word": " هي", "probability": 0.64208984375}, {"start": 2396.06, "end": 2396.12, "word": " ال", "probability": 0.8466796875}, {"start": 2396.12, "end": 2396.46, "word": " condition", "probability": 0.984375}, {"start": 2396.46, "end": 2396.82, "word": " for", "probability": 0.9658203125}, {"start": 2396.82, "end": 2397.44, "word": " maximum", "probability": 0.9091796875}, {"start": 2397.44, "end": 2398.34, "word": " angular", "probability": 0.90380859375}, {"start": 2398.34, "end": 2399.36, "word": " acceleration", "probability": 0.88427734375}], "temperature": 1.0}, {"id": 86, "seek": 241796, "start": 2402.05, "end": 2417.97, "text": "الانواع ده فيه تذبذب في الصراع بين minimum value و maximum value ما انت فيه مثلا maximum fluctuation of speed omega 1 max minus omega 1 minimum بطرح ال maximum minus minimum اللي هي omega", "tokens": [6027, 7649, 14407, 3615, 11778, 3224, 8978, 3224, 6055, 8848, 3555, 8848, 3555, 8978, 31767, 23557, 3615, 49374, 7285, 2158, 4032, 6674, 2158, 19446, 16472, 2655, 8978, 3224, 50113, 15040, 6674, 23448, 16073, 295, 3073, 10498, 502, 11469, 3175, 10498, 502, 7285, 4724, 9566, 2288, 5016, 2423, 6674, 3175, 7285, 13672, 1829, 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"end": 2407.35, "word": " maximum", "probability": 0.9384765625}, {"start": 2407.35, "end": 2407.89, "word": " value", "probability": 0.99462890625}, {"start": 2407.89, "end": 2408.49, "word": " ما", "probability": 0.1717529296875}, {"start": 2408.49, "end": 2408.63, "word": " انت", "probability": 0.6265869140625}, {"start": 2408.63, "end": 2408.83, "word": " فيه", "probability": 0.933349609375}, {"start": 2408.83, "end": 2409.05, "word": " مثلا", "probability": 0.6650390625}, {"start": 2409.05, "end": 2409.43, "word": " maximum", "probability": 0.92333984375}, {"start": 2409.43, "end": 2410.13, "word": " fluctuation", "probability": 0.93994140625}, {"start": 2410.13, "end": 2410.39, "word": " of", "probability": 0.96337890625}, {"start": 2410.39, "end": 2411.19, "word": " speed", "probability": 0.77197265625}, {"start": 2411.19, "end": 2412.63, "word": " omega", "probability": 0.389892578125}, {"start": 2412.63, "end": 2413.13, "word": " 1", "probability": 0.476806640625}, {"start": 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" joint", "probability": 0.7265625}, {"start": 2619.57, "end": 2620.45, "word": " عشان", "probability": 0.9347330729166666}, {"start": 2620.45, "end": 2621.89, "word": " يلغوا", "probability": 0.95751953125}, {"start": 2621.89, "end": 2622.89, "word": " أو", "probability": 0.378662109375}, {"start": 2622.89, "end": 2623.43, "word": " يخلوا", "probability": 0.9295654296875}, {"start": 2623.43, "end": 2623.97, "word": " ال", "probability": 0.452392578125}, {"start": 2623.97, "end": 2624.53, "word": " input", "probability": 0.9775390625}, {"start": 2624.53, "end": 2624.95, "word": " speed", "probability": 0.95361328125}, {"start": 2624.95, "end": 2625.57, "word": " بالساوية", "probability": 0.729345703125}, {"start": 2625.57, "end": 2625.87, "word": " ال", "probability": 0.49365234375}, {"start": 2625.87, "end": 2626.19, "word": " output", "probability": 0.95703125}, {"start": 2626.19, "end": 2627.53, "word": " speed", "probability": 0.9130859375}, {"start": 2627.53, "end": 2634.59, 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ال", "probability": 0.394775390625}, {"start": 2702.01, "end": 2702.39, "word": " output", "probability": 0.2666015625}, {"start": 2702.39, "end": 2702.83, "word": " فيه", "probability": 0.759521484375}, {"start": 2702.83, "end": 2703.33, "word": " flywheel", "probability": 0.915283203125}], "temperature": 1.0}, {"id": 98, "seek": 273132, "start": 2705.42, "end": 2731.32, "text": "في الـ flywheel مشوية على الـ output shelter of mass twelve kilogram ال mass بتاعة ال flywheel اتناشر كيلو جرام وال rate of gyration مية اللي هو ال K اللي هي point واحد متر", "tokens": [41185, 2423, 39184, 3603, 22830, 37893, 2407, 10632, 15844, 2423, 39184, 5598, 13341, 295, 2758, 14390, 21741, 2423, 2758, 39894, 995, 27884, 2423, 3603, 22830, 1975, 2655, 1863, 33599, 2288, 9122, 26895, 2407, 10874, 2288, 10943, 16070, 3314, 295, 15823, 2405, 3714, 10632, 13672, 1829, 31439, 2423, 591, 13672, 1829, 39896, 935, 36764, 24401, 44650, 2288], "avg_logprob": -0.37006579783924837, "compression_ratio": 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"end": 2895.61, "word": " بتاعك", "probability": 0.70556640625}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2895.78375, "duration_after_vad": 2633.8374999999874} \ No newline at end of file diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o.srt new file mode 100644 index 0000000000000000000000000000000000000000..0117cec3941901b89210f7c24f496e952d0a3f97 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o.srt @@ -0,0 +1,1495 @@ +1 +00:00:05,250 --> 00:00:09,050 +السلام عليكم ورحمة الله وبركاته اليوم هنكمل في + +2 +00:00:09,050 --> 00:00:13,350 +مادة نظرية الآلات هنكمل في شبتر خمسة عشر inertia + +3 +00:00:13,350 --> 00:00:20,110 +forces in reciprocating parts في المحاضرات السابقة + +4 +00:00:20,110 --> 00:00:23,870 +عملنا displacement velocity acceleration analysis + +5 +00:00:23,870 --> 00:00:26,130 +لـ slotted crank mechanism + +6 +00:00:32,310 --> 00:00:37,010 +حلينا مجموعة من الأمثلة بعدين عملنا force analysis + +7 +00:00:37,010 --> 00:00:40,330 +بعدين من عند الـ piston وانتقلنا الـ piston لـ الـ + +8 +00:00:40,330 --> 00:00:42,850 +connecting rod و من الـ connecting rod لـ الـ crank + +9 +00:00:42,850 --> 00:00:46,570 +عند الـ piston حسبنا الـ piston effort و من الـ + +10 +00:00:46,570 --> 00:00:49,650 +piston effort حسبنا الـ force المنتقلة عبر الـ + +11 +00:00:49,650 --> 00:00:54,590 +connecting rod Fq Fq بعدين عند الـ crank حللناها + +12 +00:00:54,590 --> 00:01:00,020 +لمركبتين مركبة في اتجاه الـ crank FB ومراكبة عمودية + +13 +00:01:00,020 --> 00:01:03,960 +على كرانك FT بعدين حسبنا الـ torque at the crank + +14 +00:01:03,960 --> 00:01:07,980 +اللي هو FT في الـ radius بتاع الـ crank ووصلنا + +15 +00:01:07,980 --> 00:01:14,120 +لمعادلة لتورك + +16 +00:01:14,120 --> 00:01:17,000 +اللي هو بيساوي الـ piston effort في الـ radius في + +17 +00:01:17,000 --> 00:01:21,760 +sin θ زي sin 2θ على 2N حلينا examples + +18 +00:01:27,650 --> 00:01:38,210 +بعدين حكينا عن الـ compound pendulum حسبنا + +19 +00:01:38,210 --> 00:01:43,210 +زمن الدوري أو جيبنا معادلة لزمن الدوري للـ pendulum + +20 +00:01:43,210 --> 00:01:47,650 +as a function of rate of generation للـ compound + +21 +00:01:47,650 --> 00:01:54,240 +pendulumوالمسافة من نقطة التعليق إذا عملنا تجربة و + +22 +00:01:54,240 --> 00:01:57,820 +قصدنا فيها اهتزاز أو oscillation للـ compound + +23 +00:01:57,820 --> 00:02:04,700 +pendulum ممكن هذه احد الطرق لقياس + +24 +00:02:04,700 --> 00:02:09,440 +أو حسابه الـ momentum inertia بطريقة تجريبية + +25 +00:02:13,310 --> 00:02:16,810 +بعدين شفنا كيف ممكن الجسم أحاوله لـ two point + +26 +00:02:16,810 --> 00:02:23,730 +masses لـ two equivalent masses عند أطرافه عشان + +27 +00:02:23,730 --> 00:02:27,170 +يكون الـ two .. two mass system equivalent للـ one + +28 +00:02:27,170 --> 00:02:31,790 +rigid body system لازم أولًا مجموع الـ two masses + +29 +00:02:31,790 --> 00:02:35,680 +يكون يساوي الـ mass بتاعة الـ rigid body بعدين الـ + +30 +00:02:35,680 --> 00:02:40,740 +moment عزم الـ .. الـ .. الـ .. الـ masses حوالين مركز + +31 +00:02:40,740 --> 00:02:46,020 +الثقل بيساوي ايش؟ Zero و رقم تلاتة الـ total moment + +32 +00:02:46,020 --> 00:02:49,040 +of inertia للـ two masses حوالين مركز الثقل هو نفس + +33 +00:02:49,040 --> 00:02:51,300 +الـ moment of inertia للـ .. للـ rigid body حوالين + +34 +00:02:51,300 --> 00:02:56,760 +مركز ثقله و باستخدام الشروط هذه جيبنا معادلة لـ + +35 +00:02:56,760 --> 00:03:02,620 +.. للـ M واحد و M اثنين و L واحد و L اثنين + +36 +00:03:10,210 --> 00:03:19,970 +حلنا أمثلة اليوم هنكمل طبعًا + +37 +00:03:19,970 --> 00:03:26,370 +في حالة الـ connecting rod عمليًا بيروح + +38 +00:03:26,370 --> 00:03:36,010 +بيحط one mass at one end يعني بيحط one mass هنا و + +39 +00:03:36,010 --> 00:03:43,000 +one mass هنا الآن حسابيًا أنت بيكون تحط mass هنا و + +40 +00:03:43,000 --> 00:03:46,340 +نحسب الـ location of الـ other mass و قيمتها صح ما + +41 +00:03:46,340 --> 00:03:51,420 +كانت تيجي هنا ما كانت تيجي هنا مظبوط لكن أنا ممكن + +42 +00:03:51,420 --> 00:03:55,940 +أحكي لأ بدي احط mass هنا و mass هنا يعني أنا فرض + +43 +00:03:55,940 --> 00:03:59,740 +عليه الآن ممكن أحقق الشرط الأول والثاني أن الشرط + +44 +00:03:59,740 --> 00:04:01,980 +الأول اللي هو مجموعة الـ two masses يستوي الـ mass اللي + +45 +00:04:01,980 --> 00:04:07,240 +كلها على الـ connecting rod هذا بتحقق الـ moment of + +46 +00:04:08,310 --> 00:04:10,950 +the two masses about the center of gravity بتحقق + +47 +00:04:10,950 --> 00:04:16,830 +لكن شرط أن الـ moment of inertia .. الـ moment of inertia للتو + +48 +00:04:16,830 --> 00:04:21,270 +masses حوالي مركز الثقل مش هيساوي الـ moment of inertia + +49 +00:04:21,270 --> 00:04:26,750 +للجسم يعني هتحقق شرطين .. هتحقق شرطين بس الشرط + +50 +00:04:26,750 --> 00:04:30,290 +الثالث مش هيتحقق وبالتالي في الحالة هذه بحتاج نعمل + +51 +00:04:30,290 --> 00:04:32,530 +some correction يعني + +52 +00:04:34,640 --> 00:04:38,300 +when two masses are placed arbitrarily يعني حطوا + +53 +00:04:38,300 --> 00:04:41,680 +بشكل عشوائي حاطيت واحدة يعني واحدة هنا ممكن أحقق + +54 +00:04:41,680 --> 00:04:46,880 +الشرط اللي هو M واحد زائد M اثنين بيساوي M و M واحد + +55 +00:04:46,880 --> 00:04:49,780 +طبعًا المعادلة هذه الكتاب هذه عادة الكتاب مش صح + +56 +00:04:49,780 --> 00:04:56,880 +المعادلة أنا عندي هاي هاي الجسم هاي مركز ثقل G + +57 +00:04:56,880 --> 00:04:58,760 +عشان أعمل + +58 +00:05:10,190 --> 00:05:17,370 +بحيث أن M1 زائد M2 بيساوي total massو M1L1 بيساوي + +59 +00:05:17,370 --> 00:05:25,210 +M2L2 و M1L1 تربيع زائد M2L2 تربيع بيساوي MKG تربيع + +60 +00:05:25,210 --> 00:05:30,370 +تلات شروط لكن لو أنا حطيت mass and location A و + +61 +00:05:30,370 --> 00:05:35,550 +another location D other than B بيبقى ألتلاتة + +62 +00:05:35,550 --> 00:05:43,290 +بسيان دي M1 لسه ما زال M1 زائد M2 بيساوي M + +63 +00:05:47,700 --> 00:05:59,640 +M1L1 M2L3 M2L3 + +64 +00:05:59,640 --> 00:06:11,220 +M2L3 M2L3 M2L3 + +65 +00:06:12,920 --> 00:06:15,300 +هذا some other location يعني أنا لو حد connecting + +66 +00:06:15,300 --> 00:06:19,700 +rod أنا + +67 +00:06:19,700 --> 00:06:24,740 +كنت أحط mass هنا أضغط وأحسب الـ location بتاع الـ + +68 +00:06:24,740 --> 00:06:29,420 +mass الثانية وقيمتها هذه الاثنين ما كانت تيجي في + +69 +00:06:29,420 --> 00:06:34,540 +المركز الثاني أنا بدأت أفرض أحط الـ mass في المركز + +70 +00:06:34,540 --> 00:06:39,580 +الثاني لأ + +71 +00:06:39,580 --> 00:06:44,120 +مستحيل تكون نفسها بتكونش نفسها مستحيل تكون نفسها + +72 +00:06:44,120 --> 00:06:48,860 +لإن اختلفت المسافة فهتكون عندك M1 M2 بيساوي M في + +73 +00:06:48,860 --> 00:06:55,780 +كل أحوال سواء كانت M2 في D أو في ND لكن M2 هي نفس M3 + +74 +00:06:55,780 --> 00:07:03,520 +M2 هي نفس M3 آه فهتكون M1 L1 بيساوي M2 L3 بدك تسمي + +75 +00:07:03,520 --> 00:07:10,580 +M3 بصير الآن + +76 +00:07:10,990 --> 00:07:15,710 +M1 الواحد + +77 +00:07:15,710 --> 00:07:30,430 +تربيع زائد M2 التلاتة تربيع لا تساوي مكج تربيع في + +78 +00:07:30,430 --> 00:07:36,110 +الحالة هذه بشكل عام M1 الواحد تربيع زائد M2 التلاتة + +79 +00:07:36,110 --> 00:07:45,810 +تربيع بساوي مكج لكن M1L1 تربيع زائد M2 L2 تربيع + +80 +00:07:45,810 --> 00:07:53,970 +بتساوي MKG تربيع بحيث موقع M2 مش أنا فرض و فرض + +81 +00:07:53,970 --> 00:07:59,370 +بحسبه حساب عشان أحقق الـ condition هذا في الحالة + +82 +00:07:59,370 --> 00:08:04,310 +هذه لما حطيت الـ M2 عندي أنا ما حسبت حكيت أنا بده + +83 +00:08:04,310 --> 00:08:10,250 +أحطه هنا فرضت فرض واضح طيب + +84 +00:08:14,990 --> 00:08:20,350 +الآن الـ I واحد + +85 +00:08:20,350 --> 00:08:23,210 +للـ system دي ده سامع I واحد ممكنش للـ system دي حد + +86 +00:08:23,210 --> 00:08:33,350 +يقول M واحد ال واحد تربيع زائد M اثنين ال تلاتة + +87 +00:08:33,350 --> 00:08:40,230 +تربيع والـ + +88 +00:08:40,230 --> 00:08:48,450 +K واحد والـ new rate of generation بتساوي K واحد + +89 +00:08:48,450 --> 00:08:59,990 +تربيع M والـ I الأصلية اللي بتساوي M واحد L واحد + +90 +00:08:59,990 --> 00:09:08,450 +تربيع زائد M اثنين L اثنين تربيع بتساوي KJ تربيع M + +91 +00:09:14,660 --> 00:09:19,220 +إذا كان الـ connecting rod بتحرك + +92 +00:09:19,220 --> 00:09:25,840 +بعجلة زاوية Alpha بيكون الـ torque يساوي I في Alpha + +93 +00:09:25,840 --> 00:09:30,920 +الـ torque بيكون يساوي I في Alpha يعني مستوى الـ I + +94 +00:09:30,920 --> 00:09:35,120 +بيساوي M KG تربيع في Alpha الآن إذا استبدلت الـ + +95 +00:09:35,120 --> 00:09:42,680 +mass بـ two masses one mass is located at Aوالـ other + +96 +00:09:42,680 --> 00:09:47,640 +mass أنا فرضتها فرض حاطيتها عند D حاطيتها عند D الـ + +97 +00:09:47,640 --> 00:09:51,380 +torque الناتج عن الـ two mass system اللي هو سميت T + +98 +00:09:51,380 --> 00:09:55,220 +I بيساوي T واحد بيساوي I واحد في Alpha و I واحد + +99 +00:09:55,220 --> 00:09:59,900 +بيساوي M K واحد تربيع في Alpha الآن الـ T واحد + +100 +00:09:59,900 --> 00:10:06,880 +بيساوي ايش؟ الـ T بيساوي ايش؟ الـ T الـ T واحد هيكون أكبر من + +101 +00:10:06,880 --> 00:10:10,320 +الـ T مانعته في بينهم فرق difference بيسميه T prime + +102 +00:10:12,040 --> 00:10:18,320 +بصوت T1-T بأعوض عن T واحد M K واحد تربيع في Alpha + +103 +00:10:18,320 --> 00:10:24,700 +بأعوض عن T M KG تربيع في Alpha هاخد M M و Alpha + +104 +00:10:24,700 --> 00:10:28,380 +همشترك بيصير M و Alpha يكون عندك K واحد تربيع + +105 +00:10:28,380 --> 00:10:33,720 +ناقص KG تربيع في Alpha الآن إذا أنا فرضت الـ two + +106 +00:10:33,720 --> 00:10:36,600 +mass عشان يكون two mass system equivalent لازم + +107 +00:10:36,600 --> 00:10:39,740 +أعمل correction لما صار نسبة خطأ ناس صارت نسبة خطأ + +108 +00:10:39,740 --> 00:10:44,390 +لأنه فرضت المكان حكيت له أنتوا الـ mass هاي واحدة هنا + +109 +00:10:44,390 --> 00:10:48,190 +و الثاني أبدأ أحطك هنا لإن أنا ما بعملش complete + +110 +00:10:48,190 --> 00:10:51,810 +equivalence بعمل equivalence من ناحية sum of + +111 +00:10:51,810 --> 00:10:55,330 +masses equivalent بعمل equivalence من ناحية moment + +112 +00:10:55,330 --> 00:10:59,150 +حوالي مركز الثقل لكن ما بعمل equivalence لـ moment of + +113 +00:10:59,150 --> 00:11:03,370 +inertia وبالتالي محتاج أعمل correction couple في + +114 +00:11:03,370 --> 00:11:06,550 +الـ analysis بتاعي اللي هو T prime سواء K واحد أو + +115 +00:11:06,550 --> 00:11:12,610 +يابانس كجي تربيع في Alpha زي ما حكينا الـ T Prime + +116 +00:11:12,610 --> 00:11:18,590 +بيساوي T1 ناقص T T1 هو M K1 تربيع في Alpha K1 ايش + +117 +00:11:18,590 --> 00:11:27,710 +هو؟ K1 الـ radius of gyration الجديد لـ M1 و M3 ناقص + +118 +00:11:27,710 --> 00:11:32,950 +M KG تربيع في Alpha KG القديمة الـ KG الأصلية الـ KG + +119 +00:11:32,950 --> 00:11:36,850 +تربيع بيساوي L1 في L2 نفكر إننا اشتقناها برضه + +120 +00:11:36,850 --> 00:11:44,810 +هتطلع الـ K1 تربيع L1 في L3 بأعوض عن K1 و KG هتصبح T' + +121 +00:11:44,930 --> 00:11:50,070 +يصبح M في Alpha في L1 L3 في L1 ناقص L1 L2 آخد L1 + +122 +00:11:50,070 --> 00:11:56,710 +مشترك يصبح M L1 في L3 ناقص L2 هاي L3 وهي L2 هاي + +123 +00:11:56,710 --> 00:12:07,050 +الفرق بينهم هذا الـ T' طبعًا L3 ناقص L3 ناقص L2 + +124 +00:12:07,050 --> 00:12:12,210 +يساوي المسافة هذه صح؟ اللي هي بتساوي كل المسافة هذه + +125 +00:12:12,210 --> 00:12:16,410 +ناقص كل المسافة هذه اللي هي Lsmall ناقص Lcapital + +126 +00:12:16,410 --> 00:12:22,490 +لنشوف + +127 +00:12:22,490 --> 00:12:26,610 +نحّل الـ exam بس عشان نتعوّد على exam الحساب نتعوّد على + +128 +00:12:26,610 --> 00:12:27,150 +المعادلة + +129 +00:12:40,010 --> 00:12:44,230 +عند الـ connecting rod كتلته + +130 +00:12:44,230 --> 00:12:48,590 +اثنين + +131 +00:12:48,590 --> 00:12:58,630 +كيلو جرام اثنين + +132 +00:12:58,630 --> 00:12:59,330 +كيلو جرام اثنين كيلو جرام اثنين كيلو جرام اثنين + +133 +00:12:59,330 --> 00:13:00,350 +كيلو جرام اثنين كيلو جرام اثنين كيلو جرام اثنين + +134 +00:13:00,350 --> 00:13:00,370 +كيلو جرام اثنين كيلو جرام اثنين كيلو جرام اثنين + +135 +00:13:00,370 --> 00:13:05,450 +كيلو جرام اثنين كيلو جرام اثنين the center of + +136 +00:13:05,450 --> 00:13:08,070 +gravity falls at a point one hundred millimeters + +137 +00:13:08,070 --> 00:13:13,310 +from the gudgeon pin يعني هذه المسافة مائة ملي + +138 +00:13:13,310 --> 00:13:15,270 +الواحد بالثانية مائة ملي + +139 +00:13:26,760 --> 00:13:29,700 +radius of gyration about an axis through the + +140 +00:13:29,700 --> 00:13:31,660 +center of gravity in order to plane of rotation is + +141 +00:13:31,660 --> 00:13:32,640 +110 mm + +142 +00:13:48,440 --> 00:13:51,460 +Find equivalent dynamic system if only one of + +143 +00:13:51,460 --> 00:13:54,200 +masses is located at the gudgeon on both sides جيب + +144 +00:13:54,200 --> 00:13:57,560 +بالطريقة التقليدية two masses يكون الـ system لهذا + +145 +00:13:57,560 --> 00:14:06,220 +الـ system أنا هحط mass هنا M واحد و mass أنا هتكون + +146 +00:14:06,220 --> 00:14:12,440 +هنا اللي هي M اثنين وهذا هتكون ايش قل اثنين + +147 +00:14:16,490 --> 00:14:19,910 +أخو المعطيني الـ KG أولًا الـ L1 معروف والـ KG معروف + +148 +00:14:19,910 --> 00:14:26,910 +معناته ممكن أحسب L2 صح؟ الـ KG تربيع بيساوي + +149 +00:14:26,910 --> 00:14:34,050 +L1 L2 معناته L2 تساوي الـ KG تربيع اللي هي 110 في + +150 +00:14:34,050 --> 00:14:41,030 +110 على L1 ياش 100 هتطلع كم؟ 121 + +151 +00:14:43,710 --> 00:14:47,810 +مليمتر فالمسافة هنا هي أكمل احنا حكينا هذه مائة و + +152 +00:14:47,810 --> 00:14:54,310 +خمسين فهذه مائة وخمسين فهذه مائة وخمسين صح؟ + +153 +00:14:54,310 --> 00:14:57,450 +مائة + +154 +00:14:57,450 --> 00:15:02,690 +وخمسين يعني في فرق في مسافة هنا صح؟ من جاب الـ + +155 +00:15:02,690 --> 00:15:11,150 +center فهذا بيكون فعلاً equivalent الـ M واحد حسابه + +156 +00:15:11,150 --> 00:15:17,300 +الـ M اثنين على M واحد زائد M اثنين اللي هي الـ خلينا + +157 +00:15:17,300 --> 00:15:26,260 +نسميها ألف هتكون M واحد زائد M اثنين اللي هي مائة + +158 +00:15:26,260 --> 00:15:34,240 +زائد مائة وواحد وعشرين بالثومتين واحد وعشرين ميلي متر + +159 +00:15:34,240 --> 00:15:39,720 +في M هتكون عندي M اثنين اللي هي مائة وواحد وعشرين + +160 +00:15:41,830 --> 00:15:50,570 +على اثنين وواحد وعشرين في اثنين واحد + +161 +00:15:50,570 --> 00:16:00,030 +وإنتم سفر تسعة وخمس كيلو جرام معناته M اثنين هتكون + +162 +00:16:00,030 --> 00:16:11,450 +M يعني هتكون 0.95 كيلو جرام + +163 +00:16:12,980 --> 00:16:18,720 +هذا M1 و M2 هذا بيكون الـ system مقاومة M1 و M2 الـ + +164 +00:16:18,720 --> 00:16:26,320 +M1 located at this position و M2 مقاومة في هذا + +165 +00:16:26,320 --> 00:16:31,560 +المكان وهذا بيكون completely equivalent للرد هذا + +166 +00:16:31,560 --> 00:16:36,500 +يعني تلات شروط اتحقّقت اللي هي two masses مجموعهم اللي + +167 +00:16:36,500 --> 00:16:39,180 +هو اثنين كيلو جرام الـ moment of inertia حوالين + +168 +00:16:39,180 --> 00:16:42,180 +المركز ثقل للمس هذه بيساوي الـ moment of inertia للمس + +169 +00:16:42,180 --> 00:16:46,400 +الثانية الـ moment of inertia اللي ناتج عن M1 M2 هي نفس + +170 +00:16:46,400 --> 00:16:52,680 +الـ moment of inertia للمس الكلية اتحقق كل الشرط المطلوب + +171 +00:16:52,680 --> 00:16:58,040 +الثاني if the connecting rod is replaced by two + +172 +00:16:58,040 --> 00:17:02,420 +masses إذا تم استبدال الـ connecting rod بكتلتين one + +173 +00:17:02,420 --> 00:17:06,820 +at the gudgeon pin عند الـ pin اللي قلّوليه and the + +174 +00:17:06,820 --> 00:17:09,860 +other at the crank pin والكتلة الثاني عند الـ + +175 +00:17:09,860 --> 00:17:14,280 +crank pin and the angular acceleration of the rod + +176 +00:17:14,280 --> 00:17:16,220 +كانت الـ angular acceleration of الـ rod الـ Alpha + +177 +00:17:16,220 --> 00:17:20,680 +معطينيها بيساوي + +178 +00:17:20,680 --> 00:17:27,920 +تلاتة وع + +201 +00:20:27,610 --> 00:20:32,270 +التانية عند ال other pin صار فيه torque difference + +202 +00:20:32,270 --> 00:20:36,870 +لأن هو بيكون عنده ال acceleration معناه I have to + +203 +00:20:36,870 --> 00:20:40,750 +make correction بالقيمة هذه + +204 +00:20:52,290 --> 00:20:58,090 +فأنا هادي من ال correction couple لأن خليني أنتقل + +205 +00:20:58,090 --> 00:20:59,170 +للخطوة التالية + +206 +00:21:20,690 --> 00:21:24,370 +طبعًا في الكتاب هذا .. هذه عندي ال crank هذا + +207 +00:21:24,370 --> 00:21:27,830 +connecting rod وال piston جاه هنا في الكتاب + +208 +00:21:27,830 --> 00:21:41,450 +الكاتب هذه theta غلط هذه theta في + +209 +00:21:41,450 --> 00:21:46,730 +أول ال chapter دي بترجع لأول slide كنا معرفي ال + +210 +00:21:46,730 --> 00:21:54,450 +theta هذه صح؟ في توهد فايف ما ينفعش تكون ماشي + +211 +00:21:54,450 --> 00:22:00,850 +consistent فهيك الصح طيب + +212 +00:22:00,850 --> 00:22:10,550 +الآن عندي connecting rod هذا مركز تقله G يبعد + +213 +00:22:10,550 --> 00:22:19,730 +عن الطرف هذا الواحد والمسافة between two pins اللي + +214 +00:22:19,730 --> 00:22:25,130 +هي ال small والسرعة العجل الزاوية لل connecting + +215 +00:22:25,130 --> 00:22:36,990 +rod Alpha Alpha PCA وفي وزنه WC MCPG الآن هستبدل + +216 +00:22:36,990 --> 00:22:43,610 +الماس الكلية بتاع ال connecting rod بكتلتين واحدة + +217 +00:22:43,610 --> 00:22:44,450 +هنحطها هنا + +218 +00:22:53,840 --> 00:23:05,080 +والثانية هنحطها عند جهة ال crank هذي + +219 +00:23:05,080 --> 00:23:09,920 +M2 هذي أنا فرقتها فرض أنا حكيت بدي واحدة هنا واحدة + +220 +00:23:09,920 --> 00:23:16,440 +هنا هذي هتكون المسافة من هنا لهنا ال 3 وهذه ال + +221 +00:23:16,440 --> 00:23:18,040 +واحدة + +222 +00:23:23,810 --> 00:23:28,830 +طبعًا احنا حكينا الشرط الأول أنه مركز تقلي الكتلتين + +223 +00:23:28,830 --> 00:23:37,490 +هو نفس مركز تقلي كل مجموعة two masses M1 و M2 + +224 +00:23:37,490 --> 00:23:42,250 +بيساوي ال MC الكلية لكن ال I بتاعة ال connecting + +225 +00:23:42,250 --> 00:23:49,390 +rod الأصلية لا تساوي ال I الناتجة عن M1 و M2 هتختلف + +226 +00:23:49,390 --> 00:23:52,530 +عنها يعني في KG و في KI + +227 +00:24:02,220 --> 00:24:06,220 +طيب أنا حكيت إن السب دلتو هو بكتلتين كتلتين و + +228 +00:24:06,220 --> 00:24:12,640 +كتلتين ال inertia force due to mass at C acts + +229 +00:24:12,640 --> 00:24:24,720 +radially outward along crank OC ال + +230 +00:24:24,720 --> 00:24:28,660 +inertia force هيكون قوة طرد مركزي نتيجة كتل حطين + +231 +00:24:28,660 --> 00:24:31,640 +لبره هذه هتعمل moment حوالين ال O + +232 +00:24:37,300 --> 00:24:40,840 +ال inertia force الناتج أنا حكيت ال connecting rod + +233 +00:24:40,840 --> 00:24:45,440 +استبدلته بكتلة تانية كتلة عن T كتلة عن C الكتلة عن + +234 +00:24:45,440 --> 00:24:49,720 +C هيكون لها inertia force هو طارد مركزي لبرا طبعًا هتمور + +235 +00:24:49,720 --> 00:24:52,680 +في المركز هل تعمل moment؟ لا لا لا لا لا لا لا لا + +236 +00:24:52,680 --> 00:24:54,260 +لا لا لا لا لا لا لا لا لا لا لا لا لا لا لا لا + +237 +00:24:54,260 --> 00:24:55,680 +لا لا لا لا لا لا لا لا لا لا لا لا لا لا لا لا + +238 +00:24:55,680 --> 00:24:59,400 +لا لا لا لا لا لا لا لا لا لا + +239 +00:24:59,400 --> 00:25:02,460 +لا + +240 +00:25:30,770 --> 00:25:35,610 +هذه .. هذه الجملة مش دقيقة أنا كتبت mass at sea has + +241 +00:25:35,610 --> 00:25:38,170 +no effect on the crankshaft torque هذا الكلام مش + +242 +00:25:38,170 --> 00:25:42,990 +دقيق، بدي أحكي .. بدي أحكي inertia inertia force + +243 +00:25:42,990 --> 00:25:52,110 +inertia force due to mass at C has no effect on + +244 +00:25:52,110 --> 00:25:52,990 +the crankshaft torque + +245 +00:25:56,280 --> 00:26:02,880 +أما في الأول فنيا الجملة مش صح inertia force + +246 +00:26:02,880 --> 00:26:05,540 +inertia force due to mass at C has no effect on + +247 +00:26:05,540 --> 00:26:09,120 +the crankshaft torque هاي save معناته احنا حكينا ال + +248 +00:26:09,120 --> 00:26:15,160 +connecting rod استبدلناه بكتلتين كتلة عن P كتلة عن + +249 +00:26:15,160 --> 00:26:18,640 +C الكتلة عن C بيكون inertia force قوة طرد مركزي + +250 +00:26:18,640 --> 00:26:24,560 +لبرا ما بتعملش moment حوالين O وبالتالي ما بتعملش + +251 +00:26:24,560 --> 00:26:29,010 +torqueالـ inertia force due to mass at C ما بتعمل + +252 +00:26:29,010 --> 00:26:38,730 +torque ال + +253 +00:26:38,730 --> 00:26:46,550 +mass at P هنا اللي هي M1 هتساوى المسافة هذه على + +254 +00:26:46,550 --> 00:26:52,090 +المسافة الكلية في الكتلة الكلية اللي ليهاش لـ M1 + +255 +00:26:53,820 --> 00:26:58,220 +بتساوي اللي هي المسافة هذه عبارة عن L ناقص L واحد + +256 +00:26:58,220 --> 00:27:02,320 +على + +257 +00:27:02,320 --> 00:27:09,160 +L في MC الآن + +258 +00:27:09,160 --> 00:27:13,840 +أنا عندي piston أساسًا في piston اللي قتله MR إذا + +259 +00:27:13,840 --> 00:27:19,400 +فاكرين ال piston اللي قتله MR لكن + +260 +00:27:20,770 --> 00:27:23,530 +الكتلة الحقيقية أو ال effect بتاع ال connecting + +261 +00:27:23,530 --> 00:27:28,910 +rod له تأثير من خلال ال M1 من خلال ال M1 معناه + +262 +00:27:28,910 --> 00:27:32,370 +الكتلة الكلية هي ال responding mass هتكون الكتلة + +263 +00:27:32,370 --> 00:27:37,130 +بتاعة ال piston زاد الكتلة الناتجة عن M1 اللي + +264 +00:27:37,130 --> 00:27:40,710 +مصدرها جاي من ال connecting rod الآن فهمتوا ليش + +265 +00:27:40,710 --> 00:27:46,270 +هنا بنوزع ال mass بتاعة ال connecting rod ل two + +266 +00:27:46,270 --> 00:27:50,810 +massesلأن لها effect هنا و لها effect هنا كمان + +267 +00:27:50,810 --> 00:27:57,210 +هنشوف بعد شوية معناته ال total mass ال total mass + +268 +00:27:57,210 --> 00:28:01,770 +ل reciprocating parts قد ال piston هتكون الكتلة + +269 +00:28:01,770 --> 00:28:04,890 +بتاعة ال piston M reciprocating زاد الكتلة اللي + +270 +00:28:04,890 --> 00:28:09,030 +جاية من ال connecting rod اللي هي L minus L واحد + +271 +00:28:09,030 --> 00:28:12,010 +على L في ال M في ال MC اللي هي M واحد + +272 +00:28:16,410 --> 00:28:18,770 +الآن معناته ال energy force اللي حسبناها في أول + +273 +00:28:18,770 --> 00:28:25,450 +chapter تتعدل لأن ال mass أشمالها اختلفت هتكون ال + +274 +00:28:25,450 --> 00:28:31,290 +inertia force ال mass الكلية في ال acceleration و + +275 +00:28:31,290 --> 00:28:34,470 +ال acceleration احنا كنا عارفينها omega square r + +276 +00:28:34,470 --> 00:28:36,690 +في cosine theta زي cosine u theta على n هذي الرد + +277 +00:28:36,690 --> 00:28:42,870 +اشتقنها في بداية ال chapter لأن بعوض عن ال mass و + +278 +00:28:42,870 --> 00:28:49,210 +ال ar بحثوا ال inertia forceعند ال piston اللي هي + +279 +00:28:49,210 --> 00:28:52,850 +mr زي ال minus L واحدة ل L في MC في omega square R + +280 +00:28:52,850 --> 00:29:04,210 +في cos θ زي cos θ على N احنا + +281 +00:29:04,210 --> 00:29:12,110 +حكينا ال + +282 +00:29:12,110 --> 00:29:15,150 +torque due to inertia force + +283 +00:29:18,360 --> 00:29:22,980 +بسوء FI في R احنا المعادلة ما كانتش زي هيك إذا + +284 +00:29:22,980 --> 00:29:27,680 +بتذكروا ال torque عند ال crank ايش كان ساوي ال + +285 +00:29:27,680 --> 00:29:31,600 +piston effort في + +286 +00:29:31,600 --> 00:29:41,480 +R في sin theta زائد sin two thetaعلى اتنين جزء + +287 +00:29:41,480 --> 00:29:44,920 +تربيعي ل N square minus sine square theta هيك + +288 +00:29:44,920 --> 00:29:48,220 +المعادلة كانت piston effort أنا ماخدي ال torque + +289 +00:29:48,220 --> 00:29:54,440 +due to inertia ال torque due to inertia هيكون F I + +290 +00:29:54,440 --> 00:30:00,020 +في R في sine theta زي ال sine two theta على اتنين + +291 +00:30:00,020 --> 00:30:02,420 +جزء تربيعي ل N square minus sine square theta + +292 +00:30:10,730 --> 00:30:17,530 +المعادلة السابقة لما اشتقناها احنا حكينا one of + +293 +00:30:17,530 --> 00:30:23,810 +the masses حطناها عند ال crank اللي هي كتلة الكلية + +294 +00:30:23,810 --> 00:30:26,990 +ال connecting rod وزنها mass عند ال piston و mass + +295 +00:30:26,990 --> 00:30:31,870 +عند ال crank pin this + +296 +00:30:31,870 --> 00:30:36,450 +assumption does not satisfy the condition for + +297 +00:30:36,450 --> 00:30:38,770 +kinetically equivalent system of rigid body طبعًا + +298 +00:30:38,770 --> 00:30:44,130 +لما حطيت mass عند P و mass يعني C this is not + +299 +00:30:44,130 --> 00:30:47,490 +kinetically equivalent لل original mass بتاع ال + +300 +00:30:47,490 --> 00:30:50,670 +connecting rod يعني الحقيقة أنا بس شرطين مجموعة + +301 +00:30:50,670 --> 00:30:59,820 +total masses مظبوط بيستوى M 1 زي M 2 بيستوى M وال + +302 +00:30:59,820 --> 00:31:04,940 +center of gravity of the two masses هو G يعني M1L1 + +303 +00:31:04,940 --> 00:31:12,760 +بيساوي M2L3 هدول اتحققوا لكن M1L1 تربيع زائد M2L3 + +304 +00:31:12,760 --> 00:31:18,720 +تربيع لا تساوي MKG تربيع يعني ال condition بتاع ال + +305 +00:31:18,720 --> 00:31:21,780 +moment inertia ما اتحقق معناته فيه هيكون + +306 +00:31:21,780 --> 00:31:30,340 +correction errorالـ Correction Torque T' هيكون رد + +307 +00:31:30,340 --> 00:31:34,140 +اشتقناها من شوية بس هو MC في K واحد تربيع بقى ناقص + +308 +00:31:34,140 --> 00:31:39,100 +K تربيع يعني في الآخر هتساوي MC الواحد في L small + +309 +00:31:39,100 --> 00:31:42,260 +ناقص ال capital في ال alpha بتاعة ال connecting rod + +310 +00:31:43,970 --> 00:31:46,290 +وهنا عارفين ال alpha بتاعة ال connecting rod + +311 +00:31:46,290 --> 00:31:49,510 +حسبناها في بداية الشبتر بيسموها ناقص omega + +312 +00:31:49,510 --> 00:31:53,270 +squared ال omega اللي هي ال .. ال .. ال .. ال أكثر + +313 +00:31:53,270 --> 00:31:58,730 +velocity لل connecting rod في sin θ على n فلما + +314 +00:31:58,730 --> 00:32:04,710 +نعوض عن ال alpha نعوض عن ال alpha ونعوض في + +315 +00:32:04,710 --> 00:32:08,790 +المعادلة هذه بيصير + +316 +00:32:08,790 --> 00:32:10,730 +and ال correcting torque + +317 +00:32:15,320 --> 00:32:19,100 +يعني هتحوّر هتصير ناقص omega squared sin theta على + +318 +00:32:19,100 --> 00:32:26,860 +N في MCL واحد في L ناقص L capital الآن + +319 +00:32:26,860 --> 00:32:32,600 +ال torque ده يعني في عندي torque زيادة في torque + +320 +00:32:32,600 --> 00:32:38,520 +زيادة يعني في نسبة خطأ ال torque ده ممكن أعبر عنه + +321 +00:32:38,520 --> 00:32:42,180 +بأزدواج الأزدواج عبارة عن two forces اللي حنافية + +322 +00:32:42,180 --> 00:32:45,930 +لما تفتح حنافية أنت إيه بتضغط بتضغط force هيك و + +323 +00:32:45,930 --> 00:32:51,010 +force هيك هذا ازدواج صح فممكن أعبر عنه عبارة ممكن + +324 +00:32:51,010 --> 00:33:01,370 +أحول ال T prime ل force عند C لتحت و force عند T + +325 +00:33:01,370 --> 00:33:08,410 +لأعلى يعني هنا عندي fy وهنا + +326 +00:33:08,410 --> 00:33:19,780 +عندي إيش fy هذا الازدواج يكافئ الـ T' لأ + +327 +00:33:19,780 --> 00:33:24,240 +هو هتكون زيادة هتكون بالشكل هذا باتجاه ياشه + +328 +00:33:24,240 --> 00:33:29,540 +الألفة هو اعتمد على شرط الألفة هو المفروض لما + +329 +00:33:29,540 --> 00:33:33,760 +تطرحه لازم تقوم بتعمل عكسه عشان تعمل correction + +330 +00:33:33,760 --> 00:33:38,820 +لأنه زاد بس هو معتمد إنه لما تتعود تطلع negative + +331 +00:33:38,820 --> 00:33:43,890 +تطلع هيهية طيب فال correction torque استبدلوا + +332 +00:33:43,890 --> 00:33:52,110 +بأزدواج fy و fy وبينهم مسافة إيه؟ PN يعني ال T + +333 +00:33:52,110 --> 00:33:59,310 +prime هيكون fy في المسافة بينهم صح؟ fy في PN + +334 +00:33:59,310 --> 00:34:02,370 +معناته + +335 +00:34:02,370 --> 00:34:14,440 +ال fy ال fy هتساوي ال T prime على PN وال T Prime + +336 +00:34:14,440 --> 00:34:22,760 +طيب + +337 +00:34:22,760 --> 00:34:28,800 +معناته أنا ال correction torque استبدلته بأزدواج + +338 +00:34:28,800 --> 00:34:32,960 +عبارة عن two force FY و FY اللي عن FY في المسافة + +339 +00:34:32,960 --> 00:34:36,940 +دي PN PN طبعًا مش مستوى طول ال connecting rod في + +340 +00:34:36,940 --> 00:34:54,110 +cos فبستويه T Prime ومنها بحسب ال FY الآن + +341 +00:34:54,110 --> 00:34:59,290 +ال FY هنا عند ال piston بتعمل reaction force على + +342 +00:34:59,290 --> 00:35:04,270 +جدران تاعة الاستوانة ال FY اللي عند ال piston + +343 +00:35:04,270 --> 00:35:07,310 +بتعمل reaction force على جدران تاعة الاستوانة تاعة + +344 +00:35:07,310 --> 00:35:16,420 +ال engineالـ FY اللي عند الكرانك تعمل ليه تورك + +345 +00:35:16,420 --> 00:35:22,380 +تعمل ليه تورك اللي هي تسميها TC بتساوي FY في + +346 +00:35:22,380 --> 00:35:29,020 +المسافة هذه صح تورك هو ينقوه نتيجة + +347 +00:35:29,020 --> 00:35:35,700 +FY بتساوي FY في المسافة هذه اللي هي ON TC بس FY في + +348 +00:35:35,700 --> 00:35:41,280 +ONمعناته وال F هو احنا حاكيها بيساوي TR على PN + +349 +00:35:41,280 --> 00:35:50,880 +بعدين بنعوض عن N O N O هي طبعًا هذه غلط هذه θ ON + +350 +00:35:50,880 --> 00:36:00,020 +بيساوي R Cos Theta وال PN L Cos Φ فهتصفى اللي + +351 +00:36:00,020 --> 00:36:05,500 +هي TC TC + +352 +00:36:06,930 --> 00:36:19,390 +هتكون تساوي TC التي هي T Prime في ال NO التي هي R + +353 +00:36:19,390 --> 00:36:28,010 +Cos Theta على L Cos Φ طبعًا هذه T Prime في Cos + +354 +00:36:28,010 --> 00:36:28,630 +Theta + +355 +00:36:35,540 --> 00:36:38,080 +بعدها بنعوض عن T Prime + +356 +00:36:46,640 --> 00:36:52,920 +بأعود عن cos φ التي هي 1-sin φ تربيع التي هي 1-cos + +357 +00:36:52,920 --> 00:36:59,300 +θ على n² بدخل n جوا بيصير n تربيع ناقص sin تربيع + +358 +00:36:59,300 --> 00:37:06,240 +θ طبعًا ال sin θ أقل بكثير من n² عامة ال + +359 +00:37:06,240 --> 00:37:10,160 +approximation بيصير cos θ على n بعدين أخد اللي هو + +360 +00:37:10,160 --> 00:37:14,140 +no على pn ال معادلة هذه + +361 +00:37:17,170 --> 00:37:23,750 +هذه وعوضها وعوض عن T Prime عوض عن T Prime وعمل + +362 +00:37:23,750 --> 00:37:28,930 +Simplification بيصير معادلة TC ناقص MC في L واحد + +363 +00:37:28,930 --> 00:37:33,290 +في L ناقص L في Omega Square Sin Two Theta على + +364 +00:37:33,290 --> 00:37:39,450 +اتنين N Square طيب + +365 +00:37:39,450 --> 00:37:44,550 +معناته + +366 +00:37:44,550 --> 00:37:48,930 +احنا نتيجة إنه ما فيش dynamic .. complete dynamic + +367 +00:37:48,930 --> 00:37:51,950 +equivalent لل two masses، ال one mass located at + +368 +00:37:51,950 --> 00:37:54,930 +the piston and the other mass located at the .. + +369 +00:37:54,930 --> 00:37:59,930 +the crank وصار عندي correction torqueالـ + +370 +00:37:59,930 --> 00:38:04,070 +correction torque حولته ل couple fy و fy ال fy + +371 +00:38:04,070 --> 00:38:08,170 +اللي عند ال piston اللي هتعمل reaction force على + +372 +00:38:08,170 --> 00:38:12,090 +الجدران بتاعة الاستوانة وال fy اللي عند ال .. ال + +373 +00:38:12,090 --> 00:38:14,450 +.. ال .. ال .. ال .. ال .. ال pin اللي بين ال connecting + +374 +00:38:14,450 --> 00:38:22,750 +rod وال crank هتعمل إيه؟ torque Tc torque Tc الآن + +375 +00:38:22,750 --> 00:38:24,570 +عند C عند C + +376 +00:38:27,940 --> 00:38:34,300 +عن C احنا حكينا حطينا mass M1 هنا و mass M2 عند ال + +377 +00:38:34,300 --> 00:38:38,880 +mass M2 حكينا + +378 +00:38:38,880 --> 00:38:44,860 +في inertia force بتعملش torque بس في الوزن الوزن + +379 +00:38:44,860 --> 00:38:48,580 +ال inertia force هي نتجة عن ال rotation عن ال + +380 +00:38:48,580 --> 00:38:55,280 +acceleration نتجة عن ال acceleration في الوزن لتحت + +381 +00:38:58,820 --> 00:39:06,100 +M اتنين M اتنين جي M اتنين جي هذه بتعمل إيش؟ + +382 +00:39:06,100 --> 00:39:13,420 +torque معاكس هتكون ال torque دي هو الوزن ال mass M + +383 +00:39:13,420 --> 00:39:18,160 +اتنين بس هو ناقص M اتنين جي في n o و + +401 +00:40:58,840 --> 00:41:04,000 +crank واضح؟ لهذا السبب بتاع المنقلة السؤال هل ممكن + +402 +00:41:04,000 --> 00:41:10,460 +أنا أصمم ال connecting rod بحيث ممكن أنا بشكل مسبق + +403 +00:41:10,460 --> 00:41:18,000 +أخطط أن... أن يكون ال mass واحد و ال mass اللى عند + +404 +00:41:18,000 --> 00:41:23,580 +ال crank تطلع هي فعلاً equivalent ممكن ولا مش ممكن؟ + +405 +00:41:23,580 --> 00:41:32,540 +ممكن أنا بحكي ممكن هاي هادي bonus ليه سويها أيوة + +406 +00:41:32,540 --> 00:41:35,960 +يا عم اللي صمم ليه اللي صمم ليه أنت أنا أعطيتكوا + +407 +00:41:35,960 --> 00:41:41,660 +ال crank shaft و ال piston اللي أعطيتكوا الرسمة 3D + +408 +00:41:43,130 --> 00:41:46,330 +اعملوا ليه؟ عدلوا عليه على ال connecting rod عدلوا + +409 +00:41:46,330 --> 00:41:50,510 +عليه بحيث أنه يحاولوا ل two masses one mass at + +410 +00:41:50,510 --> 00:41:53,950 +this at P و one mass at C بحيث تطلع فعلاً كنمة + +411 +00:41:53,950 --> 00:42:00,210 +equivalent أنه بشكل مقصود أنا حاولت أعمله ذكية عدل + +412 +00:42:00,210 --> 00:42:09,830 +بس في المعطيات الموجودة عندك هذه + +413 +00:42:09,830 --> 00:42:16,180 +بقى نص اللي بدوها عشرة المية عليها أعطيكوا العافية diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..35cca141f99983c87c384f7fab5df35bedb632fd --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o_postprocess.srt @@ -0,0 +1,1652 @@ +1 +00:00:05,250 --> 00:00:09,050 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل في + +2 +00:00:09,050 --> 00:00:13,350 +مادة نظرية الألات هنكمل في شبتر خمس عشر inertia + +3 +00:00:13,350 --> 00:00:20,110 +forces in reciprocating parts في المحاضرات السابقة + +4 +00:00:20,110 --> 00:00:23,870 +عملنا displacement velocity acceleration analysis + +5 +00:00:23,870 --> 00:00:26,130 +ل slotted crank mechanism + +6 +00:00:32,310 --> 00:00:37,010 +حلينا مجموعة من الأمثلة بعدين عملنا force analysis + +7 +00:00:37,010 --> 00:00:40,330 +بعدين من عند ال piston وانتقلنا ال piston ل ال + +8 +00:00:40,330 --> 00:00:42,850 +connecting rod و من ال connecting rod ل ال crank + +9 +00:00:42,850 --> 00:00:46,570 +عند ال piston حسبنا ال piston effort و من ال + +10 +00:00:46,570 --> 00:00:49,650 +piston effort حسبنا ال force المنتقلة عبر ال + +11 +00:00:49,650 --> 00:00:54,590 +connecting rod Fq Fq بعدين عند ال crank حللناها + +12 +00:00:54,590 --> 00:01:00,020 +لمركبتينمراكبة في اتجاه الكرانك FB ومراكبة عموديه + +13 +00:01:00,020 --> 00:01:03,960 +علي كرانك FT بعدين حسبنا ال torque at the crank + +14 +00:01:03,960 --> 00:01:07,980 +اللي هو FT في ال radius بتاع الكرانك ووصلنا + +15 +00:01:07,980 --> 00:01:14,120 +لمعادلة لتورك + +16 +00:01:14,120 --> 00:01:17,000 +اللي هو بيساوي ال piston effort في ال radius في + +17 +00:01:17,000 --> 00:01:21,760 +sin θ زي sin 2θ على 2N حلينا examples + +18 +00:01:27,650 --> 00:01:38,210 +بعدين حكينا عن ال compound pendulum حسبنا + +19 +00:01:38,210 --> 00:01:43,210 +زمن الدوري أو جيبنا معادل لزمن الدوري لل pendulum + +20 +00:01:43,210 --> 00:01:47,650 +as a function of rate of generation لل compound + +21 +00:01:47,650 --> 00:01:54,240 +pendulumوالمسافة من نقطة التعليق اذا عملنا تجربة و + +22 +00:01:54,240 --> 00:01:57,820 +قصدنا فيها اهتزاز او oscillation لل compound + +23 +00:01:57,820 --> 00:02:04,700 +pendulum ممكن هذه احد الطرق لقياس + +24 +00:02:04,700 --> 00:02:09,440 +او حسها ال momentum inertia بطريقة تجربية + +25 +00:02:13,310 --> 00:02:16,810 +بعدين شفنا كيف ممكن الجسم أحاوله ل two point + +26 +00:02:16,810 --> 00:02:23,730 +masses ل two equivalent masses عند أطرافه عشان + +27 +00:02:23,730 --> 00:02:27,170 +يكون ال two .. two mass system equivalent لل one + +28 +00:02:27,170 --> 00:02:31,790 +rigid body system لازم أولش مجموع ال two masses + +29 +00:02:31,790 --> 00:02:35,680 +يكون سوى ال mass بتاعة ال rigid bodyبعدين ال + +30 +00:02:35,680 --> 00:02:40,740 +moment عزم ال .. ال .. ال .. ال masses حوالين مركز + +31 +00:02:40,740 --> 00:02:46,020 +اتقال بيساوي ايش؟ Zero و رقم تلاتة ال total moment + +32 +00:02:46,020 --> 00:02:49,040 +of inertia لل two masses حوالين مركز اتقال هو نفس + +33 +00:02:49,040 --> 00:02:51,300 +ال moment of inertia لل .. لل rigid body حوالين + +34 +00:02:51,300 --> 00:02:56,760 +مركز اتقاله و باستخدام الشروط هذه جيبنا معادلة ل + +35 +00:02:56,760 --> 00:03:02,620 +.. لل M واحد و M اتنين و L واحد و L اتنين + +36 +00:03:10,210 --> 00:03:19,970 +حلنا أمثلة اليوم هنكمل طبعا + +37 +00:03:19,970 --> 00:03:26,370 +في حالة ال connecting rod عمليا بيروح + +38 +00:03:26,370 --> 00:03:36,010 +بيحط one mass at one end يعني بيحط one mass هنا و + +39 +00:03:36,010 --> 00:03:43,000 +one mass هناالان حسابيا انت بيكون احط mass هنا و + +40 +00:03:43,000 --> 00:03:46,340 +نحسب ال location of ال other mass و قيمتها صح ما + +41 +00:03:46,340 --> 00:03:51,420 +كانت تيجي هنا ما كانت تيجي هنا مظبوط لكن انا ممكن + +42 +00:03:51,420 --> 00:03:55,940 +احكي لأ بدي احط mass هنا و mass هنا يعني انا فرض + +43 +00:03:55,940 --> 00:03:59,740 +عليه الان ممكن احقق الشرط الأول والتاني ان الشرط + +44 +00:03:59,740 --> 00:04:01,980 +الأول اللي هو مجموعة two masses يستوى ال mass اللي + +45 +00:04:01,980 --> 00:04:07,240 +كلها على ال connecting road هذا بتحقق ال moment of + +46 +00:04:08,310 --> 00:04:10,950 +the two masses about the center of gravity بتحقق + +47 +00:04:10,950 --> 00:04:16,830 +لكن شرط أن الموتوفنيرشية .. الموتوفنيرشية للتو + +48 +00:04:16,830 --> 00:04:21,270 +masses حوالي مركز ثقل مش هيساوم الموتوفنيرشية + +49 +00:04:21,270 --> 00:04:26,750 +للجسم يعني هاتحقق شرطين .. هاتحقق شرطين بس الشرط + +50 +00:04:26,750 --> 00:04:30,290 +تالت مش هيتحقق وبالتالي في الحالة هذه بحتاج نعمل + +51 +00:04:30,290 --> 00:04:32,530 +some correction يعني + +52 +00:04:34,640 --> 00:04:38,300 +when two masses are placed arbitrarily يعني حطوا + +53 +00:04:38,300 --> 00:04:41,680 +بشكل عشوائي حاطيت واحدة يعني واحدة هنا ممكن احقق + +54 +00:04:41,680 --> 00:04:46,880 +الشرط اللي هو M واحد زاد M اتنين بيساوي M و M واحد + +55 +00:04:46,880 --> 00:04:49,780 +طبعا المعادلة هذه الكتاب هذه عادة الكتاب مش صح + +56 +00:04:49,780 --> 00:04:56,880 +المعادلة انا عندي هاي هاي الجسم هاي مركز ثقل جي + +57 +00:04:56,880 --> 00:04:58,760 +عشان اعمل + +58 +00:05:10,190 --> 00:05:17,370 +بحيث ان M1 زاد M2 بيساوي total massو M1L1 بيستوى + +59 +00:05:17,370 --> 00:05:25,210 +M2L2 و M1L1 تربيع زاد M2L2 تربيع بيستوى MKG تربيع + +60 +00:05:25,210 --> 00:05:30,370 +تلت شروط لكن لو انا حطيت math and location A و + +61 +00:05:30,370 --> 00:05:35,550 +another location D other than B بيبقى ألت تلتة + +62 +00:05:35,550 --> 00:05:43,290 +بسيان دي M1 لسه ما زال M1 زاد M2 بيستوى M + +63 +00:05:47,700 --> 00:05:59,640 +M1L1 M2L3 M2L3 + +64 +00:05:59,640 --> 00:06:11,220 +M2L3 M2L3 M2L3 + +65 +00:06:12,920 --> 00:06:15,300 +هذا some other location يعني انا لو حد connecting + +66 +00:06:15,300 --> 00:06:19,700 +road انا + +67 +00:06:19,700 --> 00:06:24,740 +كنت احط mouse هنا اضغط و احسب ال location بتاع ال + +68 +00:06:24,740 --> 00:06:29,420 +mouse التانية و قمةها هذه الاتنين ما كانت تيجي في + +69 +00:06:29,420 --> 00:06:34,540 +المركز التاني انا بدأ افرض احط ال mouse في المركز + +70 +00:06:34,540 --> 00:06:39,580 +التاني لأ + +71 +00:06:39,580 --> 00:06:44,120 +مستحيل تكون نفسهابتكونش نفسها مستحيل تكون نفسها + +72 +00:06:44,120 --> 00:06:48,860 +لإن اختلفت المسافة فهتكون عندك M1 M2 بيساوي M في + +73 +00:06:48,860 --> 00:06:55,780 +كل أحوال سواء كانت M2 ان D أو ND لكن M2 هي نفس M3 + +74 +00:06:55,780 --> 00:07:03,520 +M2 هي نفس M3 اه فهتكون M1 L1 بيساوي M2 L3 بدك تسمي + +75 +00:07:03,520 --> 00:07:10,580 +M3 بصير الأن + +76 +00:07:10,990 --> 00:07:15,710 +م1 الواحد + +77 +00:07:15,710 --> 00:07:30,430 +تربيع زاد م2 التلاتة تربيع لا تساوي مكج تربيع في + +78 +00:07:30,430 --> 00:07:36,110 +الحالة هذه بشكل عام م1 الواحد تربيع زاد م2 التلاتة + +79 +00:07:36,110 --> 00:07:45,810 +تربيع بسواء مكج لكن م1L1 تربيع زاد M2 L2 تربيع + +80 +00:07:45,810 --> 00:07:53,970 +بتساوي MKG تربيع بحيث موقع M2 مش انا فرض و فرض + +81 +00:07:53,970 --> 00:07:59,370 +بحسبه حساب عشان احقق ال condition هذا في الحالة + +82 +00:07:59,370 --> 00:08:04,310 +هذه لما حطيت ال M2 عندي انا ماحسبت حكيت انا بده + +83 +00:08:04,310 --> 00:08:10,250 +احطه هنا فرضت فرض واضح طيب + +84 +00:08:14,990 --> 00:08:20,350 +الان ال I واحد + +85 +00:08:20,350 --> 00:08:23,210 +لل system دي ده سامع I واحد ممكناش لل system دي حد + +86 +00:08:23,210 --> 00:08:33,350 +كول M واحد ال واحد تربية زائد M اتنين ال تلاتة + +87 +00:08:33,350 --> 00:08:40,230 +تربية وال + +88 +00:08:40,230 --> 00:08:48,450 +K واحدهو الـ new rates generation بتساوي K واحد + +89 +00:08:48,450 --> 00:08:59,990 +تربية M وال I الأصلية اللي بتساوي M واحد L واحد + +90 +00:08:59,990 --> 00:09:08,450 +تربية زاد M اتنين L اتنين تربية بتساوي KJ تربية M + +91 +00:09:14,660 --> 00:09:19,220 +إذا كان ال connecting rod بتحرك + +92 +00:09:19,220 --> 00:09:25,840 +بعجلة زاوية Alpha بيكون ال torque ساوية I في Alpha + +93 +00:09:25,840 --> 00:09:30,920 +ال torque بيكون ساوية I في Alpha يعني مستوى ال I + +94 +00:09:30,920 --> 00:09:35,120 +بيستوى M KG تربية في Alpha الآن إذا استبدلت ال + +95 +00:09:35,120 --> 00:09:42,680 +mass two masses one mass is located at Aوالـ other + +96 +00:09:42,680 --> 00:09:47,640 +mass أنا فرضتها فرض حاطيتها عن D حاطيتها عن D ال + +97 +00:09:47,640 --> 00:09:51,380 +torque الناتج عن ال two mass system اللي هو سميت T + +98 +00:09:51,380 --> 00:09:55,220 +I بيساوي T واحد بيساوي I واحد في Alpha و I واحد + +99 +00:09:55,220 --> 00:09:59,900 +بيساوي M K واحد تربيع في Alpha الان ال T واحد + +100 +00:09:59,900 --> 00:10:06,880 +بيساويش ال T بيساويش ال T ال T واحد هيكون أكبر من + +101 +00:10:06,880 --> 00:10:10,320 +ال T مانعته في بينهم فرق difference بيسميه T prime + +102 +00:10:12,040 --> 00:10:18,320 +بصوت T1-T باعوض عن T واحد M K واحد تربيع في Alpha + +103 +00:10:18,320 --> 00:10:24,700 +باعوض عن T M KG تربيع في Alpha هاخد M M و Alpha + +104 +00:10:24,700 --> 00:10:28,380 +همشترك بيصير M و Alpha يكون عندك K واحد تربيع + +105 +00:10:28,380 --> 00:10:33,720 +minus KG تربيع في Alpha الآن اذا انا فرضت ال two + +106 +00:10:33,720 --> 00:10:36,600 +mass عشان يكون two mass system equivalent لازم + +107 +00:10:36,600 --> 00:10:39,740 +اعمل correction لما صار نسبة خطأ ناس صارت نسبة خطأ + +108 +00:10:39,740 --> 00:10:44,390 +لأنه فرضت المكان حكيتلهأنتوا ال mass هاي واحدة هنا + +109 +00:10:44,390 --> 00:10:48,190 +و التاني أبدأ أحطك هنا لإن أنا ما بعملش complete + +110 +00:10:48,190 --> 00:10:51,810 +equivalence بعمل equivalence من ناحية sum of + +111 +00:10:51,810 --> 00:10:55,330 +masses equivalent بعمل equivalence من ناحية moment + +112 +00:10:55,330 --> 00:10:59,150 +حوالي مركز ثقة لكن ما بعمل equivalence ل moment of + +113 +00:10:59,150 --> 00:11:03,370 +inertia وبالتالي محتاج أعمل correction couple في + +114 +00:11:03,370 --> 00:11:06,550 +ال analysis بتاعي اللي هو T prime سواء كواحد او + +115 +00:11:06,550 --> 00:11:12,610 +يابانس كجي تربيع في Alphaزي ما حكينا ال T Prime + +116 +00:11:12,610 --> 00:11:18,590 +بيستوى T1 minus T T1 هو M K1 تربيع في Alpha K1 ايش + +117 +00:11:18,590 --> 00:11:27,710 +هو؟ K1 ال radius of gyration لجديد لـ M1 و M3 ناقص + +118 +00:11:27,710 --> 00:11:32,950 +M KG تربيع في Alpha KG القديمة ال KG الأصلية ال KG + +119 +00:11:32,950 --> 00:11:36,850 +تربيع بيستوى L1 في L2 نفكر اننا اشتقناها برضه + +120 +00:11:36,850 --> 00:11:44,810 +هتطلع ال K1 تربيع L1 في L3أعوض عن K1 و KG هتصبح T' + +121 +00:11:44,930 --> 00:11:50,070 +يصبح M في Alpha في L1 L3 في L1 minus L1 L2 خد L1 + +122 +00:11:50,070 --> 00:11:56,710 +مشترك يصبح M L1 في L3 minus L2 هاي L3 وهي L2 هاي + +123 +00:11:56,710 --> 00:12:07,050 +الفرق بينهم هذا ال T' طبعا L3 minus L3 minus L2 + +124 +00:12:07,050 --> 00:12:12,210 +يستوى المسافة هذه صح؟اللي هي بتساوي كل المسافة هذه + +125 +00:12:12,210 --> 00:12:16,410 +نقص كل المسافة هذه اللي هي Lsmall minus Lcapital + +126 +00:12:16,410 --> 00:12:22,490 +لشوف + +127 +00:12:22,490 --> 00:12:26,610 +نحل ال exam بس عشان نتعود exam الحساب نتعود على + +128 +00:12:26,610 --> 00:12:27,150 +المعادلة + +129 +00:12:40,010 --> 00:12:44,230 +عند ال connecting rod كتلته + +130 +00:12:44,230 --> 00:12:48,590 +اتنين + +131 +00:12:48,590 --> 00:12:58,630 +كيلو جرام اتنين + +132 +00:12:58,630 --> 00:12:59,330 +كيلو جرام اتنين كيلو جرام اتنين كيلو جرام اتنين + +133 +00:12:59,330 --> 00:13:00,350 +كيلو جرام اتنين كيلو جرام اتنين كيلو جرام اتنين + +134 +00:13:00,350 --> 00:13:00,370 +كيلو جرام اتنين كيلو جرام اتنين كيلو جرام اتنين + +135 +00:13:00,370 --> 00:13:05,450 +كيلو جرام اتنين كيلو جرام اتنين كthe center of + +136 +00:13:05,450 --> 00:13:08,070 +gravity falls at a point one hundred millimeters + +137 +00:13:08,070 --> 00:13:13,310 +from the gauge on pin يعني هذه المسافة ميت ملي + +138 +00:13:13,310 --> 00:13:15,270 +الواحد بالثانوية ميت ملي + +139 +00:13:26,760 --> 00:13:29,700 +radius of gyration about an axis through the + +140 +00:13:29,700 --> 00:13:31,660 +center of gravity in order to plane of rotation is + +141 +00:13:31,660 --> 00:13:32,640 +110 mm + +142 +00:13:48,440 --> 00:13:51,460 +Find equivalent dynamic system if only one of + +143 +00:13:51,460 --> 00:13:54,200 +masses is located at the gauge on both sides جيب + +144 +00:13:54,200 --> 00:13:57,560 +بالطريقة التقليدية two masses يكون ال system لهذا + +145 +00:13:57,560 --> 00:14:06,220 +ال system انا هحط mass هنا M واحد و mass انا هتكون + +146 +00:14:06,220 --> 00:14:12,440 +هنا اللي هي M اتنين و هذا هتكون ايه اش قل اتنين + +147 +00:14:16,490 --> 00:14:19,910 +أخو المعطيني ال KG أولا ال L1 معروف و ال KG معروف + +148 +00:14:19,910 --> 00:14:26,910 +معناته ممكن أحسب L2 صح؟ ال KG تربية بالسواء + +149 +00:14:26,910 --> 00:14:34,050 +L1 L2 معناته L2 حساوية ال KG تربية اللي هي 110 في + +150 +00:14:34,050 --> 00:14:41,030 +110 على L1 ياش 100 هتطلع كم؟ 121 + +151 +00:14:43,710 --> 00:14:47,810 +مليمتر فالمسافة هنا هي أكمل احنا حكينا هذه مائة و + +152 +00:14:47,810 --> 00:14:54,310 +خمسين فهذه مائة و خمسين فهذه مائة و خمسين صح؟ + +153 +00:14:54,310 --> 00:14:57,450 +مائة + +154 +00:14:57,450 --> 00:15:02,690 +و خمسين يعني في فرق في مسافة هنا صح؟ من جاب ال + +155 +00:15:02,690 --> 00:15:11,150 +center فهذا بيكون فعلا equivalent ال M واحد حساه + +156 +00:15:11,150 --> 00:15:17,300 +ال اتنينعلى ال واحد زاد ال اتنين اللي هي ال خلينا + +157 +00:15:17,300 --> 00:15:26,260 +نسمي الف هتكون ال واحد زاد ال اتنين اللي هي مية + +158 +00:15:26,260 --> 00:15:34,240 +زاد مية واحد وعشرين بالثومتين واحد وعشرين ميلي متر + +159 +00:15:34,240 --> 00:15:39,720 +في M هتكون عندي ال اتنين اللي هي مية واحد وعشرين + +160 +00:15:41,830 --> 00:15:50,570 +على اتنين وواحد وعشرين في اتنين واحد + +161 +00:15:50,570 --> 00:16:00,030 +وانت سفر تسعة وخمس كيلو جرام معناه ام اتنين هتكون + +162 +00:16:00,030 --> 00:16:11,450 +ام يعني هتكون point zero point تسعة وخمس كيلو جرام + +163 +00:16:12,980 --> 00:16:18,720 +هذا M1 و M2 هذا بيكون ال system مقاومة M1 و M2 ال + +164 +00:16:18,720 --> 00:16:26,320 +M1 located at this position و M2 مقاومة في هذا + +165 +00:16:26,320 --> 00:16:31,560 +المكان وهذا بيكون completely equivalent للرد هذا + +166 +00:16:31,560 --> 00:16:36,500 +يعني تلت شروط اتحققاللي هي two masses مجموعهم اللي + +167 +00:16:36,500 --> 00:16:39,180 +هو اتنين kilogram ال moment of inertia حوالين + +168 +00:16:39,180 --> 00:16:42,180 +المركز تقل للمس هادى بالستوي الممتوف نيرش للمس + +169 +00:16:42,180 --> 00:16:46,400 +التانية الممتوف نيرشه اللي ناتج عن M1 M2 هي نفس + +170 +00:16:46,400 --> 00:16:52,680 +الممتوف نيرشه للمس الكليه اتحقق كل الشرط المطلوب + +171 +00:16:52,680 --> 00:16:58,040 +التانى if the connecting rod is replaced by two + +172 +00:16:58,040 --> 00:17:02,420 +masses اذا تم استخداء ال connecting rod بكتلتينone + +173 +00:17:02,420 --> 00:17:06,820 +at the Gatchon pin عند ال pin اللي قلوليه and the + +174 +00:17:06,820 --> 00:17:09,860 +other at the crank pin و الكلتر التاني عند ال + +175 +00:17:09,860 --> 00:17:14,280 +crank pin and the angular acceleration of the rod + +176 +00:17:14,280 --> 00:17:16,220 +كانت ال angular acceleration of ال rod ال alpha + +177 +00:17:16,220 --> 00:17:20,680 +معطينيها بالساوية + +178 +00:17:20,680 --> 00:17:27,920 +تلاتة و عشرين الف radian ع ال second square + +179 +00:17:37,650 --> 00:17:44,310 +الان الفرق نتيجة ان هو هيحط هيحط اللي ماس هنا و + +180 +00:17:44,310 --> 00:17:47,790 +ماس هنا صح؟ المعنى انت حاسسيه لعندي في الحالة + +181 +00:17:47,790 --> 00:17:51,830 +التانية عند + +182 +00:17:51,830 --> 00:17:58,990 +L واحد زي ما هي مية صح؟ و L تلاتة ايش هي؟مية و + +183 +00:17:58,990 --> 00:18:07,770 +خمسين و ال small هتكون اكام؟ ميتين و خمسين، صح؟ + +184 +00:18:07,770 --> 00:18:18,710 +المعناته M واحد هتكون الساوي ال تلاتة على ال في M + +185 +00:18:18,710 --> 00:18:26,160 +ال تلاتة ال تلاتة اللي هي مية و خمسينعاملتين و + +186 +00:18:26,160 --> 00:18:36,480 +خمسين في اتنين واحد point اتنين kilogram و M سميها + +187 +00:18:36,480 --> 00:18:41,940 +اتنين او هتكون ساوي من اتنين ناقص واحد point اتنين + +188 +00:18:41,940 --> 00:18:48,120 +point تمانية kilogram هذا + +189 +00:18:48,120 --> 00:18:49,860 +M اتنين + +190 +00:18:56,920 --> 00:19:12,260 +الان الـ correction couple T' بيستوى + +191 +00:19:12,260 --> 00:19:17,140 +M الواحد + +192 +00:19:17,140 --> 00:19:27,590 +في L تلاتة minus L اتنين او كنا نحكي انها بتساويم + +193 +00:19:27,590 --> 00:19:34,710 +في الفة طبعا بتساوي م الواحد التلاتة نقص الاتنين + +194 +00:19:34,710 --> 00:19:43,390 +في ال minus ال capital صح في الفة طبعا بتساوي + +195 +00:19:43,390 --> 00:19:53,570 +الامد اتنين الواحد اللي هي مية في point one في ال + +196 +00:19:53,570 --> 00:19:59,230 +ال اللي هي متين وخمسين اللي هي ربعو ال ال capital + +197 +00:19:59,230 --> 00:20:10,590 +point اتنين اتنين واحد و تلاتة و عشرين الف يعني + +198 +00:20:10,590 --> 00:20:15,150 +اتنى بتطلع ال T prime تطلع مية و تلاتة و تلاتين + +199 +00:20:15,150 --> 00:20:20,470 +point أربعة مية و تلاتة و تلاتين point أربعة نيوتن + +200 +00:20:22,850 --> 00:20:27,610 +متر في واضح فرق نتيجة ان انا اجبار اتحطت ال mass + +201 +00:20:27,610 --> 00:20:32,270 +التانية عند ال other pin صار فيه torque difference + +202 +00:20:32,270 --> 00:20:36,870 +لان هو بيكون عنده ال acceleration معناه I have to + +203 +00:20:36,870 --> 00:20:40,750 +make correction بالقيمة هذه + +204 +00:20:52,290 --> 00:20:58,090 +فانا هادي من ال correction couple لان خليني انتقل + +205 +00:20:58,090 --> 00:20:59,170 +للخطوة التالية + +206 +00:21:20,690 --> 00:21:24,370 +طبعا في الكتاب هذا .. هذه عندي ال crank هذا + +207 +00:21:24,370 --> 00:21:27,830 +connecting rod و ال piston جاه هنا في الكتاب + +208 +00:21:27,830 --> 00:21:41,450 +الكاتب هذه theta غلط هذه theta في + +209 +00:21:41,450 --> 00:21:46,730 +أول ال chapter دي بترجع أول slide كنا معرفي ال + +210 +00:21:46,730 --> 00:21:54,450 +theta هذه صح؟فى توهد فايف مانفعش تكون ماشي + +211 +00:21:54,450 --> 00:22:00,850 +consistent فهيكا الصح طيب + +212 +00:22:00,850 --> 00:22:10,550 +الان عندي connecting rod هذا مركز تقلق G يبعد + +213 +00:22:10,550 --> 00:22:19,730 +عن الطرف هذا الواحدوالمسافة between two pins اللي + +214 +00:22:19,730 --> 00:22:25,130 +هي ال small و السرعة العجل الزاوية لل connecting + +215 +00:22:25,130 --> 00:22:36,990 +rod Alpha Alpha PCA و في وزنه WC MCPG الأن هستبدل + +216 +00:22:36,990 --> 00:22:43,610 +الماس الكليه بتاع ال connecting rod بكتلتين واحدة + +217 +00:22:43,610 --> 00:22:44,450 +هنحطها هنا + +218 +00:22:53,840 --> 00:23:05,080 +والتانية هنحطها عند جهة ال crank هذي + +219 +00:23:05,080 --> 00:23:09,920 +M2 هذي انا فرقتها فرض انا حكيت بدي واحدة هنا واحدة + +220 +00:23:09,920 --> 00:23:16,440 +هنا هذي هتكون المسافة من هنا لهنا ال ثلاثة وهذه ال + +221 +00:23:16,440 --> 00:23:18,040 +واحدة + +222 +00:23:23,810 --> 00:23:28,830 +طبعا احنا حكينا الشرط الاول انه مركز تقل الكتلتين + +223 +00:23:28,830 --> 00:23:37,490 +هو نفس مركز تقل كله مجموعة two masses M1 و M2 + +224 +00:23:37,490 --> 00:23:42,250 +بيساوي ال MC الكلية لكن ال I بتاعة ال connecting + +225 +00:23:42,250 --> 00:23:49,390 +رد الأصلية لا تساوي ال I الناتجة عن M1 و M2 هتختلف + +226 +00:23:49,390 --> 00:23:52,530 +عنها يعني في KG و في KI + +227 +00:24:02,220 --> 00:24:06,220 +طيب انا حكيت ان السب دلتو هو بكتلتين كتلهين و + +228 +00:24:06,220 --> 00:24:12,640 +كتلهين ال inertia force due to mass at C acts + +229 +00:24:12,640 --> 00:24:24,720 +radially outward along crank OC ال + +230 +00:24:24,720 --> 00:24:28,660 +inertia force هكون قوة طرد مركزي نتيجة كتل حططين + +231 +00:24:28,660 --> 00:24:31,640 +لبره هذه هتعمل moment حوالين ال O + +232 +00:24:37,300 --> 00:24:40,840 +الانيرشا فورس الناتش انا حكيت ال connecting rod + +233 +00:24:40,840 --> 00:24:45,440 +استبدلته بكتلة تانية كتلة عن T كتلة عن C الكتلة عن + +234 +00:24:45,440 --> 00:24:49,720 +C هكونها انيرشا فورس هو طارد مركزي لبرا طبعا هتمور + +235 +00:24:49,720 --> 00:24:52,680 +في المركز هل تعمل moment؟ لأ لأ لأ لأ لأ لأ لأ لأ + +236 +00:24:52,680 --> 00:24:54,260 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +237 +00:24:54,260 --> 00:24:55,680 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +238 +00:24:55,680 --> 00:24:59,400 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +239 +00:24:59,400 --> 00:25:02,460 +ل + +240 +00:25:30,770 --> 00:25:35,610 +هذه .. هذه الجملة مش دقيقة أنا كتب mass at sea has + +241 +00:25:35,610 --> 00:25:38,170 +no effect on the crankshaft torque هذا الكلام مش + +242 +00:25:38,170 --> 00:25:42,990 +دقيق، بدي أحكي .. بدي أحكي inertia inertia force + +243 +00:25:42,990 --> 00:25:52,110 +inertia force due to mass at sea has no effect on + +244 +00:25:52,110 --> 00:25:52,990 +the crankshaft torque + +245 +00:25:56,280 --> 00:26:02,880 +أما في الأول فنيا الجملة مش صح inertia force + +246 +00:26:02,880 --> 00:26:05,540 +inertia force due to mass that c has no effect on + +247 +00:26:05,540 --> 00:26:09,120 +a crankshaft torque هاي save معناته احنا حكينا ال + +248 +00:26:09,120 --> 00:26:15,160 +connecting rod استبدلناه كتلتين كتلة عن P كتلة عن + +249 +00:26:15,160 --> 00:26:18,640 +C الكتلة عن C بيكون inertia force كوتر المركزي + +250 +00:26:18,640 --> 00:26:24,560 +لبرا مابتعملش moment حوالين او وبالتالي مابتعملش + +251 +00:26:24,560 --> 00:26:29,010 +torqueالـ inertia force due to mass at C مابتعمل + +252 +00:26:29,010 --> 00:26:38,730 +torque ال + +253 +00:26:38,730 --> 00:26:46,550 +mass at P هنا اللي هي M1 هتساوى المسافة هذه على + +254 +00:26:46,550 --> 00:26:52,090 +المسافة الكلية في الكتلة الكلية اللي ليهاش لـ M1 + +255 +00:26:53,820 --> 00:26:58,220 +بتساوي اللي هي المسافة هذه عبارة عن L ناقص L واحد + +256 +00:26:58,220 --> 00:27:02,320 +على + +257 +00:27:02,320 --> 00:27:09,160 +L في MC الآن + +258 +00:27:09,160 --> 00:27:13,840 +أنا عندي piston أساسا في piston اللي قتلى MR إذا + +259 +00:27:13,840 --> 00:27:19,400 +فاكرين ال piston اللي قتلى MR لكن + +260 +00:27:20,770 --> 00:27:23,530 +الكتلة الحقيقية او ال effect بتاع ال connecting + +261 +00:27:23,530 --> 00:27:28,910 +rod له تأثير من خلال ال M1 من خلال ال M1 معناه + +262 +00:27:28,910 --> 00:27:32,370 +الكتلة الكلية هي ال responding mass هتكون الكتلة + +263 +00:27:32,370 --> 00:27:37,130 +بتاعة ال piston زاد الكتلة الناتجة عن M1 اللي + +264 +00:27:37,130 --> 00:27:40,710 +مصدرها جاي من ال connecting rod الان فاهمتوا ليش + +265 +00:27:40,710 --> 00:27:46,270 +هنا بنوزع ال mass بتاعة ال connecting rod ل two + +266 +00:27:46,270 --> 00:27:50,810 +massesلأنه لها effect هنا و لها effect هنا كمان + +267 +00:27:50,810 --> 00:27:57,210 +هنشوف بعد شوية معناته ال total mass ال total mass + +268 +00:27:57,210 --> 00:28:01,770 +ل reciprocating parts قد ال piston هتكون الكتلة + +269 +00:28:01,770 --> 00:28:04,890 +بتاعة ال piston M reciprocating زاد الكتلة اللي + +270 +00:28:04,890 --> 00:28:09,030 +جاية من ال connecting rod اللي هي L minus L واحد + +271 +00:28:09,030 --> 00:28:12,010 +على L في ال M في ال MC اللي هي M واحد + +272 +00:28:16,410 --> 00:28:18,770 +الان معناته ال energy force اللى حسبناها فى أول + +273 +00:28:18,770 --> 00:28:25,450 +chapter تتعدل لان ال mass أشمالها اختلفت هتكون ال + +274 +00:28:25,450 --> 00:28:31,290 +inertia force ال mass الكلية فى ال acceleration و + +275 +00:28:31,290 --> 00:28:34,470 +ال acceleration احنا كنا عارفينها omega square r + +276 +00:28:34,470 --> 00:28:36,690 +فى cosine theta زى cosine u theta على n هذى الرد + +277 +00:28:36,690 --> 00:28:42,870 +اشتقنها فى بداية ال chapter لان بعوض عن ال mass و + +278 +00:28:42,870 --> 00:28:49,210 +ال ar بحثوا ال inertia forceعند ال piston اللي هي + +279 +00:28:49,210 --> 00:28:52,850 +mr زي ال minus L واحدة ل L في MC في omega square R + +280 +00:28:52,850 --> 00:29:04,210 +في cos θ زي cos θ على N احنا + +281 +00:29:04,210 --> 00:29:12,110 +حكينا ال + +282 +00:29:12,110 --> 00:29:15,150 +torque due to inertia force + +283 +00:29:18,360 --> 00:29:22,980 +بسوء FI في R احنا المعادلة ماكانتش زي هيك اذا + +284 +00:29:22,980 --> 00:29:27,680 +بتذكروا ال torque عند ال crank ايش كان ساوي ال + +285 +00:29:27,680 --> 00:29:31,600 +piston effort في + +286 +00:29:31,600 --> 00:29:41,480 +R في sin theta زائد sin two thetaعلى اتنين جزء + +287 +00:29:41,480 --> 00:29:44,920 +تربيعي ل N square minus sine square theta هيك + +288 +00:29:44,920 --> 00:29:48,220 +المعادلة كانت piston effort انا ماخدي ال torque + +289 +00:29:48,220 --> 00:29:54,440 +due to inertia ال torque due to inertia هيكون F I + +290 +00:29:54,440 --> 00:30:00,020 +في R في sine theta زي ال sine two theta على اتنين + +291 +00:30:00,020 --> 00:30:02,420 +جزء تربيعي ل N square minus sine square theta + +292 +00:30:10,730 --> 00:30:17,530 +المعادلة السابقة لما اشتقناها احنا حكينا one of + +293 +00:30:17,530 --> 00:30:23,810 +the masses حطناها عند ال crank اللي هي كتة الكلية + +294 +00:30:23,810 --> 00:30:26,990 +ال connecting rod وزنها mass عند ال piston وmass + +295 +00:30:26,990 --> 00:30:31,870 +عند ال crank pin this + +296 +00:30:31,870 --> 00:30:36,450 +assumption does not satisfy the condition for + +297 +00:30:36,450 --> 00:30:38,770 +kinetically equivalent system of rigid body طبعا + +298 +00:30:38,770 --> 00:30:44,130 +لما حطيت mass عندP و mass يعني C هذا is not + +299 +00:30:44,130 --> 00:30:47,490 +kinetically equivalent لل original mass بتاع ال + +300 +00:30:47,490 --> 00:30:50,670 +connecting rod يعني الحقيقة أنا بس شرطين مجموعة + +301 +00:30:50,670 --> 00:30:59,820 +total masses مظلوط بيستوى M 1 زي M 2 بيستوى Mو ال + +302 +00:30:59,820 --> 00:31:04,940 +center of gravity of the two masses هو G يعني M1L1 + +303 +00:31:04,940 --> 00:31:12,760 +بيساوي M2L3 هدول اتحققوا لكن M1L1 تربيع زاد M2L3 + +304 +00:31:12,760 --> 00:31:18,720 +تربيع لاتساوي MKG تربيع يعني ال condition بتاع ال + +305 +00:31:18,720 --> 00:31:21,780 +mountain inertia ما اتحقق معناته فيه هكون + +306 +00:31:21,780 --> 00:31:30,340 +correction errorالـ Correction Torque T' هيكون رد + +307 +00:31:30,340 --> 00:31:34,140 +اشتقناها من شوية بس هو MC في K واحد تاربيع بقى نقص + +308 +00:31:34,140 --> 00:31:39,100 +K تاربيع يعني في الآخر هتساوي MC الواحد في L small + +309 +00:31:39,100 --> 00:31:42,260 +نقص ال capital في ال alpha بتاعة ال connecting rod + +310 +00:31:43,970 --> 00:31:46,290 +وهنا عارفين ال alpha بتاعة ال connecting rod + +311 +00:31:46,290 --> 00:31:49,510 +حسبناها في بداية الشبتر بيسموها minus omega + +312 +00:31:49,510 --> 00:31:53,270 +squared ال omega اللي هي ال .. ال .. ال .. ال أكتر + +313 +00:31:53,270 --> 00:31:58,730 +velocity لل connecting rod في sin θ على n فلما + +314 +00:31:58,730 --> 00:32:04,710 +نعوض عن ال alpha نعوض عن ال alpha و نعوض في + +315 +00:32:04,710 --> 00:32:08,790 +المعادلة هذه بيصير + +316 +00:32:08,790 --> 00:32:10,730 +and ال correcting torque + +317 +00:32:15,320 --> 00:32:19,100 +يعني هتحوّر هصير minus omega squared sin theta على + +318 +00:32:19,100 --> 00:32:26,860 +N في MCL واحد في L minus L capital الان + +319 +00:32:26,860 --> 00:32:32,600 +ال torque ده يعني فى عندى torque زيادة فى torque + +320 +00:32:32,600 --> 00:32:38,520 +زيادة يعني فى نسبة خطأ ال torque ده ممكن اعبر عنه + +321 +00:32:38,520 --> 00:32:42,180 +بازدواج الازدواج عبارة عن two forces اللى حنافية + +322 +00:32:42,180 --> 00:32:45,930 +لما تفتح حنافية انت ايه بتضغطتضغط force هيك و + +323 +00:32:45,930 --> 00:32:51,010 +force هيك هذا ازدواج صح فممكن اعبر عنه عبارة ممكن + +324 +00:32:51,010 --> 00:33:01,370 +احول ال T prime ل force عند C لتحت و force عند T + +325 +00:33:01,370 --> 00:33:08,410 +لأعلى يعني هنا عندي fy وهنا + +326 +00:33:08,410 --> 00:33:19,780 +عندي ايش fy هذا الازدواجيُكافِق الـ T' لأ + +327 +00:33:19,780 --> 00:33:24,240 +هو هتكون ازيادة هتكون بالشكل هذا باتجاه ياشه + +328 +00:33:24,240 --> 00:33:29,540 +الألفة هو اعتمد على شرط الألفة هو المفروض لما + +329 +00:33:29,540 --> 00:33:33,760 +تطرحه لازم تقوم بتعمل عكسه عشان تعمل correction + +330 +00:33:33,760 --> 00:33:38,820 +لأنه زاد بس هو معتمد انه لما تتعود تطلع negative + +331 +00:33:38,820 --> 00:33:43,890 +تطلع هيهيةطيب فال correction torque استبدلوا + +332 +00:33:43,890 --> 00:33:52,110 +بازدواج fy و fy و بينهم مسافة أيه؟ PN يعني ال T + +333 +00:33:52,110 --> 00:33:59,310 +prime هيكون fy في المسافة بينهم صح؟ fy في PN + +334 +00:33:59,310 --> 00:34:02,370 +معناته + +335 +00:34:02,370 --> 00:34:14,440 +ال fy ال fy هتساوي ال T primeعلى PN و ال T Prime + +336 +00:34:14,440 --> 00:34:22,760 +طيب + +337 +00:34:22,760 --> 00:34:28,800 +معناته انا ال correction torque استبدلته بازدواج + +338 +00:34:28,800 --> 00:34:32,960 +عبارة عن two force FY و FY اللي عن FY في المسافة + +339 +00:34:32,960 --> 00:34:36,940 +دي PN PN طبعا مش مستوى طول ال connecting rod في + +340 +00:34:36,940 --> 00:34:54,110 +cos فبستويه T Prime ومنها بحسب ال FY الان + +341 +00:34:54,110 --> 00:34:59,290 +ال FY هنا عند ال piston بتعمل reaction force على + +342 +00:34:59,290 --> 00:35:04,270 +جدران تاعة الاستوانة ال FY اللي عند ال piston + +343 +00:35:04,270 --> 00:35:07,310 +بتعمل reaction force على جدران تاعة الاستوانة تاعة + +344 +00:35:07,310 --> 00:35:16,420 +ال engineالـ FY اللي عند الكرانك تعمل ليه تورك + +345 +00:35:16,420 --> 00:35:22,380 +تعمل ليه تورك اللي هي تسميها TC بتسوء FY في + +346 +00:35:22,380 --> 00:35:29,020 +المسافة هذه صح تورك هو ينقوه نتيجة + +347 +00:35:29,020 --> 00:35:35,700 +FY بتسوء FY في المسافة هذه اللي هي ON TC بس FY في + +348 +00:35:35,700 --> 00:35:41,280 +ONمعناته و ال F هو احنا حاكيها بيساوي TR على PN + +349 +00:35:41,280 --> 00:35:50,880 +بعدين بنعود على N O N O هي طبعا هذه غلط هذه ثتا ON + +350 +00:35:50,880 --> 00:36:00,020 +بيساوي R Cos Theta و ال PN L Cos Phi فهتصفى اللي + +351 +00:36:00,020 --> 00:36:05,500 +هي TC TC + +352 +00:36:06,930 --> 00:36:19,390 +هتكون تساوي TC التي هي T Prime في ال NO التي هي R + +353 +00:36:19,390 --> 00:36:28,010 +Cos Theta على L Cos Phi طبعا هذه T Prime في Cos + +354 +00:36:28,010 --> 00:36:28,630 +Theta + +355 +00:36:35,540 --> 00:36:38,080 +بعدها بنعوض عن T Prime + +356 +00:36:46,640 --> 00:36:52,920 +بأعود عن cos φ التي هي 1-sin φ تربيع التي هي 1-cos + +357 +00:36:52,920 --> 00:36:59,300 +θ على n² بدخل n جوا بيصير n تربيع minus sin تربيع + +358 +00:36:59,300 --> 00:37:06,240 +θ طبعا ال sin θ أقل بكتير من n² عامة ال + +359 +00:37:06,240 --> 00:37:10,160 +approximation بيصير cos θ على n بعدين أخد اللي هو + +360 +00:37:10,160 --> 00:37:14,140 +no على pn ال معادلة هذه + +361 +00:37:17,170 --> 00:37:23,750 +هذه وعوّضها وعوّض عن T Prime عوّض عن T Prime وعمل + +362 +00:37:23,750 --> 00:37:28,930 +Simplification بيصير معادلة TC minus MC في L واحد + +363 +00:37:28,930 --> 00:37:33,290 +في L minus L في Omega Square Sin Two Theta على + +364 +00:37:33,290 --> 00:37:39,450 +اتنين N Square طيب + +365 +00:37:39,450 --> 00:37:44,550 +معناته + +366 +00:37:44,550 --> 00:37:48,930 +احنانتيجة انه مافيش dynamic .. complete dynamic + +367 +00:37:48,930 --> 00:37:51,950 +equivalent لل two masses، ال one mass located at + +368 +00:37:51,950 --> 00:37:54,930 +the piston and the other mass located at the .. + +369 +00:37:54,930 --> 00:37:59,930 +the crank و صار عندي correction torqueالـ + +370 +00:37:59,930 --> 00:38:04,070 +correction torque حولته ل couple fy و fy ال fy + +371 +00:38:04,070 --> 00:38:08,170 +اللي عند ال piston اللي هتعمل reaction force على + +372 +00:38:08,170 --> 00:38:12,090 +الجدران بتاعة الاستوانة و ال fy اللي عند ال .. ال + +373 +00:38:12,090 --> 00:38:14,450 +.. ال .. ال .. ال .. ال pin اللي بين ال connecting + +374 +00:38:14,450 --> 00:38:22,750 +rod و ال crank هتعمل ايه؟ torque Tc torque Tc الآن + +375 +00:38:22,750 --> 00:38:24,570 +عند C عند C + +376 +00:38:27,940 --> 00:38:34,300 +عن C احنا حكينا حطينا mass M1 هنا و mass M2 عند ال + +377 +00:38:34,300 --> 00:38:38,880 +mass M2 حكينا + +378 +00:38:38,880 --> 00:38:44,860 +في inertia force بتعملش torque بس في الوزن الوزن + +379 +00:38:44,860 --> 00:38:48,580 +ال inertia force هي نتجة عن ال rotation عن ال + +380 +00:38:48,580 --> 00:38:55,280 +acceleration نتجة عن ال acceleration في الوزن لتحت + +381 +00:38:58,820 --> 00:39:06,100 +م اتنين م اتنين جي م اتنين جي هذه بتعمل ايش؟ + +382 +00:39:06,100 --> 00:39:13,420 +torque معاكس هتكون ال torque دي هو الوزن ال mass م + +383 +00:39:13,420 --> 00:39:18,160 +اتنين بس هو minus م اتنين جي في n o و ال n o عبارة + +384 +00:39:18,160 --> 00:39:23,180 +عن r cosine ال n o عبارة عن r cosine theta + +385 +00:39:25,970 --> 00:39:31,790 +اللي مابتطلع ال torque due to .. to .. to .. ال + +386 +00:39:31,790 --> 00:39:35,410 +weight on C بسبب نسبة MCG فى الواحد ل N كوسينة تتا + +387 +00:39:35,410 --> 00:39:39,710 +انا اتبعتوا ليش انا صلحت الجملة ديك حكيت .. حكيت + +388 +00:39:39,710 --> 00:39:47,090 +inertia due to mass at C مابتعمل torque حول ال + +389 +00:39:47,090 --> 00:39:53,640 +crank ال inertiadue to mass at C ما بتعمل torque + +390 +00:39:53,640 --> 00:39:59,380 +حوالي ال crank لكن ال mass تعيتها بتعمل ال mass + +391 +00:39:59,380 --> 00:40:02,880 +تعيتها طبعا الكتاب كاتبها زي كم كانت في الأول مش + +392 +00:40:02,880 --> 00:40:08,540 +صح الجملة ففي torque set on the crank shaft due to + +393 +00:40:08,540 --> 00:40:15,260 +mass M2 ال weight of the mass at M2 معناته صار + +394 +00:40:15,260 --> 00:40:18,480 +عندى energy torque Ti + +395 +00:40:20,820 --> 00:40:30,540 +وعندي TC وعندي TW الـ + +396 +00:40:30,540 --> 00:40:33,580 +total torque exerted on the crankshaft due to + +397 +00:40:33,580 --> 00:40:42,400 +inertia of the moving parts هيكون TI زي TC زي TW + +398 +00:40:46,160 --> 00:40:51,520 +الان فهمتوا ليش احنا عملنا two mass system ليش + +399 +00:40:51,520 --> 00:40:54,500 +استبدلنا .. بنستبدل ال connecting rod ب two masses + +400 +00:40:54,500 --> 00:40:58,840 +لأن ال effect بتاعه هنقله جهة ال piston و جهة ال + +401 +00:40:58,840 --> 00:41:04,000 +crank واضح؟ لهذا السبب بتاع المنقله السؤال هل ممكن + +402 +00:41:04,000 --> 00:41:10,460 +انا اصمم ال connecting rod بحيث ممكن انا بشكل مسبق + +403 +00:41:10,460 --> 00:41:18,000 +اخطط انه .. ان يكونال mass واحد و ال mass اللى عند + +404 +00:41:18,000 --> 00:41:23,580 +ال crank تطلع هي فعلا equivalent ممكن ولاش ممكن؟ + +405 +00:41:23,580 --> 00:41:32,540 +ممكن انا بحكي ممكن هاي هادي bonus ليه سويها ايوة + +406 +00:41:32,540 --> 00:41:35,960 +يا عم اللي صمم ليه اللي صمم ليه انت انا اعطيتكوا + +407 +00:41:35,960 --> 00:41:41,660 +ال crank shaft و ال piston اللي اعطيتكوا الرسمة 3D + +408 +00:41:43,130 --> 00:41:46,330 +اعملوا ليه؟ عدلوا عليه على ال connecting rod عدلوا + +409 +00:41:46,330 --> 00:41:50,510 +عليه بحيث انه يحاولوا ل two masses one mass at + +410 +00:41:50,510 --> 00:41:53,950 +this at P و one mass at C بحيث تطلع فعلا كنمة + +411 +00:41:53,950 --> 00:42:00,210 +equivalent انه بشكل مقصود انا حاولت اعمله دكية عدل + +412 +00:42:00,210 --> 00:42:09,830 +بس في المعطيات الموجودة عندك هذه + +413 +00:42:09,830 --> 00:42:16,180 +بقى نص اللي بدوهاعشرة المية عليها اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..477faedbcd5dc45a3be7769adca88eb56817661d --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 2613, "start": 5.25, "end": 26.13, "text": "السلام عليكم و رحمة الله و بركاته اليوم هنكمل في مادة نظرية الألات هنكمل في شبتر خمس عشر inertia forces in reciprocating parts في المحاضرات السابقة عملنا displacement velocity acceleration analysis ل slotted crank mechanism", "tokens": [6027, 3794, 37440, 25894, 24793, 4032, 12602, 35571, 3660, 21984, 4032, 4724, 31747, 9307, 3224, 45595, 20498, 8032, 1863, 24793, 1211, 8978, 3714, 18513, 3660, 8717, 19913, 2288, 10632, 16247, 1211, 9307, 8032, 1863, 24793, 1211, 8978, 13412, 3555, 2655, 2288, 16490, 2304, 3794, 6225, 46309, 37234, 5874, 294, 28961, 66, 990, 3166, 8978, 9673, 5016, 46958, 2288, 9307, 21136, 16758, 28671, 6225, 42213, 8315, 21899, 9269, 17162, 5215, 5296, 1061, 11252, 21263, 7513], "avg_logprob": -0.18770832896232606, 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0000000000000000000000000000000000000000..22238a1153589e01de63c436008405daf35a5517 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/YoAlsMMix3o_raw.srt @@ -0,0 +1,1668 @@ +1 +00:00:05,250 --> 00:00:09,050 +السلام عليكم و رحمة الله و بركاته اليوم هنكمل في + +2 +00:00:09,050 --> 00:00:13,350 +مادة نظرية الألات هنكمل في شبتر خمس عشر inertia + +3 +00:00:13,350 --> 00:00:20,110 +forces in reciprocating parts في المحاضرات السابقة + +4 +00:00:20,110 --> 00:00:23,870 +عملنا displacement velocity acceleration analysis + +5 +00:00:23,870 --> 00:00:26,130 +ل slotted crank mechanism + +6 +00:00:32,310 --> 00:00:37,010 +حلينا مجموعة من الأمثلة بعدين عملنا force analysis + +7 +00:00:37,010 --> 00:00:40,330 +بعدين من عند ال piston وانتقلنا ال piston ل ال + +8 +00:00:40,330 --> 00:00:42,850 +connecting rod و من ال connecting rod ل ال crank + +9 +00:00:42,850 --> 00:00:46,570 +عند ال piston حسبنا ال piston effort و من ال + +10 +00:00:46,570 --> 00:00:49,650 +piston effort حسبنا ال force المنتقلة عبر ال + +11 +00:00:49,650 --> 00:00:54,590 +connecting rod Fq Fq بعدين عند ال crank حللناها + +12 +00:00:54,590 --> 00:01:00,020 +لمركبتينمراكبة في اتجاه الكرانك FB ومراكبة عموديه + +13 +00:01:00,020 --> 00:01:03,960 +علي كرانك FT بعدين حسبنا ال torque at the crank + +14 +00:01:03,960 --> 00:01:07,980 +اللي هو FT في ال radius بتاع الكرانك ووصلنا + +15 +00:01:07,980 --> 00:01:14,120 +لمعادلة لتورك + +16 +00:01:14,120 --> 00:01:17,000 +اللي هو بيساوي ال piston effort في ال radius في + +17 +00:01:17,000 --> 00:01:21,760 +sin θ زي sin 2θ على 2N حلينا examples + +18 +00:01:27,650 --> 00:01:38,210 +بعدين حكينا عن ال compound pendulum حسبنا + +19 +00:01:38,210 --> 00:01:43,210 +زمن الدوري أو جيبنا معادل لزمن الدوري لل pendulum + +20 +00:01:43,210 --> 00:01:47,650 +as a function of rate of generation لل compound + +21 +00:01:47,650 --> 00:01:54,240 +pendulumوالمسافة من نقطة التعليق اذا عملنا تجربة و + +22 +00:01:54,240 --> 00:01:57,820 +قصدنا فيها اهتزاز او oscillation لل compound + +23 +00:01:57,820 --> 00:02:04,700 +pendulum ممكن هذه احد الطرق لقياس + +24 +00:02:04,700 --> 00:02:09,440 +او حسها ال momentum inertia بطريقة تجربية + +25 +00:02:13,310 --> 00:02:16,810 +بعدين شفنا كيف ممكن الجسم أحاوله ل two point + +26 +00:02:16,810 --> 00:02:23,730 +masses ل two equivalent masses عند أطرافه عشان + +27 +00:02:23,730 --> 00:02:27,170 +يكون ال two .. two mass system equivalent لل one + +28 +00:02:27,170 --> 00:02:31,790 +rigid body system لازم أولش مجموع ال two masses + +29 +00:02:31,790 --> 00:02:35,680 +يكون سوى ال mass بتاعة ال rigid bodyبعدين ال + +30 +00:02:35,680 --> 00:02:40,740 +moment عزم ال .. ال .. ال .. ال masses حوالين مركز + +31 +00:02:40,740 --> 00:02:46,020 +اتقال بيساوي ايش؟ Zero و رقم تلاتة ال total moment + +32 +00:02:46,020 --> 00:02:49,040 +of inertia لل two masses حوالين مركز اتقال هو نفس + +33 +00:02:49,040 --> 00:02:51,300 +ال moment of inertia لل .. لل rigid body حوالين + +34 +00:02:51,300 --> 00:02:56,760 +مركز اتقاله و باستخدام الشروط هذه جيبنا معادلة ل + +35 +00:02:56,760 --> 00:03:02,620 +.. لل M واحد و M اتنين و L واحد و L اتنين + +36 +00:03:10,210 --> 00:03:19,970 +حلنا أمثلة اليوم هنكمل طبعا + +37 +00:03:19,970 --> 00:03:26,370 +في حالة ال connecting rod عمليا بيروح + +38 +00:03:26,370 --> 00:03:36,010 +بيحط one mass at one end يعني بيحط one mass هنا و + +39 +00:03:36,010 --> 00:03:43,000 +one mass هناالان حسابيا انت بيكون احط mass هنا و + +40 +00:03:43,000 --> 00:03:46,340 +نحسب ال location of ال other mass و قيمتها صح ما + +41 +00:03:46,340 --> 00:03:51,420 +كانت تيجي هنا ما كانت تيجي هنا مظبوط لكن انا ممكن + +42 +00:03:51,420 --> 00:03:55,940 +احكي لأ بدي احط mass هنا و mass هنا يعني انا فرض + +43 +00:03:55,940 --> 00:03:59,740 +عليه الان ممكن احقق الشرط الأول والتاني ان الشرط + +44 +00:03:59,740 --> 00:04:01,980 +الأول اللي هو مجموعة two masses يستوى ال mass اللي + +45 +00:04:01,980 --> 00:04:07,240 +كلها على ال connecting road هذا بتحقق ال moment of + +46 +00:04:08,310 --> 00:04:10,950 +the two masses about the center of gravity بتحقق + +47 +00:04:10,950 --> 00:04:16,830 +لكن شرط أن الموتوفنيرشية .. الموتوفنيرشية للتو + +48 +00:04:16,830 --> 00:04:21,270 +masses حوالي مركز ثقل مش هيساوم الموتوفنيرشية + +49 +00:04:21,270 --> 00:04:26,750 +للجسم يعني هاتحقق شرطين .. هاتحقق شرطين بس الشرط + +50 +00:04:26,750 --> 00:04:30,290 +تالت مش هيتحقق وبالتالي في الحالة هذه بحتاج نعمل + +51 +00:04:30,290 --> 00:04:32,530 +some correction يعني + +52 +00:04:34,640 --> 00:04:38,300 +when two masses are placed arbitrarily يعني حطوا + +53 +00:04:38,300 --> 00:04:41,680 +بشكل عشوائي حاطيت واحدة يعني واحدة هنا ممكن احقق + +54 +00:04:41,680 --> 00:04:46,880 +الشرط اللي هو M واحد زاد M اتنين بيساوي M و M واحد + +55 +00:04:46,880 --> 00:04:49,780 +طبعا المعادلة هذه الكتاب هذه عادة الكتاب مش صح + +56 +00:04:49,780 --> 00:04:56,880 +المعادلة انا عندي هاي هاي الجسم هاي مركز ثقل جي + +57 +00:04:56,880 --> 00:04:58,760 +عشان اعمل + +58 +00:05:10,190 --> 00:05:17,370 +بحيث ان M1 زاد M2 بيساوي total massو M1L1 بيستوى + +59 +00:05:17,370 --> 00:05:25,210 +M2L2 و M1L1 تربيع زاد M2L2 تربيع بيستوى MKG تربيع + +60 +00:05:25,210 --> 00:05:30,370 +تلت شروط لكن لو انا حطيت math and location A و + +61 +00:05:30,370 --> 00:05:35,550 +another location D other than B بيبقى ألت تلتة + +62 +00:05:35,550 --> 00:05:43,290 +بسيان دي M1 لسه ما زال M1 زاد M2 بيستوى M + +63 +00:05:47,700 --> 00:05:59,640 +M1L1 M2L3 M2L3 + +64 +00:05:59,640 --> 00:06:11,220 +M2L3 M2L3 M2L3 + +65 +00:06:12,920 --> 00:06:15,300 +هذا some other location يعني انا لو حد connecting + +66 +00:06:15,300 --> 00:06:19,700 +road انا + +67 +00:06:19,700 --> 00:06:24,740 +كنت احط mouse هنا اضغط و احسب ال location بتاع ال + +68 +00:06:24,740 --> 00:06:29,420 +mouse التانية و قمةها هذه الاتنين ما كانت تيجي في + +69 +00:06:29,420 --> 00:06:34,540 +المركز التاني انا بدأ افرض احط ال mouse في المركز + +70 +00:06:34,540 --> 00:06:39,580 +التاني لأ + +71 +00:06:39,580 --> 00:06:44,120 +مستحيل تكون نفسهابتكونش نفسها مستحيل تكون نفسها + +72 +00:06:44,120 --> 00:06:48,860 +لإن اختلفت المسافة فهتكون عندك M1 M2 بيساوي M في + +73 +00:06:48,860 --> 00:06:55,780 +كل أحوال سواء كانت M2 ان D أو ND لكن M2 هي نفس M3 + +74 +00:06:55,780 --> 00:07:03,520 +M2 هي نفس M3 اه فهتكون M1 L1 بيساوي M2 L3 بدك تسمي + +75 +00:07:03,520 --> 00:07:10,580 +M3 بصير الأن + +76 +00:07:10,990 --> 00:07:15,710 +م1 الواحد + +77 +00:07:15,710 --> 00:07:30,430 +تربيع زاد م2 التلاتة تربيع لا تساوي مكج تربيع في + +78 +00:07:30,430 --> 00:07:36,110 +الحالة هذه بشكل عام م1 الواحد تربيع زاد م2 التلاتة + +79 +00:07:36,110 --> 00:07:45,810 +تربيع بسواء مكج لكن م1L1 تربيع زاد M2 L2 تربيع + +80 +00:07:45,810 --> 00:07:53,970 +بتساوي MKG تربيع بحيث موقع M2 مش انا فرض و فرض + +81 +00:07:53,970 --> 00:07:59,370 +بحسبه حساب عشان احقق ال condition هذا في الحالة + +82 +00:07:59,370 --> 00:08:04,310 +هذه لما حطيت ال M2 عندي انا ماحسبت حكيت انا بده + +83 +00:08:04,310 --> 00:08:10,250 +احطه هنا فرضت فرض واضح طيب + +84 +00:08:14,990 --> 00:08:20,350 +الان ال I واحد + +85 +00:08:20,350 --> 00:08:23,210 +لل system دي ده سامع I واحد ممكناش لل system دي حد + +86 +00:08:23,210 --> 00:08:33,350 +كول M واحد ال واحد تربية زائد M اتنين ال تلاتة + +87 +00:08:33,350 --> 00:08:40,230 +تربية وال + +88 +00:08:40,230 --> 00:08:48,450 +K واحدهو الـ new rates generation بتساوي K واحد + +89 +00:08:48,450 --> 00:08:59,990 +تربية M وال I الأصلية اللي بتساوي M واحد L واحد + +90 +00:08:59,990 --> 00:09:08,450 +تربية زاد M اتنين L اتنين تربية بتساوي KJ تربية M + +91 +00:09:14,660 --> 00:09:19,220 +إذا كان ال connecting rod بتحرك + +92 +00:09:19,220 --> 00:09:25,840 +بعجلة زاوية Alpha بيكون ال torque ساوية I في Alpha + +93 +00:09:25,840 --> 00:09:30,920 +ال torque بيكون ساوية I في Alpha يعني مستوى ال I + +94 +00:09:30,920 --> 00:09:35,120 +بيستوى M KG تربية في Alpha الآن إذا استبدلت ال + +95 +00:09:35,120 --> 00:09:42,680 +mass two masses one mass is located at Aوالـ other + +96 +00:09:42,680 --> 00:09:47,640 +mass أنا فرضتها فرض حاطيتها عن D حاطيتها عن D ال + +97 +00:09:47,640 --> 00:09:51,380 +torque الناتج عن ال two mass system اللي هو سميت T + +98 +00:09:51,380 --> 00:09:55,220 +I بيساوي T واحد بيساوي I واحد في Alpha و I واحد + +99 +00:09:55,220 --> 00:09:59,900 +بيساوي M K واحد تربيع في Alpha الان ال T واحد + +100 +00:09:59,900 --> 00:10:06,880 +بيساويش ال T بيساويش ال T ال T واحد هيكون أكبر من + +101 +00:10:06,880 --> 00:10:10,320 +ال T مانعته في بينهم فرق difference بيسميه T prime + +102 +00:10:12,040 --> 00:10:18,320 +بصوت T1-T باعوض عن T واحد M K واحد تربيع في Alpha + +103 +00:10:18,320 --> 00:10:24,700 +باعوض عن T M KG تربيع في Alpha هاخد M M و Alpha + +104 +00:10:24,700 --> 00:10:28,380 +همشترك بيصير M و Alpha يكون عندك K واحد تربيع + +105 +00:10:28,380 --> 00:10:33,720 +minus KG تربيع في Alpha الآن اذا انا فرضت ال two + +106 +00:10:33,720 --> 00:10:36,600 +mass عشان يكون two mass system equivalent لازم + +107 +00:10:36,600 --> 00:10:39,740 +اعمل correction لما صار نسبة خطأ ناس صارت نسبة خطأ + +108 +00:10:39,740 --> 00:10:44,390 +لأنه فرضت المكان حكيتلهأنتوا ال mass هاي واحدة هنا + +109 +00:10:44,390 --> 00:10:48,190 +و التاني أبدأ أحطك هنا لإن أنا ما بعملش complete + +110 +00:10:48,190 --> 00:10:51,810 +equivalence بعمل equivalence من ناحية sum of + +111 +00:10:51,810 --> 00:10:55,330 +masses equivalent بعمل equivalence من ناحية moment + +112 +00:10:55,330 --> 00:10:59,150 +حوالي مركز ثقة لكن ما بعمل equivalence ل moment of + +113 +00:10:59,150 --> 00:11:03,370 +inertia وبالتالي محتاج أعمل correction couple في + +114 +00:11:03,370 --> 00:11:06,550 +ال analysis بتاعي اللي هو T prime سواء كواحد او + +115 +00:11:06,550 --> 00:11:12,610 +يابانس كجي تربيع في Alphaزي ما حكينا ال T Prime + +116 +00:11:12,610 --> 00:11:18,590 +بيستوى T1 minus T T1 هو M K1 تربيع في Alpha K1 ايش + +117 +00:11:18,590 --> 00:11:27,710 +هو؟ K1 ال radius of gyration لجديد لـ M1 و M3 ناقص + +118 +00:11:27,710 --> 00:11:32,950 +M KG تربيع في Alpha KG القديمة ال KG الأصلية ال KG + +119 +00:11:32,950 --> 00:11:36,850 +تربيع بيستوى L1 في L2 نفكر اننا اشتقناها برضه + +120 +00:11:36,850 --> 00:11:44,810 +هتطلع ال K1 تربيع L1 في L3أعوض عن K1 و KG هتصبح T' + +121 +00:11:44,930 --> 00:11:50,070 +يصبح M في Alpha في L1 L3 في L1 minus L1 L2 خد L1 + +122 +00:11:50,070 --> 00:11:56,710 +مشترك يصبح M L1 في L3 minus L2 هاي L3 وهي L2 هاي + +123 +00:11:56,710 --> 00:12:07,050 +الفرق بينهم هذا ال T' طبعا L3 minus L3 minus L2 + +124 +00:12:07,050 --> 00:12:12,210 +يستوى المسافة هذه صح؟اللي هي بتساوي كل المسافة هذه + +125 +00:12:12,210 --> 00:12:16,410 +نقص كل المسافة هذه اللي هي Lsmall minus Lcapital + +126 +00:12:16,410 --> 00:12:22,490 +لشوف + +127 +00:12:22,490 --> 00:12:26,610 +نحل ال exam بس عشان نتعود exam الحساب نتعود على + +128 +00:12:26,610 --> 00:12:27,150 +المعادلة + +129 +00:12:40,010 --> 00:12:44,230 +عند ال connecting rod كتلته + +130 +00:12:44,230 --> 00:12:48,590 +اتنين + +131 +00:12:48,590 --> 00:12:58,630 +كيلو جرام اتنين + +132 +00:12:58,630 --> 00:12:59,330 +كيلو جرام اتنين كيلو جرام اتنين كيلو جرام اتنين + +133 +00:12:59,330 --> 00:13:00,350 +كيلو جرام اتنين كيلو جرام اتنين كيلو جرام اتنين + +134 +00:13:00,350 --> 00:13:00,370 +كيلو جرام اتنين كيلو جرام اتنين كيلو جرام اتنين + +135 +00:13:00,370 --> 00:13:00,370 +كيلو جرام اتنين كيلو جرام اتنين كيلو جرام اتنين + +136 +00:13:00,370 --> 00:13:00,370 +كيلو جرام اتنين كيلو جرام اتنين كيلو جرام اتنين + +137 +00:13:00,370 --> 00:13:00,370 +كيلو جرام اتنين كيلو جرام اتنين كيلو جرام اتنين + +138 +00:13:00,370 --> 00:13:05,450 +كيلو جرام اتنين كيلو جرام اتنين كthe center of + +139 +00:13:05,450 --> 00:13:08,070 +gravity falls at a point one hundred millimeters + +140 +00:13:08,070 --> 00:13:13,310 +from the gauge on pin يعني هذه المسافة ميت ملي + +141 +00:13:13,310 --> 00:13:15,270 +الواحد بالثانوية ميت ملي + +142 +00:13:26,760 --> 00:13:29,700 +radius of gyration about an axis through the + +143 +00:13:29,700 --> 00:13:31,660 +center of gravity in order to plane of rotation is + +144 +00:13:31,660 --> 00:13:32,640 +110 mm + +145 +00:13:48,440 --> 00:13:51,460 +Find equivalent dynamic system if only one of + +146 +00:13:51,460 --> 00:13:54,200 +masses is located at the gauge on both sides جيب + +147 +00:13:54,200 --> 00:13:57,560 +بالطريقة التقليدية two masses يكون ال system لهذا + +148 +00:13:57,560 --> 00:14:06,220 +ال system انا هحط mass هنا M واحد و mass انا هتكون + +149 +00:14:06,220 --> 00:14:12,440 +هنا اللي هي M اتنين و هذا هتكون ايه اش قل اتنين + +150 +00:14:16,490 --> 00:14:19,910 +أخو المعطيني ال KG أولا ال L1 معروف و ال KG معروف + +151 +00:14:19,910 --> 00:14:26,910 +معناته ممكن أحسب L2 صح؟ ال KG تربية بالسواء + +152 +00:14:26,910 --> 00:14:34,050 +L1 L2 معناته L2 حساوية ال KG تربية اللي هي 110 في + +153 +00:14:34,050 --> 00:14:41,030 +110 على L1 ياش 100 هتطلع كم؟ 121 + +154 +00:14:43,710 --> 00:14:47,810 +مليمتر فالمسافة هنا هي أكمل احنا حكينا هذه مائة و + +155 +00:14:47,810 --> 00:14:54,310 +خمسين فهذه مائة و خمسين فهذه مائة و خمسين صح؟ + +156 +00:14:54,310 --> 00:14:57,450 +مائة + +157 +00:14:57,450 --> 00:15:02,690 +و خمسين يعني في فرق في مسافة هنا صح؟ من جاب ال + +158 +00:15:02,690 --> 00:15:11,150 +center فهذا بيكون فعلا equivalent ال M واحد حساه + +159 +00:15:11,150 --> 00:15:17,300 +ال اتنينعلى ال واحد زاد ال اتنين اللي هي ال خلينا + +160 +00:15:17,300 --> 00:15:26,260 +نسمي الف هتكون ال واحد زاد ال اتنين اللي هي مية + +161 +00:15:26,260 --> 00:15:34,240 +زاد مية واحد وعشرين بالثومتين واحد وعشرين ميلي متر + +162 +00:15:34,240 --> 00:15:39,720 +في M هتكون عندي ال اتنين اللي هي مية واحد وعشرين + +163 +00:15:41,830 --> 00:15:50,570 +على اتنين وواحد وعشرين في اتنين واحد + +164 +00:15:50,570 --> 00:16:00,030 +وانت سفر تسعة وخمس كيلو جرام معناه ام اتنين هتكون + +165 +00:16:00,030 --> 00:16:11,450 +ام يعني هتكون point zero point تسعة وخمس كيلو جرام + +166 +00:16:12,980 --> 00:16:18,720 +هذا M1 و M2 هذا بيكون ال system مقاومة M1 و M2 ال + +167 +00:16:18,720 --> 00:16:26,320 +M1 located at this position و M2 مقاومة في هذا + +168 +00:16:26,320 --> 00:16:31,560 +المكان وهذا بيكون completely equivalent للرد هذا + +169 +00:16:31,560 --> 00:16:36,500 +يعني تلت شروط اتحققاللي هي two masses مجموعهم اللي + +170 +00:16:36,500 --> 00:16:39,180 +هو اتنين kilogram ال moment of inertia حوالين + +171 +00:16:39,180 --> 00:16:42,180 +المركز تقل للمس هادى بالستوي الممتوف نيرش للمس + +172 +00:16:42,180 --> 00:16:46,400 +التانية الممتوف نيرشه اللي ناتج عن M1 M2 هي نفس + +173 +00:16:46,400 --> 00:16:52,680 +الممتوف نيرشه للمس الكليه اتحقق كل الشرط المطلوب + +174 +00:16:52,680 --> 00:16:58,040 +التانى if the connecting rod is replaced by two + +175 +00:16:58,040 --> 00:17:02,420 +masses اذا تم استخداء ال connecting rod بكتلتينone + +176 +00:17:02,420 --> 00:17:06,820 +at the Gatchon pin عند ال pin اللي قلوليه and the + +177 +00:17:06,820 --> 00:17:09,860 +other at the crank pin و الكلتر التاني عند ال + +178 +00:17:09,860 --> 00:17:14,280 +crank pin and the angular acceleration of the rod + +179 +00:17:14,280 --> 00:17:16,220 +كانت ال angular acceleration of ال rod ال alpha + +180 +00:17:16,220 --> 00:17:20,680 +معطينيها بالساوية + +181 +00:17:20,680 --> 00:17:27,920 +تلاتة و عشرين الف radian ع ال second square + +182 +00:17:37,650 --> 00:17:44,310 +الان الفرق نتيجة ان هو هيحط هيحط اللي ماس هنا و + +183 +00:17:44,310 --> 00:17:47,790 +ماس هنا صح؟ المعنى انت حاسسيه لعندي في الحالة + +184 +00:17:47,790 --> 00:17:51,830 +التانية عند + +185 +00:17:51,830 --> 00:17:58,990 +L واحد زي ما هي مية صح؟ و L تلاتة ايش هي؟مية و + +186 +00:17:58,990 --> 00:18:07,770 +خمسين و ال small هتكون اكام؟ ميتين و خمسين، صح؟ + +187 +00:18:07,770 --> 00:18:18,710 +المعناته M واحد هتكون الساوي ال تلاتة على ال في M + +188 +00:18:18,710 --> 00:18:26,160 +ال تلاتة ال تلاتة اللي هي مية و خمسينعاملتين و + +189 +00:18:26,160 --> 00:18:36,480 +خمسين في اتنين واحد point اتنين kilogram و M سميها + +190 +00:18:36,480 --> 00:18:41,940 +اتنين او هتكون ساوي من اتنين ناقص واحد point اتنين + +191 +00:18:41,940 --> 00:18:48,120 +point تمانية kilogram هذا + +192 +00:18:48,120 --> 00:18:49,860 +M اتنين + +193 +00:18:56,920 --> 00:19:12,260 +الان الـ correction couple T' بيستوى + +194 +00:19:12,260 --> 00:19:17,140 +M الواحد + +195 +00:19:17,140 --> 00:19:27,590 +في L تلاتة minus L اتنين او كنا نحكي انها بتساويم + +196 +00:19:27,590 --> 00:19:34,710 +في الفة طبعا بتساوي م الواحد التلاتة نقص الاتنين + +197 +00:19:34,710 --> 00:19:43,390 +في ال minus ال capital صح في الفة طبعا بتساوي + +198 +00:19:43,390 --> 00:19:53,570 +الامد اتنين الواحد اللي هي مية في point one في ال + +199 +00:19:53,570 --> 00:19:59,230 +ال اللي هي متين وخمسين اللي هي ربعو ال ال capital + +200 +00:19:59,230 --> 00:20:10,590 +point اتنين اتنين واحد و تلاتة و عشرين الف يعني + +201 +00:20:10,590 --> 00:20:15,150 +اتنى بتطلع ال T prime تطلع مية و تلاتة و تلاتين + +202 +00:20:15,150 --> 00:20:20,470 +point أربعة مية و تلاتة و تلاتين point أربعة نيوتن + +203 +00:20:22,850 --> 00:20:27,610 +متر في واضح فرق نتيجة ان انا اجبار اتحطت ال mass + +204 +00:20:27,610 --> 00:20:32,270 +التانية عند ال other pin صار فيه torque difference + +205 +00:20:32,270 --> 00:20:36,870 +لان هو بيكون عنده ال acceleration معناه I have to + +206 +00:20:36,870 --> 00:20:40,750 +make correction بالقيمة هذه + +207 +00:20:52,290 --> 00:20:58,090 +فانا هادي من ال correction couple لان خليني انتقل + +208 +00:20:58,090 --> 00:20:59,170 +للخطوة التالية + +209 +00:21:20,690 --> 00:21:24,370 +طبعا في الكتاب هذا .. هذه عندي ال crank هذا + +210 +00:21:24,370 --> 00:21:27,830 +connecting rod و ال piston جاه هنا في الكتاب + +211 +00:21:27,830 --> 00:21:41,450 +الكاتب هذه theta غلط هذه theta في + +212 +00:21:41,450 --> 00:21:46,730 +أول ال chapter دي بترجع أول slide كنا معرفي ال + +213 +00:21:46,730 --> 00:21:54,450 +theta هذه صح؟فى توهد فايف مانفعش تكون ماشي + +214 +00:21:54,450 --> 00:22:00,850 +consistent فهيكا الصح طيب + +215 +00:22:00,850 --> 00:22:10,550 +الان عندي connecting rod هذا مركز تقلق G يبعد + +216 +00:22:10,550 --> 00:22:19,730 +عن الطرف هذا الواحدوالمسافة between two pins اللي + +217 +00:22:19,730 --> 00:22:25,130 +هي ال small و السرعة العجل الزاوية لل connecting + +218 +00:22:25,130 --> 00:22:36,990 +rod Alpha Alpha PCA و في وزنه WC MCPG الأن هستبدل + +219 +00:22:36,990 --> 00:22:43,610 +الماس الكليه بتاع ال connecting rod بكتلتين واحدة + +220 +00:22:43,610 --> 00:22:44,450 +هنحطها هنا + +221 +00:22:53,840 --> 00:23:05,080 +والتانية هنحطها عند جهة ال crank هذي + +222 +00:23:05,080 --> 00:23:09,920 +M2 هذي انا فرقتها فرض انا حكيت بدي واحدة هنا واحدة + +223 +00:23:09,920 --> 00:23:16,440 +هنا هذي هتكون المسافة من هنا لهنا ال ثلاثة وهذه ال + +224 +00:23:16,440 --> 00:23:18,040 +واحدة + +225 +00:23:23,810 --> 00:23:28,830 +طبعا احنا حكينا الشرط الاول انه مركز تقل الكتلتين + +226 +00:23:28,830 --> 00:23:37,490 +هو نفس مركز تقل كله مجموعة two masses M1 و M2 + +227 +00:23:37,490 --> 00:23:42,250 +بيساوي ال MC الكلية لكن ال I بتاعة ال connecting + +228 +00:23:42,250 --> 00:23:49,390 +رد الأصلية لا تساوي ال I الناتجة عن M1 و M2 هتختلف + +229 +00:23:49,390 --> 00:23:52,530 +عنها يعني في KG و في KI + +230 +00:24:02,220 --> 00:24:06,220 +طيب انا حكيت ان السب دلتو هو بكتلتين كتلهين و + +231 +00:24:06,220 --> 00:24:12,640 +كتلهين ال inertia force due to mass at C acts + +232 +00:24:12,640 --> 00:24:24,720 +radially outward along crank OC ال + +233 +00:24:24,720 --> 00:24:28,660 +inertia force هكون قوة طرد مركزي نتيجة كتل حططين + +234 +00:24:28,660 --> 00:24:31,640 +لبره هذه هتعمل moment حوالين ال O + +235 +00:24:37,300 --> 00:24:40,840 +الانيرشا فورس الناتش انا حكيت ال connecting rod + +236 +00:24:40,840 --> 00:24:45,440 +استبدلته بكتلة تانية كتلة عن T كتلة عن C الكتلة عن + +237 +00:24:45,440 --> 00:24:49,720 +C هكونها انيرشا فورس هو طارد مركزي لبرا طبعا هتمور + +238 +00:24:49,720 --> 00:24:52,680 +في المركز هل تعمل moment؟ لأ لأ لأ لأ لأ لأ لأ لأ + +239 +00:24:52,680 --> 00:24:54,260 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +240 +00:24:54,260 --> 00:24:55,680 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +241 +00:24:55,680 --> 00:24:55,680 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +242 +00:24:55,680 --> 00:24:59,400 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +243 +00:24:59,400 --> 00:25:02,460 +ل + +244 +00:25:30,770 --> 00:25:35,610 +هذه .. هذه الجملة مش دقيقة أنا كتب mass at sea has + +245 +00:25:35,610 --> 00:25:38,170 +no effect on the crankshaft torque هذا الكلام مش + +246 +00:25:38,170 --> 00:25:42,990 +دقيق، بدي أحكي .. بدي أحكي inertia inertia force + +247 +00:25:42,990 --> 00:25:52,110 +inertia force due to mass at sea has no effect on + +248 +00:25:52,110 --> 00:25:52,990 +the crankshaft torque + +249 +00:25:56,280 --> 00:26:02,880 +أما في الأول فنيا الجملة مش صح inertia force + +250 +00:26:02,880 --> 00:26:05,540 +inertia force due to mass that c has no effect on + +251 +00:26:05,540 --> 00:26:09,120 +a crankshaft torque هاي save معناته احنا حكينا ال + +252 +00:26:09,120 --> 00:26:15,160 +connecting rod استبدلناه كتلتين كتلة عن P كتلة عن + +253 +00:26:15,160 --> 00:26:18,640 +C الكتلة عن C بيكون inertia force كوتر المركزي + +254 +00:26:18,640 --> 00:26:24,560 +لبرا مابتعملش moment حوالين او وبالتالي مابتعملش + +255 +00:26:24,560 --> 00:26:29,010 +torqueالـ inertia force due to mass at C مابتعمل + +256 +00:26:29,010 --> 00:26:38,730 +torque ال + +257 +00:26:38,730 --> 00:26:46,550 +mass at P هنا اللي هي M1 هتساوى المسافة هذه على + +258 +00:26:46,550 --> 00:26:52,090 +المسافة الكلية في الكتلة الكلية اللي ليهاش لـ M1 + +259 +00:26:53,820 --> 00:26:58,220 +بتساوي اللي هي المسافة هذه عبارة عن L ناقص L واحد + +260 +00:26:58,220 --> 00:27:02,320 +على + +261 +00:27:02,320 --> 00:27:09,160 +L في MC الآن + +262 +00:27:09,160 --> 00:27:13,840 +أنا عندي piston أساسا في piston اللي قتلى MR إذا + +263 +00:27:13,840 --> 00:27:19,400 +فاكرين ال piston اللي قتلى MR لكن + +264 +00:27:20,770 --> 00:27:23,530 +الكتلة الحقيقية او ال effect بتاع ال connecting + +265 +00:27:23,530 --> 00:27:28,910 +rod له تأثير من خلال ال M1 من خلال ال M1 معناه + +266 +00:27:28,910 --> 00:27:32,370 +الكتلة الكلية هي ال responding mass هتكون الكتلة + +267 +00:27:32,370 --> 00:27:37,130 +بتاعة ال piston زاد الكتلة الناتجة عن M1 اللي + +268 +00:27:37,130 --> 00:27:40,710 +مصدرها جاي من ال connecting rod الان فاهمتوا ليش + +269 +00:27:40,710 --> 00:27:46,270 +هنا بنوزع ال mass بتاعة ال connecting rod ل two + +270 +00:27:46,270 --> 00:27:50,810 +massesلأنه لها effect هنا و لها effect هنا كمان + +271 +00:27:50,810 --> 00:27:57,210 +هنشوف بعد شوية معناته ال total mass ال total mass + +272 +00:27:57,210 --> 00:28:01,770 +ل reciprocating parts قد ال piston هتكون الكتلة + +273 +00:28:01,770 --> 00:28:04,890 +بتاعة ال piston M reciprocating زاد الكتلة اللي + +274 +00:28:04,890 --> 00:28:09,030 +جاية من ال connecting rod اللي هي L minus L واحد + +275 +00:28:09,030 --> 00:28:12,010 +على L في ال M في ال MC اللي هي M واحد + +276 +00:28:16,410 --> 00:28:18,770 +الان معناته ال energy force اللى حسبناها فى أول + +277 +00:28:18,770 --> 00:28:25,450 +chapter تتعدل لان ال mass أشمالها اختلفت هتكون ال + +278 +00:28:25,450 --> 00:28:31,290 +inertia force ال mass الكلية فى ال acceleration و + +279 +00:28:31,290 --> 00:28:34,470 +ال acceleration احنا كنا عارفينها omega square r + +280 +00:28:34,470 --> 00:28:36,690 +فى cosine theta زى cosine u theta على n هذى الرد + +281 +00:28:36,690 --> 00:28:42,870 +اشتقنها فى بداية ال chapter لان بعوض عن ال mass و + +282 +00:28:42,870 --> 00:28:49,210 +ال ar بحثوا ال inertia forceعند ال piston اللي هي + +283 +00:28:49,210 --> 00:28:52,850 +mr زي ال minus L واحدة ل L في MC في omega square R + +284 +00:28:52,850 --> 00:29:04,210 +في cos θ زي cos θ على N احنا + +285 +00:29:04,210 --> 00:29:12,110 +حكينا ال + +286 +00:29:12,110 --> 00:29:15,150 +torque due to inertia force + +287 +00:29:18,360 --> 00:29:22,980 +بسوء FI في R احنا المعادلة ماكانتش زي هيك اذا + +288 +00:29:22,980 --> 00:29:27,680 +بتذكروا ال torque عند ال crank ايش كان ساوي ال + +289 +00:29:27,680 --> 00:29:31,600 +piston effort في + +290 +00:29:31,600 --> 00:29:41,480 +R في sin theta زائد sin two thetaعلى اتنين جزء + +291 +00:29:41,480 --> 00:29:44,920 +تربيعي ل N square minus sine square theta هيك + +292 +00:29:44,920 --> 00:29:48,220 +المعادلة كانت piston effort انا ماخدي ال torque + +293 +00:29:48,220 --> 00:29:54,440 +due to inertia ال torque due to inertia هيكون F I + +294 +00:29:54,440 --> 00:30:00,020 +في R في sine theta زي ال sine two theta على اتنين + +295 +00:30:00,020 --> 00:30:02,420 +جزء تربيعي ل N square minus sine square theta + +296 +00:30:10,730 --> 00:30:17,530 +المعادلة السابقة لما اشتقناها احنا حكينا one of + +297 +00:30:17,530 --> 00:30:23,810 +the masses حطناها عند ال crank اللي هي كتة الكلية + +298 +00:30:23,810 --> 00:30:26,990 +ال connecting rod وزنها mass عند ال piston وmass + +299 +00:30:26,990 --> 00:30:31,870 +عند ال crank pin this + +300 +00:30:31,870 --> 00:30:36,450 +assumption does not satisfy the condition for + +301 +00:30:36,450 --> 00:30:38,770 +kinetically equivalent system of rigid body طبعا + +302 +00:30:38,770 --> 00:30:44,130 +لما حطيت mass عندP و mass يعني C هذا is not + +303 +00:30:44,130 --> 00:30:47,490 +kinetically equivalent لل original mass بتاع ال + +304 +00:30:47,490 --> 00:30:50,670 +connecting rod يعني الحقيقة أنا بس شرطين مجموعة + +305 +00:30:50,670 --> 00:30:59,820 +total masses مظلوط بيستوى M 1 زي M 2 بيستوى Mو ال + +306 +00:30:59,820 --> 00:31:04,940 +center of gravity of the two masses هو G يعني M1L1 + +307 +00:31:04,940 --> 00:31:12,760 +بيساوي M2L3 هدول اتحققوا لكن M1L1 تربيع زاد M2L3 + +308 +00:31:12,760 --> 00:31:18,720 +تربيع لاتساوي MKG تربيع يعني ال condition بتاع ال + +309 +00:31:18,720 --> 00:31:21,780 +mountain inertia ما اتحقق معناته فيه هكون + +310 +00:31:21,780 --> 00:31:30,340 +correction errorالـ Correction Torque T' هيكون رد + +311 +00:31:30,340 --> 00:31:34,140 +اشتقناها من شوية بس هو MC في K واحد تاربيع بقى نقص + +312 +00:31:34,140 --> 00:31:39,100 +K تاربيع يعني في الآخر هتساوي MC الواحد في L small + +313 +00:31:39,100 --> 00:31:42,260 +نقص ال capital في ال alpha بتاعة ال connecting rod + +314 +00:31:43,970 --> 00:31:46,290 +وهنا عارفين ال alpha بتاعة ال connecting rod + +315 +00:31:46,290 --> 00:31:49,510 +حسبناها في بداية الشبتر بيسموها minus omega + +316 +00:31:49,510 --> 00:31:53,270 +squared ال omega اللي هي ال .. ال .. ال .. ال أكتر + +317 +00:31:53,270 --> 00:31:58,730 +velocity لل connecting rod في sin θ على n فلما + +318 +00:31:58,730 --> 00:32:04,710 +نعوض عن ال alpha نعوض عن ال alpha و نعوض في + +319 +00:32:04,710 --> 00:32:08,790 +المعادلة هذه بيصير + +320 +00:32:08,790 --> 00:32:10,730 +and ال correcting torque + +321 +00:32:15,320 --> 00:32:19,100 +يعني هتحوّر هصير minus omega squared sin theta على + +322 +00:32:19,100 --> 00:32:26,860 +N في MCL واحد في L minus L capital الان + +323 +00:32:26,860 --> 00:32:32,600 +ال torque ده يعني فى عندى torque زيادة فى torque + +324 +00:32:32,600 --> 00:32:38,520 +زيادة يعني فى نسبة خطأ ال torque ده ممكن اعبر عنه + +325 +00:32:38,520 --> 00:32:42,180 +بازدواج الازدواج عبارة عن two forces اللى حنافية + +326 +00:32:42,180 --> 00:32:45,930 +لما تفتح حنافية انت ايه بتضغطتضغط force هيك و + +327 +00:32:45,930 --> 00:32:51,010 +force هيك هذا ازدواج صح فممكن اعبر عنه عبارة ممكن + +328 +00:32:51,010 --> 00:33:01,370 +احول ال T prime ل force عند C لتحت و force عند T + +329 +00:33:01,370 --> 00:33:08,410 +لأعلى يعني هنا عندي fy وهنا + +330 +00:33:08,410 --> 00:33:19,780 +عندي ايش fy هذا الازدواجيُكافِق الـ T' لأ + +331 +00:33:19,780 --> 00:33:24,240 +هو هتكون ازيادة هتكون بالشكل هذا باتجاه ياشه + +332 +00:33:24,240 --> 00:33:29,540 +الألفة هو اعتمد على شرط الألفة هو المفروض لما + +333 +00:33:29,540 --> 00:33:33,760 +تطرحه لازم تقوم بتعمل عكسه عشان تعمل correction + +334 +00:33:33,760 --> 00:33:38,820 +لأنه زاد بس هو معتمد انه لما تتعود تطلع negative + +335 +00:33:38,820 --> 00:33:43,890 +تطلع هيهيةطيب فال correction torque استبدلوا + +336 +00:33:43,890 --> 00:33:52,110 +بازدواج fy و fy و بينهم مسافة أيه؟ PN يعني ال T + +337 +00:33:52,110 --> 00:33:59,310 +prime هيكون fy في المسافة بينهم صح؟ fy في PN + +338 +00:33:59,310 --> 00:34:02,370 +معناته + +339 +00:34:02,370 --> 00:34:14,440 +ال fy ال fy هتساوي ال T primeعلى PN و ال T Prime + +340 +00:34:14,440 --> 00:34:22,760 +طيب + +341 +00:34:22,760 --> 00:34:28,800 +معناته انا ال correction torque استبدلته بازدواج + +342 +00:34:28,800 --> 00:34:32,960 +عبارة عن two force FY و FY اللي عن FY في المسافة + +343 +00:34:32,960 --> 00:34:36,940 +دي PN PN طبعا مش مستوى طول ال connecting rod في + +344 +00:34:36,940 --> 00:34:54,110 +cos فبستويه T Prime ومنها بحسب ال FY الان + +345 +00:34:54,110 --> 00:34:59,290 +ال FY هنا عند ال piston بتعمل reaction force على + +346 +00:34:59,290 --> 00:35:04,270 +جدران تاعة الاستوانة ال FY اللي عند ال piston + +347 +00:35:04,270 --> 00:35:07,310 +بتعمل reaction force على جدران تاعة الاستوانة تاعة + +348 +00:35:07,310 --> 00:35:16,420 +ال engineالـ FY اللي عند الكرانك تعمل ليه تورك + +349 +00:35:16,420 --> 00:35:22,380 +تعمل ليه تورك اللي هي تسميها TC بتسوء FY في + +350 +00:35:22,380 --> 00:35:29,020 +المسافة هذه صح تورك هو ينقوه نتيجة + +351 +00:35:29,020 --> 00:35:35,700 +FY بتسوء FY في المسافة هذه اللي هي ON TC بس FY في + +352 +00:35:35,700 --> 00:35:41,280 +ONمعناته و ال F هو احنا حاكيها بيساوي TR على PN + +353 +00:35:41,280 --> 00:35:50,880 +بعدين بنعود على N O N O هي طبعا هذه غلط هذه ثتا ON + +354 +00:35:50,880 --> 00:36:00,020 +بيساوي R Cos Theta و ال PN L Cos Phi فهتصفى اللي + +355 +00:36:00,020 --> 00:36:05,500 +هي TC TC + +356 +00:36:06,930 --> 00:36:19,390 +هتكون تساوي TC التي هي T Prime في ال NO التي هي R + +357 +00:36:19,390 --> 00:36:28,010 +Cos Theta على L Cos Phi طبعا هذه T Prime في Cos + +358 +00:36:28,010 --> 00:36:28,630 +Theta + +359 +00:36:35,540 --> 00:36:38,080 +بعدها بنعوض عن T Prime + +360 +00:36:46,640 --> 00:36:52,920 +بأعود عن cos φ التي هي 1-sin φ تربيع التي هي 1-cos + +361 +00:36:52,920 --> 00:36:59,300 +θ على n² بدخل n جوا بيصير n تربيع minus sin تربيع + +362 +00:36:59,300 --> 00:37:06,240 +θ طبعا ال sin θ أقل بكتير من n² عامة ال + +363 +00:37:06,240 --> 00:37:10,160 +approximation بيصير cos θ على n بعدين أخد اللي هو + +364 +00:37:10,160 --> 00:37:14,140 +no على pn ال معادلة هذه + +365 +00:37:17,170 --> 00:37:23,750 +هذه وعوّضها وعوّض عن T Prime عوّض عن T Prime وعمل + +366 +00:37:23,750 --> 00:37:28,930 +Simplification بيصير معادلة TC minus MC في L واحد + +367 +00:37:28,930 --> 00:37:33,290 +في L minus L في Omega Square Sin Two Theta على + +368 +00:37:33,290 --> 00:37:39,450 +اتنين N Square طيب + +369 +00:37:39,450 --> 00:37:44,550 +معناته + +370 +00:37:44,550 --> 00:37:48,930 +احنانتيجة انه مافيش dynamic .. complete dynamic + +371 +00:37:48,930 --> 00:37:51,950 +equivalent لل two masses، ال one mass located at + +372 +00:37:51,950 --> 00:37:54,930 +the piston and the other mass located at the .. + +373 +00:37:54,930 --> 00:37:59,930 +the crank و صار عندي correction torqueالـ + +374 +00:37:59,930 --> 00:38:04,070 +correction torque حولته ل couple fy و fy ال fy + +375 +00:38:04,070 --> 00:38:08,170 +اللي عند ال piston اللي هتعمل reaction force على + +376 +00:38:08,170 --> 00:38:12,090 +الجدران بتاعة الاستوانة و ال fy اللي عند ال .. ال + +377 +00:38:12,090 --> 00:38:14,450 +.. ال .. ال .. ال .. ال pin اللي بين ال connecting + +378 +00:38:14,450 --> 00:38:22,750 +rod و ال crank هتعمل ايه؟ torque Tc torque Tc الآن + +379 +00:38:22,750 --> 00:38:24,570 +عند C عند C + +380 +00:38:27,940 --> 00:38:34,300 +عن C احنا حكينا حطينا mass M1 هنا و mass M2 عند ال + +381 +00:38:34,300 --> 00:38:38,880 +mass M2 حكينا + +382 +00:38:38,880 --> 00:38:44,860 +في inertia force بتعملش torque بس في الوزن الوزن + +383 +00:38:44,860 --> 00:38:48,580 +ال inertia force هي نتجة عن ال rotation عن ال + +384 +00:38:48,580 --> 00:38:55,280 +acceleration نتجة عن ال acceleration في الوزن لتحت + +385 +00:38:58,820 --> 00:39:06,100 +م اتنين م اتنين جي م اتنين جي هذه بتعمل ايش؟ + +386 +00:39:06,100 --> 00:39:13,420 +torque معاكس هتكون ال torque دي هو الوزن ال mass م + +387 +00:39:13,420 --> 00:39:18,160 +اتنين بس هو minus م اتنين جي في n o و ال n o عبارة + +388 +00:39:18,160 --> 00:39:23,180 +عن r cosine ال n o عبارة عن r cosine theta + +389 +00:39:25,970 --> 00:39:31,790 +اللي مابتطلع ال torque due to .. to .. to .. ال + +390 +00:39:31,790 --> 00:39:35,410 +weight on C بسبب نسبة MCG فى الواحد ل N كوسينة تتا + +391 +00:39:35,410 --> 00:39:39,710 +انا اتبعتوا ليش انا صلحت الجملة ديك حكيت .. حكيت + +392 +00:39:39,710 --> 00:39:47,090 +inertia due to mass at C مابتعمل torque حول ال + +393 +00:39:47,090 --> 00:39:53,640 +crank ال inertiadue to mass at C ما بتعمل torque + +394 +00:39:53,640 --> 00:39:59,380 +حوالي ال crank لكن ال mass تعيتها بتعمل ال mass + +395 +00:39:59,380 --> 00:40:02,880 +تعيتها طبعا الكتاب كاتبها زي كم كانت في الأول مش + +396 +00:40:02,880 --> 00:40:08,540 +صح الجملة ففي torque set on the crank shaft due to + +397 +00:40:08,540 --> 00:40:15,260 +mass M2 ال weight of the mass at M2 معناته صار + +398 +00:40:15,260 --> 00:40:18,480 +عندى energy torque Ti + +399 +00:40:20,820 --> 00:40:30,540 +وعندي TC وعندي TW الـ + +400 +00:40:30,540 --> 00:40:33,580 +total torque exerted on the crankshaft due to + +401 +00:40:33,580 --> 00:40:42,400 +inertia of the moving parts هيكون TI زي TC زي TW + +402 +00:40:46,160 --> 00:40:51,520 +الان فهمتوا ليش احنا عملنا two mass system ليش + +403 +00:40:51,520 --> 00:40:54,500 +استبدلنا .. بنستبدل ال connecting rod ب two masses + +404 +00:40:54,500 --> 00:40:58,840 +لأن ال effect بتاعه هنقله جهة ال piston و جهة ال + +405 +00:40:58,840 --> 00:41:04,000 +crank واضح؟ لهذا السبب بتاع المنقله السؤال هل ممكن + +406 +00:41:04,000 --> 00:41:10,460 +انا اصمم ال connecting rod بحيث ممكن انا بشكل مسبق + +407 +00:41:10,460 --> 00:41:18,000 +اخطط انه .. ان يكونال mass واحد و ال mass اللى عند + +408 +00:41:18,000 --> 00:41:23,580 +ال crank تطلع هي فعلا equivalent ممكن ولاش ممكن؟ + +409 +00:41:23,580 --> 00:41:32,540 +ممكن انا بحكي ممكن هاي هادي bonus ليه سويها ايوة + +410 +00:41:32,540 --> 00:41:35,960 +يا عم اللي صمم ليه اللي صمم ليه انت انا اعطيتكوا + +411 +00:41:35,960 --> 00:41:41,660 +ال crank shaft و ال piston اللي اعطيتكوا الرسمة 3D + +412 +00:41:43,130 --> 00:41:46,330 +اعملوا ليه؟ عدلوا عليه على ال connecting rod عدلوا + +413 +00:41:46,330 --> 00:41:50,510 +عليه بحيث انه يحاولوا ل two masses one mass at + +414 +00:41:50,510 --> 00:41:53,950 +this at P و one mass at C بحيث تطلع فعلا كنمة + +415 +00:41:53,950 --> 00:42:00,210 +equivalent انه بشكل مقصود انا حاولت اعمله دكية عدل + +416 +00:42:00,210 --> 00:42:09,830 +بس في المعطيات الموجودة عندك هذه + +417 +00:42:09,830 --> 00:42:16,180 +بقى نص اللي بدوهاعشرة المية عليها اعطيكوا العافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/Zy0B1BX3PHA.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/Zy0B1BX3PHA.srt new file mode 100644 index 0000000000000000000000000000000000000000..dbe9426d38d971939a8ccf67a01ebd413919e72d --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/Zy0B1BX3PHA.srt @@ -0,0 +1,1926 @@ +1 +00:00:05,260 --> 00:00:07,800 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:07,800 --> 00:00:12,240 +وبركاته، اليوم هنكمل في مادة نظرية الآلات، + +3 +00:00:12,240 --> 00:00:15,220 +المحاضرات السابقة كنا نحكي عن ال cams and + +4 +00:00:15,220 --> 00:00:21,200 +followers، تعلمنا كيف نرسم ال profile للـ cam من + +5 +00:00:21,200 --> 00:00:25,260 +خلال معرفتنا لحركة ال follower ده، أصلاً الحركات اللي + +6 +00:00:25,260 --> 00:00:29,520 +هي ال follower بتتحرك بـ uniform velocity و simple + +7 +00:00:29,520 --> 00:00:33,400 +harmonic motion، يعني باختصار معرفتك لحركة ال + +8 +00:00:33,400 --> 00:00:37,860 +follower ممكن تعرف شكل الكامة اللي هتحرك ال + +9 +00:00:37,860 --> 00:00:41,640 +follower، اليوم في كامات اللي لها أشكال خاصة اللي + +10 +00:00:41,640 --> 00:00:44,440 +هندرسها، أول واحدة اللي هي tangent cam with + +11 +00:00:44,440 --> 00:00:49,700 +reciprocating roller follower، الكام + +12 +00:00:49,700 --> 00:00:51,180 +هذه هي الكام + +13 +00:01:19,920 --> 00:01:27,120 +هذا مركز دوران الكم، هو + +14 +00:01:27,120 --> 00:01:30,400 +الكم + +15 +00:01:30,400 --> 00:01:33,280 +مكونة من، يعني طبعًا هذا هو ده، هذا ال minimum radius + +16 +00:01:33,280 --> 00:01:44,740 +للـ cam، في الفترة من نقطة P لـ E بيكون الكامة في حالة + +17 +00:01:44,740 --> 00:01:50,820 +dwell، من P لـ A بتكون الدول، يعني لو افترضنا بتدور ال + +18 +00:01:50,820 --> 00:01:55,720 +cam بالشكل هذا، هذا + +19 +00:01:55,720 --> 00:02:04,320 +ال nose، ال minimum radius للـ cam اللي هو R1، هذا ال + +20 +00:02:04,320 --> 00:02:13,240 +minimum radius للـ cam، وفي ال nose radius R3 + +21 +00:02:15,070 --> 00:02:19,150 +طبعًا أنا هنا عندي follower من النوع roller type + +22 +00:02:19,150 --> 00:02:23,470 +follower، ال follower في البداية يبدأ مثلًا من + +23 +00:02:23,470 --> 00:02:29,330 +النقطة هذه، ال + +24 +00:02:29,330 --> 00:02:33,030 +radius بتاعه R2 + +25 +00:02:49,950 --> 00:02:55,210 +الزاوية Alpha لحد + +26 +00:02:55,210 --> 00:03:10,350 +هنا، الكتير أصلاً ما غلط، هذا الزاوية Alpha طبعًا + +27 +00:03:10,350 --> 00:03:13,900 +هذا ال radial line، هذه تاني الطين، وهذه الزاوية + +28 +00:03:13,900 --> 00:03:24,240 +العمودية هذه + +29 +00:03:24,240 --> 00:03:31,060 +برضه هتكون الزاوية ألفا + +30 +00:03:31,060 --> 00:03:35,560 +طبعًا ال profile بتاعها قطع دائري نصف قطر R واحد + +31 +00:03:35,560 --> 00:03:42,000 +قطع مستقيمة، قطع دائري نصف قطر R ثلاثة، قطع عيش + +32 +00:03:42,750 --> 00:03:49,610 +مستقيمة، يعني مكون من واحدة، اثنتين، ثلاثة، أربع قطع + +33 +00:03:49,610 --> 00:03:54,910 +الزاوية + +34 +00:03:54,910 --> 00:04:03,030 +في ال roller عند النقطة هذه + +35 +00:04:11,640 --> 00:04:19,060 +اللي هنا هي نهاية .. نهاية القطع المستقيمة هذه + +36 +00:04:19,060 --> 00:04:23,020 +نهاية القطع المستقيمة، يعني بيكون هت تانجنت لنهاية + +37 +00:04:23,020 --> 00:04:30,240 +القطع المستقيمة هنا، نقطة دي، الزاوية هذه هتكون اللي + +38 +00:04:30,240 --> 00:04:36,460 +جاي من مركز ال roller اسمه + +39 +00:04:36,460 --> 00:04:36,980 +الزاوية + +40 +00:04:50,000 --> 00:04:58,660 +five، طبعًا ال tip ده + +41 +00:04:58,660 --> 00:05:04,700 +لأن الحركة اللي ممكن نجلسها مرحلتين أو أو نحكي هي + +42 +00:05:04,700 --> 00:05:05,160 +مرحلة + +43 +00:05:08,240 --> 00:05:12,800 +اللي هي بيكون دي dwell للـ roller أو ال floor مابت + +44 +00:05:12,800 --> 00:05:19,560 +ترتفع، بعدين هيتحرك على قطع مستقيم، هاتنين، بعدين + +45 +00:05:19,560 --> 00:05:24,000 +على قطع دائرية ال nose ثلاثة، بعدين على قطع مستقيم + +46 +00:05:24,000 --> 00:05:30,980 +بعدين تتكرر ال دورة at + +47 +00:05:30,980 --> 00:05:33,960 +any location بين بداية الحركة على القطع المستقيم + +48 +00:05:33,960 --> 00:05:36,640 +بين E و G + +49 +00:05:42,920 --> 00:05:49,460 +هذا any location، هاي ال floor، any location على + +50 +00:05:49,460 --> 00:05:58,140 +المنطقة المستقيمة، هذا نقطة C، الزاوية + +51 +00:05:58,140 --> 00:06:03,140 +هذه هتكون + +52 +00:06:03,140 --> 00:06:06,660 +theta + +53 +00:06:06,660 --> 00:06:10,240 +الزاوية theta + +54 +00:06:16,870 --> 00:06:28,910 +هذه نقطة K، هذه H، هذه O، هذه Q + +55 +00:06:28,910 --> 00:06:35,830 +هذه + +56 +00:06:35,830 --> 00:06:40,610 +F، المهم + +57 +00:06:40,610 --> 00:06:48,150 +هو إحنا هندرس الحركة على القطع المستقيمة، هذه أول + +58 +00:06:48,150 --> 00:06:53,930 +دراسة، بعدين حندرس الحركة على ال nose، حندرس الحركة + +59 +00:06:53,930 --> 00:07:00,410 +على ال nose، بعدين طبعًا إذا كان هو صعود من هنا ل + +60 +00:07:00,410 --> 00:07:03,750 +هنا، صعود، نفس الشيء هيكون؟ هبوط + +61 +00:07:11,400 --> 00:07:17,400 +ال X هتكون OC - OB + +62 +00:07:17,400 --> 00:07:21,540 +الآن + +63 +00:07:21,540 --> 00:07:26,780 +إحنا حكينا في الفترة من P لـ E مافيش لها حركة، ال + +64 +00:07:26,780 --> 00:07:30,760 +follower بيكون في حالة dual، معناته ال reference + +65 +00:07:30,760 --> 00:07:39,350 +عنده، معناته لما صار هنا المسافة هذه إزاي زادت + +66 +00:07:39,350 --> 00:07:47,470 +..معناته ال X هتساوي OC - + +67 +00:07:47,470 --> 00:07:54,390 +OB، ال + +68 +00:07:54,390 --> 00:08:04,370 +X هتساوي OC - OB لأن + +69 +00:08:04,370 --> 00:08:06,650 +طبعًا ال OB هتكون + +70 +00:08:10,500 --> 00:08:19,660 +R واحد زائد R اثنين، ال + +71 +00:08:19,660 --> 00:08:28,740 +O C زي ما أنتم شايفين، شايفين المثلث O B C، ال + +72 +00:08:28,740 --> 00:08:32,760 +O C إيش يساوي O + +73 +00:08:32,760 --> 00:08:40,390 +B على cosine θ، صح؟ هذا المثلث هذا قائم الزاوية + +74 +00:08:40,390 --> 00:08:47,410 +OB بيساوي OC Cos θ، صح؟ معناته OC بيساوي OB على Cos + +75 +00:08:47,410 --> 00:08:55,270 +θ، هتكون هذه تساوي OB على Cos θ minus OB، يعني هتكون + +76 +00:08:55,270 --> 00:09:02,610 +سواء OB في واحد على Cos θ minus واحد، ال OB اللي + +77 +00:09:02,610 --> 00:09:05,970 +إحنا حاولناها R واحد زائد R اثنين + +78 +00:09:09,110 --> 00:09:19,630 +في cos θ على 1 minus cos θ، هدي + +79 +00:09:19,630 --> 00:09:22,990 +ال displacement للفلور، معناه السرعة بتاعة الفلور + +80 +00:09:22,990 --> 00:09:33,210 +شو تساوي، زي دي X by دي T، ال chain rule دي X + +81 +00:09:33,210 --> 00:09:39,740 +by دي ثيتا في دي ثيتا by دي T، الـ θ بتحكي عن ال + +82 +00:09:39,740 --> 00:09:43,660 +rotation بتاع الـ cam، دي ثيتا بتحكي عن أوميجا بتاعة الـ cam + +83 +00:09:43,660 --> 00:09:51,580 +يعني هتكون أوميجا في dx دي ثيتا، هاي X بيبقى دي X + +84 +00:09:51,580 --> 00:09:55,980 +بيبقى دي ثيتا، وإن هو جيه بقى إيش الـ V بعد ال + +85 +00:09:55,980 --> 00:10:04,400 +acceleration هتكون تساوي dv على dt، تساوي dv على d + +86 +00:10:04,400 --> 00:10:16,100 +theta في d θ على d t اللي هي هتكون omega dv by d θ + +87 +00:10:16,100 --> 00:10:24,520 +بعمل الاشتقاق وبحسب ال V وبحسب ال A وبحسبه على + +88 +00:10:24,520 --> 00:10:29,800 +المعادلات النظرية هي + +89 +00:10:29,800 --> 00:10:30,600 +الـ V هتكون + +90 +00:10:33,620 --> 00:10:41,700 +أوميجا في R واحد زائد R اثنين في sin ثيتا على cos + +91 +00:10:41,700 --> 00:10:47,460 +تربيع ثيتا، و ال acceleration هتكون omega square + +92 +00:10:47,460 --> 00:10:56,800 +هتكون + +93 +00:10:56,800 --> 00:11:03,020 +سواء omega square في R واحد زائد R اثنين + +94 +00:11:23,290 --> 00:11:29,450 +طبعًا طول ما في ال dwell + +95 +00:11:33,590 --> 00:11:37,530 +بتحركش ال follower، صح؟ معناته السرعة بتكون zero + +96 +00:11:37,530 --> 00:11:42,230 +يعني معناته كل ما لها بتزيد بتكون maximum في نهاية + +97 +00:11:42,230 --> 00:11:49,570 +القطر المستقيم، لما theta تساوي five، معناته V بيساوي + +98 +00:11:49,570 --> 00:12:04,620 +V max when theta بتساوي five، يعني V max هتكون Omega + +99 +00:12:04,620 --> 00:12:13,980 +في R واحد زائد R اثنين في Sine فيه على Cos Square + +100 +00:12:13,980 --> 00:12:20,080 +فيه، أصلاً في البداية لو حطيت ثيتا صفر، يكون الصراحة + +101 +00:12:20,080 --> 00:12:28,760 +بيساوي صفر، Sine Zero Zero، و Cos واحد، ال + +102 +00:12:28,760 --> 00:12:29,340 +acceleration + +103 +00:12:34,140 --> 00:12:40,700 +الـ acceleration اللي + +104 +00:12:40,700 --> 00:12:47,600 +عند ال a minimum، عند + +105 +00:12:47,600 --> 00:12:55,520 +ال a minimum، ال + +106 +00:12:55,520 --> 00:12:58,760 +a minimum هتكون تساوي، لو عوضت عند theta + +107 +00:13:04,570 --> 00:13:10,390 +بصفر، اثنين ناقص واحد، واحد على واحد، كمسة omega + +108 +00:13:10,390 --> 00:13:14,770 +square في + +109 +00:13:14,770 --> 00:13:23,310 +R واحد زائد R اثنين، و A max لما نتعوض عن theta + +110 +00:13:23,310 --> 00:13:27,850 +بـ five، نعم + +111 +00:13:30,860 --> 00:13:33,300 +لأ الـ .. الـ .. الـ .. ال five مش في ضرورة تكون ناشي + +112 +00:13:33,300 --> 00:13:37,240 +اسمه، اه هتكون ال a max أو a minus of R واحد زائد + +113 +00:13:37,240 --> 00:13:41,540 +R اثنين، واضح إن هذه أكبر إن هذه لأن ده ال cosine ال + +114 +00:13:41,540 --> 00:13:47,600 +bound بتاعتها إيش أكتر شيء واحد بيجيب صح، كبيرها + +115 +00:13:47,600 --> 00:13:52,040 +واحد، فمعناته في أسوأ الاحتمال هتكون نفس هذه أي .. + +116 +00:13:52,040 --> 00:13:56,160 +أي شيء تاني بالواحد هتكون هذه أكبر إن واحد، وهذا + +117 +00:13:56,160 --> 00:13:58,740 +زائد واحد، معناته هذه إيش ال max + +118 +00:14:03,070 --> 00:14:09,110 +هذا الحركة على القطع المستقيم، الحركة على القطع على + +119 +00:14:09,110 --> 00:14:23,690 +ال nose، أنا + +120 +00:14:23,690 --> 00:14:32,350 +عندي هذه نقطة A، هذه + +121 +00:14:32,350 --> 00:14:51,800 +E، هذه P، طبعًا هذه R1، طبعًا + +122 +00:14:51,800 --> 00:14:57,040 +ال alpha زي هذه ال alpha لحد هنا، هذه alpha + +123 +00:15:05,380 --> 00:15:09,300 +هو بعد ال reference عنده، بعد ال reference من قمة + +124 +00:15:09,300 --> 00:15:16,300 +ال nodes مسمي ال variable عنده، مسمي θ1 هذا + +125 +00:15:16,300 --> 00:15:22,280 +θ1، يعني θ1 بيساوي zero لما نكون ال + +126 +00:15:22,280 --> 00:15:27,360 +roller عند قمة ال nodes، من هنا لهنا طبعًا ال θ + +127 +00:15:27,360 --> 00:15:30,740 +تتغير من هنا لهنا، يعني هتكون + +128 +00:15:33,450 --> 00:15:40,610 +ثيتا واحد، لأ أنا هأقول عن دي، المعنى هو ال X لحظة + +129 +00:15:40,610 --> 00:15:47,990 +ال reference عندي اللي هو OG، OG وهو + +130 +00:15:47,990 --> 00:15:59,750 +أي value تانية OD، ال X بتاعتها إيش هتكون؟ OG minus + +131 +00:15:59,750 --> 00:16:07,990 +OD، واضح إن OD شكلها أقل من ال OG، صح؟ + +132 +00:16:07,990 --> 00:16:12,630 +الآن ال OG بين ال center و ال center هذه بسميها + +133 +00:16:12,630 --> 00:16:22,690 +المسافة R هذه + +134 +00:16:22,690 --> 00:16:30,110 +R، ال OG بيساوي + +135 +00:16:30,110 --> 00:16:38,580 +اللي هو ال OK زائد ال KG، ال OK زائد + +136 +00:16:38,580 --> 00:16:46,740 +ال KG، ال OK اللي هي HR وال + +137 +00:16:46,740 --> 00:16:51,320 +KG، ال nose radius زائد ال radius بتاع ال roller + +138 +00:16:51,320 --> 00:16:57,460 +يعني هيكون R2 زائد R2 .. R2 زائد + +139 +00:16:57,460 --> 00:17:07,740 +R3، هو بيسميهم هدول، بيسميه L اللي هي المسافة في هذه + +140 +00:17:07,740 --> 00:17:18,820 +اللي + +141 +00:17:18,820 --> 00:17:26,780 +إحنا عبارة عن OJ ضرب، عندي ال OD، ال OD راح عمل + +142 +00:17:26,780 --> 00:17:27,220 +عمودي + +143 +00:17:47,260 --> 00:17:52,140 +الـ OD بيساوي + +144 +00:17:52,140 --> 00:17:58,380 +الـ OA زائد + +145 +00:17:58,380 --> 00:18:06,080 +الـ AD، طيب + +146 +00:18:06,080 --> 00:18:10,600 +حاجة زاوية ثيتا واحد، أخد المثلث + +147 +00:18:14,950 --> 00:18:22,070 +oak اللي هو الوتر بتاعه OK، وعند الضلع OA، ال OA + +148 +00:18:22,070 --> 00:18:33,610 +بيش يساوي، ال OA بيساوي ال R cos θ1، صح؟ هذا الوتر + +149 +00:18:33,610 --> 00:18:42,250 +هذا OA بيساوي ال R cos θ1 زائد + +150 +00:18:45,170 --> 00:18:51,510 +الـ AD، أخد المثلث هذا، يساوي + +151 +00:18:51,510 --> 00:19:05,250 +DK Cos β، يعني هتكون R Cos θ1 زائد DK، مو + +152 +00:19:05,250 --> 00:19:11,490 +هذا زائد هذا، اللي هي L هتكون، صح؟ اللي هي R2 زائد R3 + +153 +00:19:11,490 --> 00:19:18,410 +اللي هي L Cos β، الآن ممكن نوجد علاقة بين β + +154 +00:19:18,410 --> 00:19:24,430 +وثيتا واحد، اتضلع + +155 +00:19:24,430 --> 00:19:29,950 +أخذ مع + +156 +00:19:29,950 --> 00:19:37,310 +وجه مثلث هذا، بيكون ابقى عن R sin θ1، صح؟ و + +157 +00:19:37,310 --> 00:19:44,190 +برضه بيكون ساوي L sin β، معناته sin β + +158 +00:19:47,360 --> 00:19:58,160 +بتساوي R على L Sine θ1، هدى أنا شيء تاني نفس + +159 +00:19:58,160 --> 00:20:06,800 +الفكرة، يعني طيب، معناته Cos β Sine تربيع زي Cos + +160 +00:20:06,800 --> 00:20:14,580 +تربيع يساوي واحد، معناته Cos β هتكون جذر التربيعي + +161 +00:20:17,530 --> 00:20:24,830 +لواحد minus R squared على L square Sine square ثيتا + +162 +00:20:24,830 --> 00:20:34,170 +واحد، يعني هيكون عندي ال OD، ال + +163 +00:20:34,170 --> 00:20:44,090 +OD هيكون اللي هو ال OA اللي هو R cosine ثيتا واحد + +164 +00:20:44,090 --> 00:20:45,790 +زائد + +165 +00:20:52,130 --> 00:20:58,650 +L، يعني ممكن دخلتها جذر سواء جذر التربيع لـ L تربيع + +166 +00:20:58,650 --> 00:21:04,410 +ثيتا + +167 +00:21:04,410 --> 00:21:13,630 +واحد، مظبوط، هذه اللي هي ال OD، معناته ال X هتكون + +168 +00:21:13,630 --> 00:21:18,650 +OG اللي هي R زائد L + +169 +00:21:23,030 --> 00:21:35,410 +زائد R زائد L في ناقص ناقص + +170 +00:21:35,410 --> 00:21:41,850 +بالظبط + +171 +00:21:41,850 --> 00:21:55,290 +خدمة عشان نسهّل الحالة، ناقص ال ODE اللي هو R Cos θ + +172 +00:21:55,290 --> 00:22:00,190 +1 زائد + +173 +00:22:00,190 --> 00:22:06,670 +L جزر التربيع إلى 1 minus R squared على L squared + +174 +00:22:06,670 --> 00:22:15,620 +Sin تربيع θ1، خلاص، وأنت عرفنا X بنعرف ال V، الـ V + +175 +00:22:15,620 --> 00:22:27,100 +هتكون DX by DT سواء DX by Dθ واحد في Dθ واحد DT + +176 +00:22:27,100 --> 00:22:31,660 +اللي هي Omega، صح؟ برضه Omega اللي هتكون مش Omega + +177 +00:22:31,660 --> 00:22:34,260 +واحد ما هي Omega واحد هتكون تساوي Omega برضه، فأنت + +178 +00:22:34,260 --> 00:22:38,060 +بتتكلم على ال rotational كامة في كل الأحوال هتكون + +179 +00:22:38,060 --> 00:22:49,390 +Omega في dx by d theta واحد، و ال a هتكون omega dv + +180 +00:22:49,390 --> 00:23:01,810 +by d theta واحد، تعمل اشتقاق و بنطلع معادلات ل ال v + +181 +00:23:01,810 --> 00:23:05,510 +هذه معادلة ال v ومعادلة ال acceleration + +182 +00:23:23,440 --> 00:23:27,540 +نشوف مثال in + +183 +00:23:27,540 --> 00:23:30,420 +a symmetrical tangent cam operating a roller + +184 +00:23:30,420 --> 00:23:35,840 +follower, the least radius of the cam is 30, least + +185 +00:23:35,840 --> 00:23:49,520 +radius يعني R1 صح؟ R1 بيساوي 30 مليمتر and + +186 +00:23:49,520 --> 0 + +201 +00:25:26,060 --> 00:25:29,240 +17 + +202 +00:25:29,240 --> 00:25:33,260 +.5 عبارة + +203 +00:25:33,260 --> 00:25:42,620 +عن أقصى مسافة اللي هي O OJ هي دي J صح؟ + +204 +00:25:42,620 --> 00:25:47,720 +OJ minus + +205 +00:25:47,720 --> 00:25:51,820 +OB صح؟ + +206 +00:25:57,510 --> 00:26:04,790 +لأنه على الدائرة هذه ما فيش حركة الآن هيصل أقصر + +207 +00:26:04,790 --> 00:26:09,250 +تفاهي عن J J أقصر أقصر تفاهي عن J J أقصر + +208 +00:26:09,250 --> 00:26:09,270 +عن J أقصر تفاهي عن J أقصر تفاهي عن J أقصر + +209 +00:26:09,270 --> 00:26:09,290 +تفاهي عن J أقصر تفاهي عن J أقصر تفاهي عن J + +210 +00:26:09,290 --> 00:26:19,290 +أقصر تفاهي عن J أقصر تفاهي عن J أقصر تفاهي عن J أقصر + +211 +00:26:19,290 --> 00:26:22,190 +تفاهي عن J + +212 +00:26:28,890 --> 00:26:45,550 +زاد KG minus ال OB عبارة عن R1 زائد R2 يعني + +213 +00:26:45,550 --> 00:26:51,730 +حاسب عندي الـ 17.5 بيساوي الـ okay الأسئلة + +214 +00:26:51,730 --> 00:26:57,530 +مش عارفة صح okay اللي هي عبارة عن الـ R + +215 +00:27:03,980 --> 00:27:15,440 +زائد ال KG أقل من R2 زائد R3 زائد + +216 +00:27:15,440 --> 00:27:27,740 +R2 زائد R3 ناقص R1 ناقص R2 صح هذه بتروح مع هذه + +217 +00:27:27,740 --> 00:27:40,740 +يعني الـ 17.5 بتساوي R R زي .. اه + +218 +00:27:40,740 --> 00:27:43,780 +.. اه .. اه .. اه .. اه .. اه .. اه .. اه .. اه .. + +219 +00:27:43,780 --> 00:27:43,960 +اه .. اه .. اه .. اه .. اه .. اه .. اه .. اه .. اه + +220 +00:27:43,960 --> 00:27:44,760 +.. اه .. اه .. اه .. اه .. اه .. اه .. اه .. اه .. + +221 +00:27:44,760 --> 00:27:46,220 +اه .. اه .. اه .. اه .. اه .. اه .. اه .. اه .. اه + +222 +00:27:46,220 --> 00:27:47,220 +.. اه .. اه .. اه .. اه .. اه .. اه .. اه .. اه .. + +223 +00:27:47,220 --> 00:27:47,280 +.. اه .. اه .. اه .. اه .. اه .. اه .. اه .. اه .. + +224 +00:27:47,280 --> 00:27:52,900 +.. اه .. اه .. + +225 +00:27:58,350 --> 00:28:09,410 +معناته R زائد R ثلاثة 47.5 هذه + +226 +00:28:09,410 --> 00:28:16,950 +معادلة واحد صح؟ ما أعطيني + +227 +00:28:16,950 --> 00:28:22,910 +الـ alpha ما أعطيني الـ alpha + +228 +00:28:26,740 --> 00:28:32,880 +اللي هي 75 درجة الـ 75 درجة + +229 +00:28:32,880 --> 00:28:35,980 +الـ alpha + +230 +00:28:35,980 --> 00:28:42,280 +اللي ساوي 75 درجة + +231 +00:28:42,280 --> 00:28:48,900 +اه طيب أنا هأستخدم المثلثات + +232 +00:28:56,640 --> 00:29:08,040 +لو أنزل عمودي أنزل + +233 +00:29:08,040 --> 00:29:14,940 +عمودي عند + +234 +00:29:14,940 --> 00:29:23,200 +هذه هتكون عمودية هذه المسافة مش هتكون اللي + +235 +00:29:23,200 --> 00:29:37,630 +هي هتكون R cos α وهذه R sin α مظبوط؟ الـ okay هذه + +236 +00:29:37,630 --> 00:29:47,450 +ستكون تساوي طيب + +237 +00:29:47,450 --> 00:29:56,150 +هذه ستكون إيه كميتها؟ R2 هذي R3 و R2 + +238 +00:29:57,880 --> 00:30:02,760 +خليني أسمي هذه OB فش + +239 +00:30:02,760 --> 00:30:06,620 +أف عندي هذه + +240 +00:30:06,620 --> 00:30:19,160 +O الـ OF عشان حتساوي حتساوي OB ناقص + +241 +00:30:19,160 --> 00:30:26,860 +BF صح الـ OB اللي هو R1 + +242 +00:30:29,550 --> 00:30:44,350 +زائد R2 ناقص الـ BF R2 يعني + +243 +00:30:44,350 --> 00:30:54,570 +هتكون R1 زائد R2 ناقص R2 ناقص R3 يعني هتكون للـ OF + +244 +00:30:57,870 --> 00:31:09,510 +هتكون R واحد اللي هي 30 ناقص R ثلاثة صح بتساوي + +245 +00:31:09,510 --> 00:31:14,390 +R Cos + +246 +00:31:14,390 --> 00:31:28,470 +Alpha يعني هأكون 30 ناقص R ثلاثة بالساوي R Cos + +247 +00:31:28,470 --> 00:31:50,470 +75 يعني R بيساوي 30-R 3 على Cos 75 عوض هنا بيساوي 30-R + +248 +00:31:50,470 --> 00:32:04,440 +3 على Cos 75 الـ 75 زائد R ثلاثة بتساوي 7 + +249 +00:32:04,440 --> 00:32:12,060 +و 44.5 ومنها بتحسب R + +250 +00:32:12,060 --> 00:32:12,580 +ثلاثة + +251 +00:32:27,740 --> 00:32:30,840 +يعني أحسن أن أشتغل بالطرفين الـ cos 75 هيكون لي 30 + +252 +00:32:30,840 --> 00:32:34,120 +30 + +253 +00:32:34,120 --> 00:32:37,640 +زائد + +254 +00:32:37,640 --> 00:32:49,760 +cos 75 ناقص 1 في R3 بتساوي + +255 +00:32:49,760 --> 00:32:55,580 +47.5 cos 75 + +256 +00:32:57,530 --> 00:33:02,890 +و منها بتحسب كم طلع الـ R ثلاثة ثلاثة + +257 +00:33:02,890 --> 00:33:08,110 +و 20 مللي + +258 +00:33:08,110 --> 00:33:16,690 +متر و منها بتحسب عشر الـ R اللي هي 30 نقل 30 + +259 +00:33:16,690 --> 00:33:18,290 +بون تسعة على كسايم 75 + +260 +00:33:26,430 --> 00:33:36,430 +23.6 مليمتر + +261 +00:33:36,430 --> 00:33:42,670 +احنا لما حسبنا كل الـ geometric parameters للكام + +262 +00:33:42,670 --> 00:33:47,830 +المعنى بتبقى أقدر أرسمها حالياً صح؟ أعرف الـ R واحد + +263 +00:33:47,830 --> 00:33:55,780 +أعرف الـ R ثلاثة وعارف المسافة بينهم بعد برسم two + +264 +00:33:55,780 --> 00:34:01,260 +tangent lines هي tangent و tangent بصمنا الكامر + +265 +00:34:01,260 --> 00:34:10,080 +نعم + +266 +00:34:10,080 --> 00:34:14,900 +دخلوا + +267 +00:34:14,900 --> 00:34:18,900 +كل أرقام نعم + +268 +00:34:21,670 --> 00:34:28,230 +أصغر من R واحد و أصغر من .. اه إيش المشكلة؟ نصف + +269 +00:34:28,230 --> 00:34:32,610 +قطر بتحكي أيوه هذا مش ضروري تكون .. ممكن تكون أصغر + +270 +00:34:32,610 --> 00:34:37,750 +من هذه .. ممكن تكون .. اه + +271 +00:34:37,750 --> 00:34:43,610 +واضح أنه أقل من الـ 30 هذه + +272 +00:34:48,900 --> 00:34:55,120 +طيب هذا المطلوب الأول المطلوب الثاني accelerations + +273 +00:34:55,120 --> 00:35:00,320 +of the follower at the beginning of lift where + +274 +00:35:00,320 --> 00:35:05,420 +straight line where straight flank merges into the + +275 +00:35:05,420 --> 00:35:10,360 +circular nose and + +276 +00:35:10,360 --> 00:35:14,860 +at the apex of the circular nose assume that there + +277 +00:35:14,860 --> 00:35:21,370 +is no dwell between ascent and descent مغير ما تحكي + +278 +00:35:21,370 --> 00:35:24,210 +اسمه ما فيش دول بينهم بيده الـ acceleration هو at + +279 +00:35:24,210 --> 00:35:28,490 +the beginning of left where straight flank merges + +280 +00:35:28,490 --> 00:35:32,390 +into the circle nose and at the apex of the circle + +281 +00:35:32,390 --> 00:35:41,230 +nose يعني هاد أنا يعني بيده الـ acceleration عند + +282 +00:35:41,230 --> 00:35:46,430 +بداية الـ nose عند نقطة هادة و عند نقطة هادة الـ + +283 +00:35:46,430 --> 00:35:52,610 +acceleration بتكون + +284 +00:35:52,610 --> 00:36:01,890 +نهاية الحركة على القطعة المستقيمة يعني هتكون نهاية + +285 +00:36:01,890 --> 00:36:05,370 +الحركة على القطعة المستقيمة هتكون اللي هي a max + +286 +00:36:05,370 --> 00:36:13,130 +لما نزوّت سواش فاي هتكون a اللي + +287 +00:36:13,130 --> 00:36:25,340 +هي omega square في R1 زائد R2 في 2 ناقص cosine + +288 +00:36:25,340 --> 00:36:36,740 +تربيع فاي على cosine تكعيب الفاي احنا + +289 +00:36:36,740 --> 00:36:41,120 +الـ فاي لألفا و 75 + +290 +00:36:45,070 --> 00:36:52,330 +هذه الالفا وهذه + +291 +00:36:52,330 --> 00:37:07,870 +الفاية + +292 +00:37:07,870 --> 00:37:12,450 +الخط + +293 +00:37:12,450 --> 00:37:19,650 +المستقيم نزلنا إيش؟ عمودي صح؟ يعني هذا هيكون طول + +294 +00:37:19,650 --> 00:37:27,330 +إيه؟ شو يساوي؟ R sin α صح؟ + +295 +00:37:27,330 --> 00:37:33,270 +و هذا طوله كم؟ + +296 +00:37:33,270 --> 00:37:40,530 +R واحد زائد R اتنين زائد R اتنين معناته ثاني الالفا + +297 +00:37:40,530 --> 00:37:43,970 +شو يساوي؟ ثاني الالفا + +298 +00:37:48,220 --> 00:37:54,000 +بالساوي R sin α على + +299 +00:37:54,000 --> 00:37:58,600 +R واحد زائد R اتنين ال + +300 +00:37:58,600 --> 00:38:06,160 +R احنا كما حكينا 23 sin + +301 +00:38:06,160 --> 00:38:09,960 +خمس + +302 +00:38:09,960 --> 00:38:13,920 +سبعين على + +303 +00:38:15,610 --> 00:38:20,530 +أروح الـ 30 هات + +304 +00:38:20,530 --> 00:38:27,150 +الرقم صح؟ بون ستة + +305 +00:38:27,150 --> 00:38:38,650 +من هنا بتحسب إيش الالفا بعدها هتحسب الـ a اللي هو + +306 +00:38:38,650 --> 00:38:44,030 +بده أحكي beginning ل nose نعم + +307 +00:38:44,990 --> 00:38:50,330 +25 الالفا 6.63 الـ إيش الالفا؟ + +308 +00:38:50,330 --> 00:38:56,990 +هذا + +309 +00:38:56,990 --> 00:39:13,910 +رسم عامة الرسم بتاعتها هيها؟ واضح + +310 +00:39:13,910 --> 00:39:25,530 +انها إيش؟ أصغر نعم لا طبعاً مش أدول بقي على أي قاعدة + +311 +00:39:25,530 --> 00:39:32,170 +هي هين هي أدول بعدين بيبدأ يطلع يطلع يطلع يطلع + +312 +00:39:32,170 --> 00:39:34,850 +يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع + +313 +00:39:34,850 --> 00:39:35,350 +يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع + +314 +00:39:35,350 --> 00:39:35,810 +يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع + +315 +00:39:35,810 --> 00:39:40,550 +يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع يطلع + +316 +00:39:40,550 --> 00:39:42,890 +يطلع يطلع يطل + +317 +00:39:45,890 --> 00:39:53,490 +بعد مدة الـ الـ الـ extension عند الـ nose هتكون + +318 +00:39:53,490 --> 00:40:00,550 +الـ θ واحد شو ساوي؟ صفر يعني هتكون عند إيه؟ الـ + +319 +00:40:00,550 --> 00:40:06,790 +a واحد الـ a عند الـ nose هتكون الـ θ واحد شو + +320 +00:40:06,790 --> 00:40:11,690 +ساوي؟ صفر يعني هتكون cosine الصفر omega square R + +321 +00:40:16,480 --> 00:40:30,540 +cos θ الصفر إيش؟ واحد زائد L تربيع في R اللي هي cos + +322 +00:40:30,540 --> 00:40:41,060 +الصفر واحد زائد R تكعيب cosine الصفر صفر هذا هتكون + +323 +00:40:41,060 --> 00:40:44,600 +صفر هتكون على L تربيع و صفر تكعيب يعني L تكعيب على + +324 +00:40:44,600 --> 00:40:46,000 +L تكعيب + +325 +00:40:50,480 --> 00:40:59,120 +يعني هتكون omega squared R في واحد زائد R على L + +326 +00:40:59,120 --> 00:41:04,580 +يعني هتكون 62.83 تربيع + +327 +00:41:04,580 --> 00:41:12,520 +في الـ R اللي هي 23.6 في + +328 +00:41:14,360 --> 00:41:20,600 +واحد زائد R التي هي 23.6 على L + +329 +00:41:20,600 --> 00:41:35,020 +الـ L هي عبارة عن R اتنين زائد R ثلاثة ومن + +330 +00:41:35,020 --> 00:41:37,100 +هنا تحسب الـ A عند + +331 +00:41:54,350 --> 00:42:01,610 +لا منطقي millimeter per second square هتكون 139 معناته point 459 meter + +332 +00:42:01,610 --> 00:42:07,230 +per second square يعني + +333 +00:42:09,410 --> 00:42:14,530 +هذه المثلة نفس الأشياء تقريباً لأن + +334 +00:42:14,530 --> 00:42:23,930 +في نوع ثاني من الـ cams + +335 +00:42:23,930 --> 00:42:29,390 +الجزء اللي كان في النوع الأولاني كان خط مستقيم لا + +336 +00:42:29,390 --> 00:42:34,790 +هنا arcTangent للنوز و Minimum Radius Arc Tangent + +337 +00:42:34,790 --> 00:42:42,840 +للنوز و Minimum Radius Minimum Radius R1 طبعاً + +338 +00:42:42,840 --> 00:42:52,800 +الاشتقاق كما نفعل لـ Flat-Faced Follower Flat + +339 +00:42:52,800 --> 00:42:55,780 +-Faced Follower R1 + +340 +00:42:55,780 --> 00:43:03,720 +Minimum Radius الـ R اتنين الـ nose radius الـ R + +341 +00:43:03,720 --> 00:43:12,190 +Capital هو الـ radius لهذا الـ arc اللي هو الـ R + +342 +00:43:12,190 --> 00:43:18,190 +Capital أو الـ arc هذا يعني هذه المسافة أو هذه + +343 +00:43:18,190 --> 00:43:25,070 +المسافة طبعاً الـ two arc دول الـ cam is symmetrical + +344 +00:43:30,310 --> 00:43:33,310 +يعني هاد الـ tangent to the nose and the minimum + +345 +00:43:33,310 --> 00:43:42,690 +radius tangent to the nose and minimum radius الـ + +346 +00:43:42,690 --> 00:43:46,610 +angle of action اللي هي عندي إيش عندي هين tangency + +347 +00:43:46,610 --> 00:43:49,730 +point معناه إذا عملت tangent هتكون إيش الزاوية + +348 +00:43:49,730 --> 00:43:51,510 +90 درجة + +350 +00:44:01,460 --> 00:44:08,320 +هو عملت tangent هنا هاي الـ tangent معناته + +351 +00:44:08,320 --> 00:44:15,940 +هدف ده هو هدف النص جاي لحد مركز الـ nose عندي هيكون + +352 +00:44:15,940 --> 00:44:21,900 +Alpha و + +353 +00:44:21,900 --> 00:44:22,220 +Alpha + +354 +00:44:33,420 --> 00:44:38,200 +طيب الـ file angle of action of cam on the circle + +355 +00:44:38,200 --> 00:44:47,340 +of length الـ Φ عند هين + +356 +00:44:47,340 --> 00:44:54,720 +الـ Φ هذه الـ Φ هذا + +357 +00:44:54,720 --> 00:45:03,310 +مركز الـ circle archive بدايته وهذه نهايته هذه بداية + +358 +00:45:03,310 --> 00:45:14,070 +الـ arc هذه نهاية الـ arc الزاوية Φ بتمثل هذه + +359 +00:45:14,070 --> 00:45:21,090 +الزاوية Φ + +360 +00:45:21,090 --> 00:45:24,130 +لو + +361 +00:45:24,130 --> 00:45:31,140 +بنرسم الحركة على الـ circle arc هأعتبر هذه البداية و + +362 +00:45:31,140 --> 00:45:34,860 +هأخد أي position منها يعني هأخد هذه الزاوية هتكون + +363 +00:45:34,860 --> 00:45:40,000 +هذه + +364 +00:45:40,000 --> 00:45:46,340 +الزاوية θ في البداية θ بيكون بيساوي صفر و في + +365 +00:45:46,340 --> 00:45:48,340 +نهاية θ بيكون بيساوي Φ + +366 +00:46:02,730 --> 00:46:09,250 +طيب بنفس المنطق السابق نوجد معدل لـ X يعني هأكون + +367 +00:46:09,250 --> 00:46:17,650 +عندي معادلتين معادلة على الـ circular arc و معادلة ل + +368 +00:46:17,650 --> 00:46:25,350 +الـ nose أو + +369 +00:46:25,350 --> 00:46:27,910 +حتى معادلة لنصف الـ nose لأن هو بيصير .. يعني هو + +370 +00:46:27,910 --> 00:46:32,530 +symmetric يعني معادلة من هنا لهنا معادلة من بداية الـ + +371 +00:46:32,530 --> 00:46:36,890 +nose لنصف الـ nose طبعاً على الـ minimum radius بيكون + +372 +00:46:36,890 --> 00:46:42,410 +عنده إيش أدول .. بيكون عنده أدول يعني ما فيش motion + +373 +00:46:42,410 --> 00:46:48,070 +الـ motion من بداية الـ circle arc لنهايته اللي هي + +374 +00:46:48,070 --> 00:46:52,610 +بداية الـ nose بيصل أكثر ارتفاع من منتصف الـ nose و + +375 +00:46:52,610 --> 00:46:55,510 +بعدين ما بيبدأش ينزل و بعدين أدول + +376 +00:47:02,730 --> 00:47:09,770 +يعني الـ X الـ X اللي + +377 +00:47:09,770 --> 00:47:21,530 +هي معتبر هاي الـ طبعاً هو يعني هذا position data هاي + +378 +00:47:21,530 --> 00:47:25,510 +الـ follower هو + +379 +00:47:25,510 --> 00:47:31,090 +الـ tangent هنا لكن الـ X هتكون المسافة المسافة هذه + +380 +00:47:35,270 --> 00:47:38,730 +با مش هنخش في الـ derivation الـ بي إيه هنخش يعني الـ + +381 +00:47:38,730 --> 00:47:43,970 +derivation موجود بحسب الـ X تطلع الـ X بيساوي R ناقص + +382 +00:47:43,970 --> 00:47:48,350 +R واحد في واحد ناقص cosine θ θ measured + +383 +00:47:48,350 --> 00:47:53,510 +from this line وبعدين بيحسب بحكي V بيساوي DX by DT + +384 +00:47:53,510 --> 00:47:58,300 +بيساوي DX by D θ في D θ على dt هي omega DX + +385 +00:47:58,300 --> 00:48:03,080 +by d θ ونفس الأشياء ال + +401 +00:49:29,940 --> 00:49:36,260 +ممكن أعتبرها فترة إغلاق للصمام لو هدا في ال .. في + +402 +00:49:36,260 --> 00:49:44,040 +الcamshaft بتاع السيارة و هدا فترة إيش؟ فتح الصمام + +403 +00:49:46,690 --> 00:49:51,170 +الفتحة بتبدأ من zero مثلا zero cross sectional + +404 +00:49:51,170 --> 00:49:58,870 +area و بتزيد لـ maximum هنا وبعدين بفتح تدريجيًا و + +405 +00:49:58,870 --> 00:50:08,150 +بسكر تدريجيًا و بظل مسكر بعدين فبيعرّفك + +406 +00:50:08,150 --> 00:50:15,830 +للزاوية omega بتقدر تحسب زمن + +407 +00:50:19,580 --> 00:50:28,140 +الإغلاق و زمن من بداية ما فتح لحد ما سكر الصمام إذا + +408 +00:50:28,140 --> 00:50:37,220 +أنا كنت حاكم صمام طبعًا + +409 +00:50:37,220 --> 00:50:40,060 +منطقي يعني في حياتي الكام شركة تشتغل بالشكل هذا + +410 +00:50:40,060 --> 00:50:46,660 +أنه يعني بيعملش شيء مفاجئ بدخل وقود و وقود و هو + +411 +00:50:46,660 --> 00:50:54,450 +مثلاً وقود و هواء فجأة بدخل شوية شوية لحد نص ال + +412 +00:50:54,450 --> 00:51:06,970 +maximum وبعدين بيخفف طبعًا + +413 +00:51:06,970 --> 00:51:13,690 +هذه المعادلات السابقة كانت في حالة إيش؟ في حالة للـ + +414 +00:51:13,690 --> 00:51:20,680 +arc هذا لأن في جزء من الحركة جاي وينعلى الnose + +415 +00:51:20,680 --> 00:51:32,200 +جاي على ال nose طبعًا + +416 +00:51:32,200 --> 00:51:41,660 +الreference عنده عكسنا + +417 +00:51:41,660 --> 00:51:42,380 +هذه هي alpha + +418 +00:51:52,090 --> 00:51:55,490 +هيكون اللي هيحكي هو الآن الreference عنده أقصر + +419 +00:51:55,490 --> 00:51:58,970 +ارتفاع زي الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +420 +00:51:58,970 --> 00:52:00,070 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +421 +00:52:00,070 --> 00:52:00,490 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +422 +00:52:00,490 --> 00:52:01,070 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +423 +00:52:01,070 --> 00:52:03,710 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +424 +00:52:03,710 --> 00:52:05,050 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +425 +00:52:05,050 --> 00:52:09,570 +ال + +426 +00:52:09,570 --> 00:52:09,630 +الـ الـ الـ الـ الـ الـ الـ الـ الـ الـ + +427 +00:52:20,280 --> 00:52:28,940 +و الـ V هتكون DX by Dθ في Omega طبعًا الـ OQ هي + +428 +00:52:28,940 --> 00:52:33,660 +المسافة بين Center الـ minimum radius والـ Center + +429 +00:52:33,660 --> 00:52:41,500 +لـ nose اللي كان يسميه في الـ cam السابقة R صح + +430 +00:52:41,500 --> 00:52:44,100 +هذا هي الـ OQ + +431 +00:52:47,050 --> 00:52:51,170 +فهتكون الـ V بيستوى Omega في OQ Sine Alpha Minus + +432 +00:52:51,170 --> 00:52:56,270 +Theta والـ A بيستوى Omega DV بعدي Theta بيستوى + +433 +00:52:56,270 --> 00:53:02,270 +Minus Omega Square في OQ Cosine Alpha Minus Theta + +434 +00:53:02,270 --> 00:53:06,690 +ال maximum retardation يعني الـ dissertation يكون + +435 +00:53:06,690 --> 00:53:11,760 +عندي Omega Square في OQوالـ minimum retardation + +436 +00:53:11,760 --> 00:53:16,380 +سيكون omega squared في OQ cos α ناقص θ يعني لما .. + +437 +00:53:16,380 --> 00:53:22,480 +لما .. هي لما θ تتساوى ألفا بيصير cosine الـ zero + +438 +00:53:22,480 --> 00:53:27,800 +بيصيرها ده إيش المقدار maximum ولأن هندي هنا minus + +439 +00:53:27,800 --> 00:53:33,080 +يعتبر retardation يعني في إيش؟ يعني تغير في السرعة + +440 +00:53:33,080 --> 00:53:40,920 +بمعدل متناقص يعني ممكن السرعة تزيد بمعدل متناقص + +441 +00:53:40,920 --> 00:53:45,340 +اضغط الزيادة + +442 +00:53:45,340 --> 00:53:52,500 +لا تعني أنه في acceleration يعني هنا السرعة بتزيد + +443 +00:53:52,500 --> 00:53:58,300 +في معدل متناقص و الـ minimum retardation سواء omega + +444 +00:53:58,300 --> 00:54:03,800 +square لما سير عندي في OQ cosine Alpha minus Φ + +445 +00:54:14,730 --> 00:54:21,430 +هي عندك حالة هذا + +446 +00:54:21,430 --> 00:54:36,490 +الشيء هاي Y هاي X بتزيد بمعدل متزايد هذا بتزيد + +447 +00:54:36,490 --> 00:54:45,360 +بمعدل متناقص هذا يزيد وهذا يزيد بيصير ولا بيصيرش؟ + +448 +00:54:45,360 --> 00:54:55,480 +عشان + +449 +00:54:55,480 --> 00:55:04,840 +هيك في الحالة هذه ما هو لازم هذه تزيد بمعدل متناقص + +450 +00:55:04,840 --> 00:55:16,190 +عشان تصل لـ maximum بعدين تنزل إذا صار زي هيك لازم الـ + +451 +00:55:16,190 --> 00:55:33,370 +curve يكون جزئين لازم يكون في انقلاب نقطة + +452 +00:55:33,370 --> 00:55:35,510 +انقلاب واضح؟ + +453 +00:55:37,650 --> 00:55:40,890 +هذه المفهوم ممكن انقلاب ممكن انقلاب أنا بدي أنتقل + +454 +00:55:40,890 --> 00:55:46,750 +من .. من شيء أقل ما يمكن لعلى ما يمكن لا يمكن اللي + +455 +00:55:46,750 --> 00:55:50,810 +يصير انقلاب يعني إذا كنت minimum و بدي أروح لـ + +456 +00:55:50,810 --> 00:55:58,650 +maximum إذا كنت maximum و بدي أروح لـ minimum لكن + +457 +00:55:58,650 --> 00:56:02,290 +ممكن أصل لـ maximum بدون انقلاب إذا كنت بمعدل متناقص + +458 +00:56:02,290 --> 00:56:05,090 +يعني هيك أنا طالع هيك + +459 +00:56:17,360 --> 00:56:22,540 +واضح؟ ما أنا تبل فأزيد السرعة بمعدل متناقص + +460 +00:56:31,700 --> 00:56:37,100 +طيب نشوف مثال a symmetric circle cam operating a + +461 +00:56:37,100 --> 00:56:40,360 +flat-faced follower has the following particulars + +462 +00:56:40,360 --> 00:56:47,800 +عندك الـ minimum radius of cam اللي هي R13 و + +463 +00:56:47,800 --> 00:56:52,400 +ال + +464 +00:56:52,400 --> 00:56:56,380 +total lift عشرين + +465 +00:56:56,380 --> 00:56:57,720 +نفس المثال صحيح تقريبًا + +466 +00:57:02,050 --> 00:57:09,030 +الـ Angle of Lift ألفا والـ + +467 +00:57:09,030 --> 00:57:19,590 +Nose Radius R2 يساوي خمسة ملي متر ومعطيني + +468 +00:57:19,590 --> 00:57:23,610 +الـ speed نفس + +469 +00:57:23,610 --> 00:57:28,170 +المثال السابق تمامًا تحسب الـ total lift + +470 +00:57:31,240 --> 00:57:36,260 +منها تطلع one تطلع total left اللي عندي كم؟ عشرين + +471 +00:57:36,260 --> 00:57:39,520 +بتساوي + +472 +00:57:39,520 --> 00:57:50,940 +أنا أجلس الشكل العام total left هيكون O + +473 +00:57:50,940 --> 00:57:54,940 +K + +474 +00:57:54,940 --> 00:58:00,240 +ناقص O E أو O G صح؟ + +475 +00:58:02,510 --> 00:58:09,730 +Okay عبارة + +476 +00:58:09,730 --> 00:58:17,930 +عن اللي هي OQ زائد + +477 +00:58:17,930 --> 00:58:24,890 +R2 صح؟ ناقص OE R1 + +478 +00:58:27,940 --> 00:58:38,060 +تتلف عن دقة كم؟ عشرين بالساوية OQ زائد R2 خمسة + +479 +00:58:38,060 --> 00:58:46,480 +ناقص R1 ثلاثين معناة OQ بالساوية + +480 +00:58:46,480 --> 00:58:52,220 +خمسة وأربعين ملي صح؟ طلعنا + +481 +00:58:52,220 --> 00:59:04,770 +إيش؟ الـ OQ هيتأثر خلصنا بدو + +482 +00:59:04,770 --> 00:59:09,170 +acceleration floor at the beginning of left at the + +483 +00:59:09,170 --> 00:59:15,890 +end of contact with the circle of flank at the + +484 +00:59:15,890 --> 00:59:19,050 +beginning of contact with nose and at the apex of + +485 +00:59:19,050 --> 00:59:21,350 +the nose يعني بدو الـ acceleration + +486 +00:59:26,340 --> 00:59:37,080 +بدو هنا وهنا وهنا طيب الـ low key وعرفناها خمسة و + +487 +00:59:37,080 --> 00:59:45,720 +أربعين يعني + +488 +00:59:45,720 --> 00:59:53,920 +بدو الـ a هاي الـ theta هستخدم النقطة هذه الـ point + +489 +01:00:02,590 --> 01:00:08,150 +عند E و F و K E و + +490 +01:00:08,150 --> 01:00:19,330 +F و K هتكون ثيتا صفر فاي و ثيتا التاني هدا بالك و + +491 +01:00:19,330 --> 01:00:23,710 +عند K ثيتا التاني أنا خدشت عن نوز مالاش خاص في ثيتا + +492 +01:00:23,710 --> 01:00:31,590 +إيش التاني هتكون إيش صفر صح؟ هتكون معناته هتكون + +493 +01:00:31,590 --> 01:00:41,510 +omega square هنا في R capital ناقص R واحد cosine + +494 +01:00:41,510 --> 01:00:47,950 +خلصنا من الـ cosine التاني + +495 +01:00:47,950 --> 01:00:55,170 +هتكون omega square في R capital ناقص R واحد + +496 +01:00:55,170 --> 01:00:58,910 +cosine الفاي + +497 +01:01:01,250 --> 01:01:13,670 +التالتة توقعني بس التالتة + +498 +01:01:13,670 --> 01:01:19,170 +هتكون + +499 +01:01:19,170 --> 01:01:24,510 +ناقص omega square + +500 +01:01:24,510 --> 01:01:28,810 +OQ + +501 +01:01:42,170 --> 01:01:46,570 +في alpha ناقص theta فيه الف ناقص + +502 +01:01:46,570 --> 01:01:53,070 +ثيتا فيه الف ناقص + +503 +01:01:53,070 --> 01:02:00,590 +ثيتا فيه الف ناقص ثيتا فيه الف ناقص ثيتا فيه الف + +504 +01:02:00,590 --> 01:02:01,850 +ناقص ثيتا فيه الف ناقص ثيتا فيه الف ناقص ثيتا فيه + +505 +01:02:01,850 --> 01:02:08,120 +فيه الف ناقص ثيتا عارفها بنفس الطريقة هتكون ..يعني + +506 +01:02:08,120 --> 01:02:12,580 +هتكون omega square OQ + +507 +01:02:12,580 --> 01:02:19,400 +omega square في OQ و بس احنا + +508 +01:02:19,400 --> 01:02:26,600 +حسبنا الـ .. الـ .. الـ OQ صح؟ الـ OQ انحسبت وضال + +509 +01:02:26,600 --> 01:02:36,040 +عندك اللي هو اللي هي الـ Phiو الـ R capital الـ R + +510 +01:02:36,040 --> 01:02:42,060 +واحد معروفة الـ R كده + +511 +01:02:42,060 --> 01:02:48,560 +احسبوها عادي احسبوها لحالكم و كملوا حل السؤال هيك + +512 +01:02:48,560 --> 01:02:53,560 +يكون خلصنا الـ cams في أي سؤال؟ diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/Zy0B1BX3PHA_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/Zy0B1BX3PHA_raw.json new file mode 100644 index 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الـ O A زائد الـ A D طيب حاجة زاوية ثتا واحد اخد المثلث", "tokens": [6027, 39184, 422, 413, 20666, 3794, 995, 2407, 10632, 2423, 39184, 422, 316, 30767, 16373, 3215, 2423, 39184, 316, 413, 23032, 1829, 3555, 11331, 26108, 3660, 30767, 995, 2407, 10632, 38637, 2655, 995, 36764, 24401, 1975, 9778, 3215, 9673, 12984, 1211, 12984], "avg_logprob": -0.3550145487452662, "compression_ratio": 1.3595505617977528, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1067.26, "end": 1067.66, "word": "الـ", "probability": 0.5728759765625}, {"start": 1067.66, "end": 1067.84, "word": " O", "probability": 0.5439453125}, {"start": 1067.84, "end": 1068.08, "word": " D", "probability": 0.7412109375}, {"start": 1068.08, "end": 1072.14, "word": " بالساوية", "probability": 0.702734375}, {"start": 1072.14, "end": 1074.28, "word": " الـ", "probability": 0.470947265625}, {"start": 1074.28, "end": 1074.52, "word": " O", "probability": 0.7470703125}, {"start": 1074.52, "end": 1074.9, "word": " A", 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" radius", "probability": 0.9755859375}, {"start": 2594.49, "end": 2596.05, "word": " لهذا", "probability": 0.6790771484375}, {"start": 2596.05, "end": 2596.87, "word": " الارك", "probability": 0.8084309895833334}, {"start": 2596.87, "end": 2597.85, "word": " اللي", "probability": 0.6341552734375}, {"start": 2597.85, "end": 2597.97, "word": " هو", "probability": 0.3505859375}, {"start": 2597.97, "end": 2598.19, "word": " الار", "probability": 0.9013671875}, {"start": 2598.19, "end": 2598.83, "word": " كابيتل", "probability": 0.7794189453125}, {"start": 2598.83, "end": 2600.75, "word": " او", "probability": 0.88037109375}, {"start": 2600.75, "end": 2601.11, "word": " الارك", "probability": 0.9072265625}, {"start": 2601.11, "end": 2601.45, "word": " هذا", "probability": 0.91845703125}, {"start": 2601.45, "end": 2602.01, "word": " يعني", "probability": 0.8076171875}, {"start": 2602.01, "end": 2602.29, "word": " هذه", "probability": 0.73388671875}, {"start": 2602.29, "end": 2604.07, 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tangent هتكون إيش الزاوية تسعين درجة", "tokens": [6027, 39184, 1945, 307, 40360, 37495, 22653, 8032, 18513, 2423, 27747, 281, 264, 6690, 293, 264, 7285, 15845, 27747, 281, 264, 6690, 293, 7285, 15845, 2423, 5802, 295, 3069, 13672, 1829, 39896, 18871, 16254, 11933, 1829, 8592, 18871, 16254, 8032, 9957, 10266, 3020, 935, 20449, 8315, 3224, 11933, 15730, 6225, 42213, 2655, 27747, 8032, 2655, 30544, 11933, 1829, 8592, 6024, 110, 995, 2407, 10632, 6055, 3794, 3615, 9957, 11778, 47341, 3660], "avg_logprob": -0.2990451446837849, "compression_ratio": 1.6108108108108108, "no_speech_prob": 0.0, "words": [{"start": 2608.81, "end": 2609.17, "word": "الـ", "probability": 0.438720703125}, {"start": 2609.17, "end": 2609.45, "word": " cam", "probability": 0.5107421875}, {"start": 2609.45, "end": 2609.71, "word": " is", "probability": 0.73193359375}, {"start": 2609.71, "end": 2610.31, "word": " symmetrical", "probability": 0.83349609375}, {"start": 2610.31, "end": 2610.99, "word": " يعني", 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"probability": 0.9658203125}, {"start": 2614.55, "end": 2614.77, "word": " the", "probability": 0.9248046875}, {"start": 2614.77, "end": 2615.13, "word": " nose", "probability": 0.83935546875}, {"start": 2615.13, "end": 2615.37, "word": " and", "probability": 0.96142578125}, {"start": 2615.37, "end": 2615.75, "word": " minimum", "probability": 0.8544921875}, {"start": 2615.75, "end": 2617.11, "word": " radius", "probability": 0.953125}, {"start": 2617.11, "end": 2622.69, "word": " ال", "probability": 0.88623046875}, {"start": 2622.69, "end": 2623.13, "word": " angle", "probability": 0.92138671875}, {"start": 2623.13, "end": 2623.33, "word": " of", "probability": 0.98388671875}, {"start": 2623.33, "end": 2623.85, "word": " action", "probability": 0.94384765625}, {"start": 2623.85, "end": 2624.31, "word": " اللي", "probability": 0.90673828125}, {"start": 2624.31, "end": 2624.41, "word": " هي", "probability": 0.666015625}, {"start": 2624.41, "end": 2624.65, "word": " عندي", "probability": 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"probability": 0.896875}, {"start": 2629.73, "end": 2631.01, "word": " تسعين", "probability": 0.9346923828125}, {"start": 2631.01, "end": 2631.51, "word": " درجة", "probability": 0.9921875}], "temperature": 1.0}, {"id": 89, "seek": 266222, "start": 2641.46, "end": 2662.22, "text": "هو عملت tangent هنا هاي ال tangent معناته هدف ده هو هدف النص جاي لحد مركز ال نوز عندي هيكون Alpha و Alpha", "tokens": [3224, 2407, 6225, 42213, 2655, 27747, 34105, 8032, 47302, 2423, 27747, 20449, 8315, 47395, 8032, 3215, 5172, 11778, 3224, 31439, 8032, 3215, 5172, 28239, 9381, 10874, 47302, 5296, 24401, 3714, 31747, 11622, 2423, 8717, 2407, 11622, 18871, 16254, 8032, 1829, 30544, 20588, 4032, 20588], "avg_logprob": -0.4232638968361749, "compression_ratio": 1.3781512605042017, "no_speech_prob": 0.0, "words": [{"start": 2641.46, "end": 2641.68, "word": "هو", "probability": 0.925537109375}, {"start": 2641.68, "end": 2642.06, "word": " عملت", "probability": 0.85986328125}, {"start": 2642.06, "end": 2642.44, "word": " tangent", "probability": 0.921875}, {"start": 2642.44, "end": 2642.92, "word": " هنا", "probability": 0.7568359375}, {"start": 2642.92, "end": 2643.88, "word": " هاي", "probability": 0.31158447265625}, {"start": 2643.88, "end": 2643.96, "word": " ال", "probability": 0.85302734375}, {"start": 2643.96, "end": 2644.48, "word": " tangent", "probability": 0.90673828125}, {"start": 2644.48, "end": 2648.32, "word": " معناته", "probability": 0.80078125}, {"start": 2648.32, "end": 2648.58, "word": " هدف", "probability": 0.3870442708333333}, {"start": 2648.58, "end": 2648.76, "word": " ده", "probability": 0.70703125}, {"start": 2648.76, "end": 2648.88, "word": " هو", "probability": 0.312744140625}, {"start": 2648.88, "end": 2649.7, "word": " هدف", "probability": 0.95849609375}, {"start": 2649.7, "end": 2650.16, "word": " النص", "probability": 0.828125}, {"start": 2650.16, "end": 2653.02, "word": " جاي", "probability": 0.5811767578125}, {"start": 2653.02, "end": 2653.26, "word": " لحد", "probability": 0.849609375}, {"start": 2653.26, "end": 2653.68, "word": " مركز", "probability": 0.99169921875}, {"start": 2653.68, "end": 2653.84, "word": " ال", "probability": 0.78271484375}, {"start": 2653.84, "end": 2654.24, "word": " نوز", "probability": 0.5504557291666666}, {"start": 2654.24, "end": 2655.64, "word": " عندي", "probability": 0.6575927734375}, {"start": 2655.64, "end": 2655.94, "word": " هيكون", "probability": 0.6531575520833334}, {"start": 2655.94, "end": 2656.42, "word": " Alpha", "probability": 0.36181640625}, {"start": 2656.42, "end": 2661.9, "word": " و", "probability": 0.5537109375}, {"start": 2661.9, "end": 2662.22, "word": " Alpha", "probability": 0.75634765625}], "temperature": 1.0}, {"id": 90, "seek": 270128, "start": 2673.42, "end": 2701.28, "text": "طيب ال file angle of action of cam on the circle of length الفاى عندهين الفاى هذه الفاى هذا مركز ال circle archive بدايته وهذه نهايته", "tokens": [9566, 1829, 3555, 2423, 3991, 5802, 295, 3069, 295, 1945, 322, 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"end": 2697.4, "word": " ال", "probability": 0.6044921875}, {"start": 2697.4, "end": 2697.58, "word": " circle", "probability": 0.9072265625}, {"start": 2697.58, "end": 2698.0, "word": " archive", "probability": 0.461669921875}, {"start": 2698.0, "end": 2698.54, "word": " بدايته", "probability": 0.957275390625}, {"start": 2698.54, "end": 2700.5, "word": " وهذه", "probability": 0.5133056640625}, {"start": 2700.5, "end": 2701.28, "word": " نهايته", "probability": 0.802734375}], "temperature": 1.0}, {"id": 91, "seek": 272873, "start": 2702.77, "end": 2728.73, "text": "هذه بداية ال arc هذه نهاية ال arc الزاوية في بتمثل هذه الزاوية في لو بنرسم الحركة على ال circle arc هعتبر هذه البداية", "tokens": [3224, 24192, 4724, 28259, 10632, 2423, 10346, 29538, 8717, 11296, 10632, 2423, 10346, 6024, 110, 995, 2407, 10632, 8978, 39894, 2304, 12984, 1211, 29538, 6024, 110, 995, 2407, 10632, 8978, 45164, 44945, 2288, 38251, 21542, 31747, 3660, 15844, 2423, 6329, 10346, 8032, 34268, 26890, 29538, 29739, 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"start": 3422.05, "end": 3448.17, "text": "الـ Angle of Lift ألفة والـ Nose Radius R2 يساوي خمسة ملي متر ومعطيني ال speed نفس المثال السابق تماما تحسب ال total lift", "tokens": [6027, 39184, 4521, 306, 295, 26148, 5551, 46538, 3660, 16070, 39184, 426, 541, 9654, 4872, 497, 17, 7251, 3794, 995, 45865, 16490, 2304, 3794, 3660, 3714, 20292, 44650, 2288, 4032, 2304, 3615, 9566, 9957, 1829, 2423, 3073, 8717, 36178, 9673, 12984, 6027, 21136, 16758, 4587, 46811, 10943, 995, 6055, 5016, 35457, 2423, 3217, 5533], "avg_logprob": -0.4363636396147988, "compression_ratio": 1.2380952380952381, "no_speech_prob": 0.0, "words": [{"start": 3422.05, "end": 3422.43, "word": "الـ", "probability": 0.1951904296875}, {"start": 3422.43, "end": 3422.69, "word": " Angle", "probability": 0.8408203125}, {"start": 3422.69, "end": 3422.83, "word": " of", "probability": 0.828125}, {"start": 3422.83, "end": 3423.05, "word": " Lift", "probability": 0.72021484375}, {"start": 3423.05, "end": 3424.61, "word": " ألفة", 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" نفس", "probability": 0.538604736328125}, {"start": 3443.61, "end": 3444.07, "word": " المثال", "probability": 0.744873046875}, {"start": 3444.07, "end": 3444.53, "word": " السابق", "probability": 0.9794921875}, {"start": 3444.53, "end": 3446.49, "word": " تماما", "probability": 0.9847005208333334}, {"start": 3446.49, "end": 3447.35, "word": " تحسب", "probability": 0.7975260416666666}, {"start": 3447.35, "end": 3447.51, "word": " ال", "probability": 0.90771484375}, {"start": 3447.51, "end": 3447.77, "word": " total", "probability": 0.63134765625}, {"start": 3447.77, "end": 3448.17, "word": " lift", "probability": 0.76708984375}], "temperature": 1.0}, {"id": 117, "seek": 348024, "start": 3451.24, "end": 3480.24, "text": "منها تطلع one تطلع total left اللي عندي أكم عشرين بتساوي أنا أجلس الشكل العام total left هيكون O K minus O E أو O G صح؟", "tokens": [27842, 11296, 6055, 9566, 1211, 3615, 472, 6055, 9566, 1211, 3615, 3217, 1411, 13672, 1829, 18871, 16254, 5551, 24793, 6225, 46309, 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"text": "تتلف عن دقة كم؟ عشرين بالساوية OQ زائد R2 خمسة minus R1 تلاتين معناة OQ بالساوية خمس و أربعين ملي صح؟ طلعنا إيش؟ ال OQ", "tokens": [2655, 2655, 46538, 18871, 11778, 28671, 9122, 2304, 22807, 6225, 46309, 9957, 20666, 3794, 995, 2407, 10632, 422, 48, 30767, 16373, 3215, 497, 17, 16490, 2304, 3794, 3660, 3175, 497, 16, 6055, 1211, 9307, 9957, 20449, 8315, 3660, 422, 48, 20666, 3794, 995, 2407, 10632, 16490, 2304, 3794, 4032, 5551, 25513, 3615, 9957, 3714, 20292, 20328, 5016, 22807, 23032, 1211, 3615, 8315, 11933, 1829, 8592, 22807, 2423, 422, 48], "avg_logprob": -0.26383927421910425, "compression_ratio": 1.3971631205673758, "no_speech_prob": 0.0, "words": [{"start": 3507.94, "end": 3508.38, "word": "تتلف", "probability": 0.5711263020833334}, {"start": 3508.38, "end": 3508.52, "word": " عن", "probability": 0.41259765625}, {"start": 3508.52, "end": 3508.62, "word": " دقة", "probability": 0.335693359375}, {"start": 3508.62, "end": 3509.9, "word": " كم؟", "probability": 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of contact with nose and at the apex of the nose يعني بدّوا ال acceleration", "tokens": [3224, 36081, 10721, 12984, 11703, 1211, 16490, 1211, 11703, 9381, 8315, 47525, 11703, 14407, 17162, 4123, 412, 264, 2863, 295, 1411, 412, 264, 917, 295, 3385, 365, 264, 6329, 295, 36318, 412, 264, 2863, 295, 3385, 365, 6690, 293, 412, 264, 48115, 295, 264, 6690, 37495, 22653, 47525, 11703, 14407, 2423, 17162], "avg_logprob": -0.26724645101799155, "compression_ratio": 1.5430463576158941, "no_speech_prob": 0.0, "words": [{"start": 3537.15, "end": 3537.73, "word": "هيتأثّل", "probability": 0.7107747395833334}, {"start": 3537.73, "end": 3538.31, "word": " خلّصنا", "probability": 0.805615234375}, {"start": 3538.31, "end": 3544.77, "word": " بدّوا", "probability": 0.4852701822916667}, {"start": 3544.77, "end": 3545.11, "word": " acceleration", "probability": 0.8115234375}, {"start": 3545.11, "end": 3545.45, "word": " floor", "probability": 0.1575927734375}, {"start": 3545.45, "end": 3545.67, "word": " 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3618.99, "end": 3619.25, "word": " بالك", "probability": 0.890625}, {"start": 3619.25, "end": 3619.33, "word": " و", "probability": 0.82421875}, {"start": 3619.33, "end": 3619.45, "word": " عند", "probability": 0.74072265625}, {"start": 3619.45, "end": 3619.71, "word": " K", "probability": 0.71142578125}, {"start": 3619.71, "end": 3620.05, "word": " ثتا", "probability": 0.8037923177083334}, {"start": 3620.05, "end": 3620.25, "word": " التاني", "probability": 0.9747721354166666}, {"start": 3620.25, "end": 3620.41, "word": " انا", "probability": 0.5777587890625}, {"start": 3620.41, "end": 3620.97, "word": " خدشت", "probability": 0.56842041015625}, {"start": 3620.97, "end": 3621.11, "word": " عن", "probability": 0.45556640625}, {"start": 3621.11, "end": 3621.53, "word": " نوز", "probability": 0.628173828125}, {"start": 3621.53, "end": 3622.97, "word": " مالاش", "probability": 0.66595458984375}, {"start": 3622.97, "end": 3623.21, "word": " خاص", "probability": 0.90087890625}, {"start": 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خلصنا من ال cosine التاني هتكون omega square في R capital minus R واحد cosine الفاي", "tokens": [3224, 2655, 30544, 10498, 3732, 34105, 8978, 497, 4238, 3175, 497, 36764, 24401, 23565, 16490, 1211, 9381, 8315, 9154, 2423, 23565, 16712, 7649, 1829, 8032, 2655, 30544, 10498, 3732, 8978, 497, 4238, 3175, 497, 36764, 24401, 23565, 27188, 47302], "avg_logprob": -0.36308594718575476, "compression_ratio": 1.6, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 3631.19, "end": 3631.59, "word": "هتكون", "probability": 0.6814371744791666}, {"start": 3631.59, "end": 3631.85, "word": " omega", "probability": 0.5556640625}, {"start": 3631.85, "end": 3632.43, "word": " square", "probability": 0.431640625}, {"start": 3632.43, "end": 3632.95, "word": " هنا", "probability": 0.28173828125}, {"start": 3632.95, "end": 3634.29, "word": " في", "probability": 0.2469482421875}, {"start": 3634.29, "end": 3636.11, "word": " R", "probability": 0.6796875}, {"start": 3636.11, "end": 3636.79, "word": " capital", "probability": 0.47998046875}, {"start": 3636.79, "end": 3639.01, "word": " minus", "probability": 0.480712890625}, {"start": 3639.01, "end": 3639.29, "word": " R", "probability": 0.794921875}, {"start": 3639.29, "end": 3639.81, "word": " واحد", "probability": 0.864013671875}, {"start": 3639.81, "end": 3641.51, "word": " cosine", "probability": 0.5244140625}, {"start": 3641.51, "end": 3643.55, "word": " خلصنا", "probability": 0.66973876953125}, {"start": 3643.55, "end": 3643.65, "word": " من", "probability": 0.57421875}, {"start": 3643.65, "end": 3643.69, "word": " ال", "probability": 0.7900390625}, {"start": 3643.69, "end": 3644.05, "word": " cosine", "probability": 0.9208984375}, {"start": 3644.05, "end": 3647.95, "word": " التاني", "probability": 0.83056640625}, {"start": 3647.95, "end": 3648.53, "word": " هتكون", "probability": 0.9386393229166666}, {"start": 3648.53, "end": 3650.17, "word": " omega", "probability": 0.78662109375}, {"start": 3650.17, "end": 3650.77, 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3771.32, "word": " cams", "probability": 0.47052001953125}, {"start": 3771.32, "end": 3772.72, "word": " في", "probability": 0.6904296875}, {"start": 3772.72, "end": 3772.84, "word": " أي", "probability": 0.5126953125}, {"start": 3772.84, "end": 3773.56, "word": " سؤال؟", "probability": 0.9478759765625}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 3774.3804375, "duration_after_vad": 3365.5387499999897} \ No newline at end of file diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/c5qGiP8AgNE.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/c5qGiP8AgNE.srt new file mode 100644 index 0000000000000000000000000000000000000000..8ec00a33efbc596fa1a86f6c365d3f037691599f --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/c5qGiP8AgNE.srt @@ -0,0 +1,1347 @@ +1 +00:00:05,150 --> 00:00:08,450 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:08,450 --> 00:00:13,730 +وبركاته، هنكمل في مادة نظرية الآلات، المحاضرات + +3 +00:00:13,730 --> 00:00:18,290 +السابقة وبعدين نحكي عن الـ gears اللي ركزنا بشكل + +4 +00:00:18,290 --> 00:00:22,430 +أساسي على الـ involute gears عرفنا الـ geometric + +5 +00:00:22,430 --> 00:00:27,250 +parameters للإنفليوت حسبنا الـ .. الـ .. الـ pitch + +6 +00:00:27,250 --> 00:00:30,230 +diameter، الـ base circle diameter، الـ addendum + +7 +00:00:30,230 --> 00:00:36,410 +circle، الـ addendum circle حسبنا الـ .. الـ length + +8 +00:00:36,410 --> 00:00:39,550 +of path of contact اللي هو مقاوم جزئين، length of + +9 +00:00:39,550 --> 00:00:42,870 +path of approach و length of path of recess حسبنا + +10 +00:00:42,870 --> 00:00:45,190 +الـ length of arc of contact وبعدين حسبنا الـ + +11 +00:00:45,190 --> 00:00:50,250 +contact ratio حلينا مجموع أمثلة بس قبل ما أكمل بدي + +12 +00:00:50,250 --> 00:00:53,950 +أعطيكم طريقة اللي هي رسم الـ involute طريقة رسم الـ + +13 +00:00:53,950 --> 00:00:58,730 +involute لأن اليوم طلبوها طلبت المحاضرة تصميم + +14 +00:00:58,730 --> 00:01:02,170 +الآلات و أعطيتهم إياها فحكيت الأصل تكونوا تعرفوها + +15 +00:01:02,170 --> 00:01:07,130 +في مادة نظرية الآلات لأن طريقة رسم الـ involute + +16 +00:01:07,130 --> 00:01:16,970 +بسيطة اللي أنا بيكون عندي الـ base circle هذا + +17 +00:01:16,970 --> 00:01:22,570 +الـ base circle + +18 +00:01:22,570 --> 00:01:26,010 +الـ base circle هي الدائرة اللي منها بولد الـ + +19 +00:01:26,010 --> 00:01:39,030 +involute يعني + +20 +00:01:39,030 --> 00:01:45,360 +لو كان في حبل ملفوف على الدائرة هذه بدأت أرخي و أتبع + +21 +00:01:45,360 --> 00:01:52,180 +الحبل برسم إيه الـ involute الحبل + +22 +00:01:52,180 --> 00:01:56,180 +هنا بيكون مشدود ببدأ أرخي أنا هأعمل زوايا + +23 +00:02:08,970 --> 00:02:14,770 +لما إنتهى الحبل كان مشدود بدأت أرخيه مشدود يعني + +24 +00:02:14,770 --> 00:02:20,150 +أنا صممت الـ tangent line و أنا أرخي وإيش بكون أرسم + +25 +00:02:20,150 --> 00:02:25,370 +معناه طول الحبل هذا tangent طول الحبل من هنا لهنا + +26 +00:02:25,370 --> 00:02:30,730 +مستوى طول القص أرخيت + +27 +00:02:30,730 --> 00:02:33,610 +أكثر هأعمل tangent هنا + +28 +00:02:40,290 --> 00:02:52,210 +القوس هذا بالسواء طول الخط هذا معناته أنا أرخيت + +29 +00:02:52,210 --> 00:02:55,750 +أكثر طول + +30 +00:02:55,750 --> 00:03:02,170 +القوس من هنا لهنا بالسواء طول الخط هذا وهكذا + +31 +00:03:02,170 --> 00:03:10,210 +معناته الفكرة أنا حاططهم بالـ circle و أرسم تاني يطلع + +32 +00:03:10,210 --> 00:03:15,330 +خذنا ناخذ مثال الـ gear + +33 +00:03:15,330 --> 00:03:23,610 +الـ module بتاعه بيساوي عشرة ميلي متر وعدد الأسنان + +34 +00:03:23,610 --> 00:03:31,510 +بيساوي عشرين و الـ pressure angle بيساوي عشرين + +35 +00:03:37,150 --> 00:03:44,050 +معناته الـ pitch diameter دي capital و هتساوي M + +36 +00:03:44,050 --> 00:03:55,030 +في T صح؟ 200 ميلي متر و الـ base circle diameter دي + +37 +00:03:55,030 --> 00:03:59,370 +base هيكون + +38 +00:03:59,370 --> 00:04:05,510 +دي cosine الـ pressure angle يعني 200 cosine العشرين + +39 +00:04:05,510 --> 00:04:10,510 +أكم بتلخبط و حد يحسب معايا على السريع الـ addendum + +40 +00:04:10,510 --> 00:04:17,810 +من الـ tables إذا فاكرين الـ addendum بيساوي واحد في الـ + +41 +00:04:17,810 --> 00:04:22,190 +M دي بس أكم؟ 178.93 + +42 +00:04:22,190 --> 00:04:26,470 +80 .. 178 .. .9347 + +43 +00:04:26,470 --> 00:04:26,850 +9 + +44 +00:04:30,100 --> 00:04:33,400 +الـ addendum من الـ tables لـ pressure angle لـ 20 + +45 +00:04:33,400 --> 00:04:39,400 +درجة بيساوي واحد الموديول و الـ dedendum بيساوي + +46 +00:04:39,400 --> 00:04:43,740 +واحد وربع الموديول يعني الـ addendum هنا بيساوي + +47 +00:04:43,740 --> 00:04:52,680 +عشرة ميلي و الـ dedendum هنا بيساوي 12.5 ميلي + +48 +00:04:52,680 --> 00:04:57,540 +معناته + +49 +00:04:57,540 --> 00:05:06,420 +الـ ... دي dedendum circle دي + +50 +00:05:06,420 --> 00:05:22,400 +dedendum circle + +51 +00:05:22,400 --> 00:05:26,300 +اللي + +52 +00:05:26,300 --> 00:05:33,410 +هي قطرها عشان الـ dedendum هتكون + +53 +00:05:33,410 --> 00:05:41,590 +الـ pitch circle diameter minus 2 في الـ dedendum لأن + +54 +00:05:41,590 --> 00:05:48,310 +هي الـ pitch circle هنا دي + +55 +00:05:48,310 --> 00:05:54,110 +هاد + +56 +00:05:54,110 --> 00:05:58,170 +الـ pitch circle + +57 +00:06:03,840 --> 00:06:06,900 +معناته الـ addendum circle هتكون يعني هتكون الـ + +58 +00:06:06,900 --> 00:06:10,720 +pitch ناقص هذه ناقص هذه يعني ناقص 2 في الـ + +59 +00:06:10,720 --> 00:06:20,260 +addendum هتكون يعني هتكون عندي 200 minus + +60 +00:06:20,260 --> 00:06:29,500 +2 في 12.5 يعني 175 ميلي الـ + +61 +00:06:29,500 --> 00:06:32,840 +addendum circle دي + +62 +00:06:34,100 --> 00:06:41,500 +زائد 2 في الـ addendum هذه + +63 +00:06:41,500 --> 00:06:49,920 +عندي الـ addendum هذه + +64 +00:06:49,920 --> 00:06:57,940 +الـ addendum circle كده يعني + +65 +00:06:57,940 --> 00:07:03,580 +هتكون 200 + +66 +00:07:04,890 --> 00:07:14,530 +زائد 2 في 10 220 ميلي معناته + +67 +00:07:14,530 --> 00:07:19,010 +هي العلاقات الأساسية اللي بيلزمني الـ base circle دي random + +68 +00:07:19,010 --> 00:07:25,270 +circle pitch circle و base circle عشان أرسم الـ involute + +69 +00:07:25,270 --> 00:07:27,250 +بتاع الـ gear + +70 +00:07:35,220 --> 00:07:38,440 +طبعًا في الـ solid work بيعطيك الشيء جاهز مش هتقدر + +71 +00:07:38,440 --> 00:07:43,220 +تعملها زيك بس افرض أنت عملت تصميم ترس جديد pressure + +72 +00:07:43,220 --> 00:07:47,140 +angle مختلفة مش موجودة في الـ solid work كيف + +73 +00:07:47,140 --> 00:07:53,100 +هترسمه؟ طيب أنا معناته هأبدأ .. هأبدأ starting point + +74 +00:07:53,100 --> 00:07:59,200 +هأرسم .. هأرسم base circle, the dedendum circle, pitch + +75 +00:07:59,200 --> 00:08:07,290 +circle و a dedendum circle و أبدأ أقسم زوايا وبعدين + +76 +00:08:07,290 --> 00:08:11,990 +أعمل tangent طول أول خط هذا بيساوي طول القوس هذا + +77 +00:08:11,990 --> 00:08:15,890 +خلنا نعمل excel sheet عشان نسرع الحسبة + +78 +00:08:38,310 --> 00:08:43,670 +عندي هأعمل أنا angle هأبدأ + +79 +00:08:43,670 --> 00:08:48,830 +الـ angle بتساوي 90 أنا عندي همسك 90 درجة و كل 10 + +80 +00:08:48,830 --> 00:08:52,350 +درجات هأعمل tangent line يعني عندي هاي 10 الـ + +81 +00:08:52,350 --> 00:08:57,030 +angle بدي أحكي إن الـ angle بالـ degrees + +82 +00:09:07,100 --> 00:09:16,480 +10 20 درجة 10 20 درجة 10 20 + +83 +00:09:16,480 --> 00:09:22,080 +درجة 10 20 + +84 +00:09:22,080 --> 00:09:25,760 +درجة + +85 +00:09:25,760 --> 00:09:29,500 +10 + +86 +00:09:29,500 --> 00:09:30,280 +20 درجة 10 20 درجة 10 20 درجة 10 + +87 +00:09:30,280 --> 00:09:32,780 +20 درجة 10 20 درجة 10 10 20 درجة + +88 +00:09:32,780 --> 00:09:32,860 +10 10 10 10 10 10 10 10 10 + +89 +00:09:43,420 --> 00:09:57,040 +هذه ستكون تساوي باي في الـ degrees على 180 + +90 +00:09:57,040 --> 00:09:58,060 +درجة + +91 +00:10:36,270 --> 00:10:39,470 +الآن عشان نعرف طول الخط tangent line، بيلزم نعرف + +92 +00:10:39,470 --> 00:10:51,890 +طول القوس صح؟ الـ arc length الـ + +93 +00:10:51,890 --> 00:10:55,850 +arc length بيساوي الـ radius في إيه؟ في theta + +94 +00:11:08,820 --> 00:11:20,060 +أنا عندي calendar الموديول أكمل الموديول بيساوي 10 بيساوي 10 + +95 +00:11:20,060 --> 00:11:29,420 +طيب عندي عدد أسنان 20 عندي + +96 +00:11:29,420 --> 00:11:37,260 +الـ pressure angle بيساوي 20 + +97 +00:11:43,750 --> 00:11:48,970 +معناته لازم أحسب الـ pitch diameter دي capital + +98 +00:11:48,970 --> 00:11:56,870 +هتساوي اللي هو 200 + +99 +00:11:56,870 --> 00:12:02,130 +ميلي بعدين + +100 +00:12:02,130 --> 00:12:09,150 +الـ base circle diameter دي base بتساوي + +101 +00:12:09,150 --> 00:12:12,390 +هذا + +102 +00:12:12,390 --> 00:12:12,910 +فيه cosine + +103 +00:12:16,810 --> 00:12:22,410 +pressure angle اللي هي 20 في باي على 180 و + +104 +00:12:22,410 --> 00:12:39,910 +80 اللي + +105 +00:12:39,910 --> 00:12:44,010 +هي millimeter بعدين الـ addendum عندي + +106 +00:12:51,350 --> 00:13:04,070 +الـ addendum اللي هو بيساوي 1 في الـ M و + +107 +00:13:04,070 --> 00:13:10,290 +الـ addendum بيساوي هذا من الجدولة اللي أخذتها الـ + +108 +00:13:10,290 --> 00:13:17,670 +standard في الـ M معناته + +109 +00:13:19,220 --> 00:13:27,840 +الـ addendum circle diameter دي dedendum هتكون تساوي الـ D + +110 +00:13:27,840 --> 00:13:37,300 +capital minus 2 في الـ dedendum 175 ميلي و الـ + +111 +00:13:37,300 --> 00:13:45,420 +addendum circle بتساوي الـ D capital زائد 2 في + +112 +00:13:45,420 --> 00:13:52,830 +الـ addendum 220 ميلي متر كل المعلومات دي + +113 +00:13:52,830 --> 00:14:00,890 +جاهزة الـ arc length هيكون بيساوي الـ arc length أنا + +114 +00:14:00,890 --> 00:14:04,110 +بدي الـ arc length اللي عندي الـ base circle هيكون + +115 +00:14:04,110 --> 00:14:15,270 +الزاوية في هذا على 2 طبعًا ده عشان مايسحبش + +116 +00:14:15,270 --> 00:14:16,670 +معايا أثبته + +117 +00:14:30,770 --> 00:14:37,730 +طيب معناته أنا صار عندي المعلومات جاهزة + +118 +00:14:37,730 --> 00:14:51,610 +أنا فاتح solidwork هأبدأ أعمل sketch هأعمل sketch + +119 +00:14:51,610 --> 00:14:52,470 +على الـ top view + +120 +00:14:58,390 --> 00:15:16,250 +خليني بس هنا أنسخ هذه عشان + +121 +00:15:16,250 --> 00:15:22,310 +أكون دائمًا شايفها طيب هأرسم دائرة + +122 +00:15:26,100 --> 00:15:31,520 +هأبدأ بإيش في الـ dedendum circle الـ dedendum + +123 +00:15:31,520 --> 00:15:37,640 +circle كم هتكون 175 + +124 +00:15:37,640 --> 00:15:44,480 +طيب + +125 +00:15:44,480 --> 00:15:48,560 +بعدين هأرسم الـ base بس خلينا هذا هأعملها إيش dedendum + +126 +00:15:48,560 --> 00:15:52,020 +circle هأخليها زي ما هي هأرسم الـ base circle + +127 +00:16:03,170 --> 00:16:07,190 +هأعملها construction line construction و القطر + +128 +00:16:07,190 --> 00:16:18,950 +بتاعها القطر + +129 +00:16:18,950 --> 00:16:25,450 +بتاعها كم هيكون الـ base circle مش + +130 +00:16:25,450 --> 00:16:30,610 +200 لأ 178.94 + +131 +00:16:35,440 --> 00:16:44,420 +بعدين هأرسم الـ pitch circle القطر + +132 +00:16:44,420 --> 00:16:49,300 +بتاعها 200 + +133 +00:16:49,300 --> 00:16:55,120 +طيب + +134 +00:16:55,120 --> 00:17:02,680 +خلينا نعمل برضه construction line هذه بعدين + +135 +00:17:02,680 --> 00:17:04,420 +هأرسم الـ addendum circle + +136 +00:17:23,590 --> 00:17:27,650 +طيب و أدي حد الـ base circle و الـ pitch circle دي + +137 +00:17:27,650 --> 00:17:32,450 +dedendum dedendum خليني + +138 +00:17:32,450 --> 00:17:34,570 +أرسم construction line لـ center line + +139 +00:17:41,790 --> 00:17:53,970 +لا فيش غلط بس + +140 +00:17:53,970 --> 00:17:59,870 +خليني أنا بأحب أول بول أ نظف أنا ببدأ أصل لحد الـ + +141 +00:17:59,870 --> 00:18:04,990 +base circle الآن + +142 +00:18:04,990 --> 00:18:07,390 +هأرسم الـ center line ببعد 10 درجات + +143 +00:18:20,420 --> 00:18:30,280 +ده هنعمل trim لأن + +144 +00:18:30,280 --> 00:18:36,200 +هأعمله array هذا أو circular pattern حوالي + +145 +00:18:36,200 --> 00:18:45,600 +النقطة هذه و هأعمله تمام مرات و الزاوية + +146 +00:18:51,590 --> 00:18:58,250 +90 والشيء اللي أنا هأخده اللي هو الخط هذا هأعكس + +147 +00:18:58,250 --> 00:19:03,050 +الاتجاه أظن + +148 +00:19:03,050 --> 00:19:06,910 +إن هذه الزاوية 180 + +149 +00:19:06,910 --> 00:19:12,610 +هيك صح 1 2 3 4 1 2 3 + +150 +00:19:12,610 --> 00:19:16,010 +4 5 6 7 8 + +151 +00:19:20,390 --> 00:19:30,950 +90 10 9 يعني + +152 +00:19:30,950 --> 00:19:36,150 +عندي هنا 1 2 3 4 5 6 7 لأ + +153 +00:19:36,150 --> 00:19:42,930 +مش صح هيك هيكون معناته 9 لأنه بيعد الأولى هو + +154 +00:19:42,930 --> 00:19:45,950 +9 + +155 +00:19:58,190 --> 00:20:02,850 +طيب أنا هأعمل tangent line من هنا هأعمل tangent line + +156 +00:20:19,450 --> 00:20:26,390 +خليني أخد الخط هذا مع الدائرة هذه و أعمله الـ + +157 +00:20:26,390 --> 00:20:30,290 +tangent ليش رفضها الـ tangent طيب في طريقة ثانية + +158 +00:20:30,290 --> 00:20:36,450 +هذه الخط هذا control صحيح control مع الدائرة هذه + +159 +00:20:36,450 --> 00:20:41,450 +هي الـ tangent ماشي + +160 +00:20:41,450 --> 00:20:44,310 +بعدين هأعمل طول هذا الخط + +161 +00:20:51,670 --> 00:20:59,330 +16.4 معناته + +162 +00:20:59,330 --> 00:21:05,810 +هذه أول نقطة و هذه ثاني نقطة لأن أحصل خط ثالث هأحكي + +163 +00:21:05,810 --> 00:21:13,850 +إن هذه خط ثالث الخط الثاني اللي هو جاي من هنا بعدين + +164 +00:21:13,850 --> 00:21:19,090 +هأعمله tangent مع + +165 +00:21:20,360 --> 00:21:25,420 +دائرة هذه بعد + +166 +00:21:25,420 --> 00:21:32,600 +smart dimension خطة + +167 +00:21:32,600 --> 00:21:37,200 +ده أكمن طوله 32.8 + +168 +00:21:53,920 --> 00:21:58,700 +في إيش غلط؟ + +169 +00:21:58,700 --> 00:22:03,520 +آه + +170 +00:22:03,520 --> 00:22:11,460 +في + +171 +00:22:11,460 --> 00:22:15,160 +إيش غلط صح؟ + +172 +00:22:15,160 --> 00:22:18,640 +أيوه + +173 +00:22:18,640 --> 00:22:19,040 +طيب + +174 +00:22:22,080 --> 00:22:24,720 +خليني أعمل هالـ issue smart dimension بين هذه + +175 +00:22:24,720 --> 00:22:33,180 +المقاطع المفروض + +176 +00:22:33,180 --> 00:22:43,920 +تكون 10كذا بتطلعنا not fully defined طيب لأن + +177 +00:22:43,920 --> 00:22:46,960 +هاي عندنا صارت هاي أول نقطة هاي أول نقطة الثانية + +178 +00:22:46,960 --> 00:22:49,540 +الثالثة هأرسم الخط الرابع + +179 +00:22:52,980 --> 00:22:57,060 +الخط هذا بعدين + +180 +00:22:57,060 --> 00:23:04,580 +smart dimension أو خليني أعمله tangent هأعمله + +181 +00:23:04,580 --> 00:23:17,960 +إيش الـ tangent بعدين smart dimension هذا الخط 49.2 + +182 +00:23:17,960 --> 00:23:22,820 +و 49.2 طبعًا + +183 +00:23:22,820 --> 00:23:30,040 +تخلطوش غلط طبعًا واضح الخط الثاني ضعف الأول و الخط + +184 +00:23:30,040 --> 00:23:33,940 +الثالث ثلث ضعف الأول و الخط الرابع أربع ضعف الأول + +185 +00:23:33,940 --> 00:23:37,260 +وهكذا بس ما تأخذليش 16.4 و تضربها في + +186 +00:23:37,260 --> 00:23:39,400 +2 و تضربها في 3 و تضربها في 4 لأن أنت + +187 +00:23:39,400 --> 00:23:43,610 +ماخذ كسر و في أرقام ثانية محدودة بدأت تعمل baseline + +188 +00:23:43,610 --> 00:23:47,210 +dimensioning يعني تحسب من الصفر دائمًا أما إذا عملت + +189 +00:23:47,210 --> 00:23:50,050 +م + +201 +00:25:16,340 --> 00:25:22,180 +Addendum circle صح؟ مش هتفيد بعد كده أي نقاط إضافية + +202 +00:25:22,180 --> 00:25:27,860 +الآن هأرسم هأرسم + +203 +00:25:27,860 --> 00:25:37,280 +اللي هو spline أو curve fit بين عند هي أول نقطة هذه + +204 +00:25:37,280 --> 00:25:44,180 +التانية الثالثة الرابعة + +205 +00:25:44,180 --> 00:25:48,400 +الخامسة + +206 +00:25:48,400 --> 00:25:58,680 +بعدين escape طيب + +207 +00:25:58,680 --> 00:26:02,480 +هاي الآن هأعمل trim + +208 +00:26:06,830 --> 00:26:10,350 +أنا وصلت ال addendum circle وصلت ال addendum + +209 +00:26:10,350 --> 00:26:15,070 +circle الآن + +210 +00:26:15,070 --> 00:26:29,850 +السن بتدرس + +211 +00:26:29,850 --> 00:26:30,470 +من سنين أنا + +212 +00:26:45,520 --> 00:26:47,960 +مش واقع تدخل دورة صغيرة لسنة واحدة بقى يا عم أريد + +213 +00:26:47,960 --> 00:26:53,820 +أن أدخل دورة .. أسكول شوية أنا + +214 +00:26:53,820 --> 00:27:05,940 +عندي و + +215 +00:27:05,940 --> 00:27:09,520 +هاي عندي ال pitch circle + +216 +00:27:14,580 --> 00:27:20,000 +هذا ال pitch circle هذا من هنا لهنا ال circular + +217 +00:27:20,000 --> 00:27:25,100 +pitch ال + +218 +00:27:25,100 --> 00:27:28,420 +circle pitch أنا بأخده يعني المحيط على عدد الأسنان صح + +219 +00:27:28,420 --> 00:27:39,060 +ال Pc بيساوي المحيط by D على عدد الأسنان صح طب ما هي + +220 +00:27:39,060 --> 00:27:43,400 +D أساسًا بيساوي M في T صح + +221 +00:27:47,600 --> 00:27:48,800 +من هنا من هنا من هنا من هنا من هنا من هنا من هنا + +222 +00:27:48,800 --> 00:27:48,880 +من هنا من هنا من هنا من هنا من هنا من هنا من هنا + +223 +00:27:48,880 --> 00:27:56,680 +من هنا من هنا من هنا من هنا من + +224 +00:27:56,680 --> 00:28:05,140 +هنا من + +225 +00:28:05,140 --> 00:28:09,480 +هنا + +226 +00:28:17,100 --> 00:28:27,580 +لاحظ شوية من هنا لحد هنا بتمثل ال circle pitch صح؟ + +227 +00:28:27,580 --> 00:28:31,940 +لأ احنا رسمنا الجزء هذا هو هاي ال base circle احنا + +228 +00:28:31,940 --> 00:28:36,260 +رسمنا الجزء هذا صح؟ + +229 +00:28:36,260 --> 00:28:45,100 +رسمنا الجزء هذا معناته لو أنا من هنا لهنا + +230 +00:28:47,460 --> 00:28:55,060 +هيكون كام الزاوية 360 على عدد الأسنان + +231 +00:28:55,060 --> 00:28:59,620 +المعنى + +232 +00:28:59,620 --> 00:29:08,060 +أنه لحد هنا الزاوية ده كام هتكون اللي + +233 +00:29:08,060 --> 00:29:12,180 +هي 180 على + +234 +00:29:12,180 --> 00:29:16,220 +T المعنى أنه النصها ده كام هتكون + +235 +00:29:19,030 --> 00:29:27,050 +90 على T هذه + +236 +00:29:27,050 --> 00:29:36,370 +نص هذه صح يعني هذه كلها هذا نصها فأنا هأسو هأرسم من + +237 +00:29:36,370 --> 00:29:42,250 +مركز الدائرة للنقطة هذه بعدين هأرسم خط ثاني هأعمل + +238 +00:29:42,250 --> 00:29:49,280 +90 على T زاوية عدستان ايه كام درجة عدستان؟معناه + +239 +00:29:49,280 --> 00:29:55,340 +بتسميها دي الزاوية تسميها beta مثلاً ال beta هتكون + +240 +00:29:55,340 --> 00:30:04,140 +ساوي 90 على 20 4.5 درجة بعدين هأعمل + +241 +00:30:04,140 --> 00:30:12,500 +mirror بعدين بأعمل ال fillet radius واضح الخطة اللي + +242 +00:30:12,500 --> 00:30:13,620 +هنسويها؟ + +243 +00:30:15,650 --> 00:30:20,430 +معناته أن عندي الزاوية beta 4.5 درجات بس + +244 +00:30:20,430 --> 00:30:26,410 +خلنا .. اه طيب الآن + +245 +00:30:26,410 --> 00:30:35,010 +معناته أنا هاي ال pitch point هأرسم .. هأرسم line من + +246 +00:30:35,010 --> 00:30:40,790 +مركز الدائرة ل + +247 +00:30:46,560 --> 00:30:50,940 +و أين ال pitch circle؟ + +248 +00:30:50,940 --> 00:30:58,400 +ممكن تجرب، مساكها صح طيب + +249 +00:30:58,400 --> 00:31:02,920 +دكتور قيل لما يكون الخط أزرق يعني under defined، + +250 +00:31:02,920 --> 00:31:05,840 +يكون فيه مشكلة في الرسم العادي؟ مش في ال drawing يكون + +251 +00:31:05,840 --> 00:31:09,060 +فيه مشكلة، لأ هي تركز ليه؟ ماتركزش على صدرك، ركز لي + +252 +00:31:09,060 --> 00:31:12,660 +على ال value خلينا نركز واحد واحد، ال fully + +253 +00:31:12,660 --> 00:31:16,280 +defined يفضل يكون fully defined بس مش ب drawing يكون + +254 +00:31:16,280 --> 00:31:20,440 +fully defined إذا ماكانش fully defined ممكن يعملك + +255 +00:31:20,440 --> 00:31:29,920 +أخطاء بعدين ممكن بس مش بضرورة طيب لنحرص في خط ثاني + +256 +00:31:29,920 --> 00:31:35,660 +خليني + +257 +00:31:35,660 --> 00:31:44,410 +أطلعه هذا هأعمل الزاوية بين هذا الخط و هذا الخط + +258 +00:31:44,410 --> 00:31:49,150 +أربعة + +259 +00:31:49,150 --> 00:31:54,970 +و نص صح؟ + +260 +00:31:54,970 --> 00:32:02,030 +بعدين هأعمل mirror بزيار مع ال mirror بدي أعمل + +261 +00:32:02,030 --> 00:32:04,850 +fillet عشان مرة عمل mirror + +262 +00:32:22,400 --> 00:32:25,600 +عند الفيلت راديوس لعشرين درجة fold depth point + +263 +00:32:25,600 --> 00:32:45,520 +four الموديول يعني الفيلت راديوس هيكون عنده + +264 +00:32:45,520 --> 00:32:52,880 +الفيلت راديوس هيكون سواء 0.4 في ال + +265 +00:32:52,880 --> 00:33:00,440 +module في 10 يعني 4 ملي نرجع + +266 +00:33:00,440 --> 00:33:07,460 +لل solid هأعمل fillet أنا وينها ال fillet هيها اللي + +267 +00:33:07,460 --> 00:33:19,600 +كمتها 4 ملي بين بين هذا و ال ash طيب + +268 +00:33:19,600 --> 00:33:25,900 +هو مش راضي يستوعبه الأ مش في الضروري لأ لأ أنا + +269 +00:33:25,900 --> 00:33:31,940 +هأخليه يبثم هالياً يبترم؟ + +270 +00:33:31,940 --> 00:33:44,400 +طيب + +271 +00:33:50,230 --> 00:33:54,410 +ممكن أكتركم في التعليم الحاضر بتطور الخطة up to 90 + +272 +00:33:54,410 --> 00:34:02,370 +لا لأ ما ينفعش من تحت مش envalued الآن في ال fillet + +273 +00:34:02,370 --> 00:34:16,690 +طيب + +274 +00:34:16,690 --> 00:34:20,140 +خليني بعدين أحلي هذه واحدة واحدة طيب خليني أرجع + +275 +00:34:20,140 --> 00:34:31,440 +ثاني أنا + +276 +00:34:31,440 --> 00:34:34,860 +رسمت الخط هذا و رسمت هذا الخط زاوية 4.5 بدي + +277 +00:34:34,860 --> 00:34:41,600 +أعمله mirror mirror entities أنا بأحب أحطولش ال mirror + +278 +00:34:41,600 --> 00:34:46,660 +هذا ال mirror بعدين بدي أعمل mirror لهذا الخط + +279 +00:34:50,290 --> 00:34:55,550 +أعمله ياش mirror خليني + +280 +00:34:55,550 --> 00:35:04,930 +أعمل trimming أعمل + +281 +00:35:04,930 --> 00:35:13,030 +trimming طيب + +282 +00:35:13,030 --> 00:35:19,030 +شوف في شيء هنا ضال ضال + +283 +00:35:19,030 --> 00:35:24,820 +الموضوع ياشال ال fillet بتاعي ممكن أحلها هذه من ال + +284 +00:35:24,820 --> 00:35:29,140 +spline بدي + +285 +00:35:29,140 --> 00:35:34,580 +أأخذ نقطة من هنا و + +286 +00:35:34,580 --> 00:35:40,020 +tangent + +287 +00:35:40,020 --> 00:35:47,960 +و + +288 +00:35:47,960 --> 00:35:49,960 +بدي أعمله smart dimension + +289 +00:36:12,830 --> 00:36:17,190 +طيب طيب أنا مضيعش موضوع ال fillet لها طريقة ميس + +290 +00:36:17,190 --> 00:36:20,050 +اللي خليني أفترض أن هذه صح ال fillet خليني أعملها + +291 +00:36:20,050 --> 00:36:22,510 +spline كمان مرة على الجهة الثانية أو خليني أعملها + +292 +00:36:25,810 --> 00:36:43,270 +mirror خلينا نعملها mirror entities هاي المحور ممكن + +293 +00:36:43,270 --> 00:36:46,570 +يعني أنت تعملش زي هيك تعمل والله تمسح خلينا نعمل + +294 +00:36:46,570 --> 00:36:53,450 +دائرة دائرة tangent tangent radius نحكي tangent + +295 +00:36:53,450 --> 00:37:01,890 +للخط هذا طيب + +296 +00:37:01,890 --> 00:37:10,490 +و ال radius بتاعها خليني مابس لحظة ال radius اللي + +297 +00:37:10,490 --> 00:37:16,370 +هو 4 أتمنى + +298 +00:37:16,370 --> 00:37:24,920 +مش هيظبط طيب خلينا نشتغل فيها نعملها mirror حالياً + +299 +00:37:24,920 --> 00:37:32,740 +نفترض على صحنا mirror هاي ال axis و + +300 +00:37:32,740 --> 00:37:43,920 +ال entity اللي هي هذه الآن + +301 +00:37:43,920 --> 00:37:45,020 +في عند الزاوية هنا + +302 +00:37:50,180 --> 00:37:56,760 +أنا عملت هذه ال 90 على T معناته 180 على T 180 + +303 +00:37:56,760 --> 00:38:02,240 +على T معناته + +304 +00:38:02,240 --> 00:38:07,500 +هذه هتكون 180 على T صح و + +305 +00:38:07,500 --> 00:38:13,160 +نص هذه 90 + +306 +00:38:13,160 --> 00:38:16,320 +على + +307 +00:38:16,320 --> 00:38:24,510 +T يعني 4 درجات و نص 4.5 درجات أنا بقعدت من + +308 +00:38:24,510 --> 00:38:30,790 +هنا و حنته لحد أو بدي أحكي بدي هذا الجزء و بدي جزء + +309 +00:38:30,790 --> 00:38:36,250 +هذا يعني بدي كمان بدي كمان واحدة لأن عندي هاي + +310 +00:38:36,250 --> 00:38:42,650 +90 زي 90 زي 90 زي 90 كام 360 و + +311 +00:38:42,650 --> 00:38:58,570 +60 صح؟ معناته هيلزمني على كل جهة خط اللي هو هنا من + +312 +00:38:58,570 --> 00:39:03,350 +ال center line هذا هاي + +313 +00:39:03,350 --> 00:39:15,590 +خط و أنا أعمل smart dimension بين هذا و هذا صح هاي + +314 +00:39:15,590 --> 00:39:16,530 +4.5 + +315 +00:39:19,510 --> 00:39:29,750 +بعدين هأعمل خط ثاني بعدين + +316 +00:39:29,750 --> 00:39:39,910 +smart dimension بين هذا الخط وهذا + +317 +00:39:39,910 --> 00:39:45,130 +هتكون 9 صح هذه 9 درجات + +318 +00:39:50,330 --> 00:39:53,870 +أخذت من النص أنا أخذت من النص طيب مع أن أنا هأعمل + +319 +00:39:53,870 --> 00:40:00,710 +trim هأعمل trim هأعمل + +320 +00:40:00,710 --> 00:40:08,890 +trim من هنا فيش غلط على فكرة 4 + +321 +00:40:08,890 --> 00:40:10,810 +و نص خد امسك استاذك + +322 +00:40:19,900 --> 00:40:24,640 +الزوايا عندك 4.5 و 4.5 طيب لأ في صح + +323 +00:40:24,640 --> 00:40:35,840 +زيها ترم طيب + +324 +00:40:35,840 --> 00:40:44,120 +بس خليني أمسح الخط هذا بدي + +325 +00:40:44,120 --> 00:40:44,680 +أعمل mirror + +326 +00:40:48,210 --> 00:40:54,590 +mirror حوالين الخط هذا ل + +327 +00:40:54,590 --> 00:40:58,150 +الخط + +328 +00:40:58,150 --> 00:41:03,270 +هذا بعدين + +329 +00:41:03,270 --> 00:41:09,650 +ال trim هيك صح مظبوط هيك + +330 +00:41:09,650 --> 00:41:14,550 +مظبوط خلينا نمسح المرش اللازمة نمسح هذا + +331 +00:41:17,650 --> 00:41:24,790 +هيك صار complete لأن بأعمله اللي هو circular array + +332 +00:41:24,790 --> 00:41:35,950 +حوالين النقطة هذه circular + +333 +00:41:35,950 --> 00:41:45,070 +array العدد + +334 +00:41:45,070 --> 00:41:47,170 +اللي احنا حكيناه كام؟ 20؟ + +335 +00:41:51,090 --> 00:41:58,350 +السن مفروض يظبط والانبليوت + +336 +00:41:58,350 --> 00:42:08,410 +إذا + +337 +00:42:08,410 --> 00:42:12,850 +ماظبطش يكون فيه شيء هنا ماظبط فيه واضح أنه فيه شيء + +338 +00:42:12,850 --> 00:42:13,550 +زيادة + +339 +00:42:16,850 --> 00:42:20,770 +واضح هنا فيه زيادة بس هي كالسن صحيح 100% + +340 +00:42:20,770 --> 00:42:28,210 +شايفين هذه بتساوي هذه ماشي هيك بيكون عملنا terse + +341 +00:42:28,210 --> 00:42:37,070 +واضح + +342 +00:42:37,070 --> 00:42:42,530 +تختلف + +343 +00:42:42,530 --> 00:42:48,920 +طبعًا تختلف اه طيب طبعًا بعد ذلك بتظبط بتعمله extrude + +344 +00:42:48,920 --> 00:42:52,220 +خلصنا المهم عند أنا كيف عملت المنطقة هذه كيف رسمت + +345 +00:42:52,220 --> 00:42:59,100 +سن واحد بعد ذلك اللي هو إجراءات بالسيرة ماشي هاي + +346 +00:42:59,100 --> 00:43:05,520 +نحكي close file save as + +347 +00:43:30,180 --> 00:43:36,860 +حكيكمًا خلصنا المحاضرة هذه هنكمل + +348 +00:43:36,860 --> 00:43:37,900 +مرة جاية diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/c5qGiP8AgNE_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/c5qGiP8AgNE_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..da02aa26eb578e8f2adca46e328faa57bf72b032 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/c5qGiP8AgNE_raw.srt @@ -0,0 +1,1408 @@ +1 +00:00:05,150 --> 00:00:08,450 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:08,450 --> 00:00:13,730 +وبركاته، هنكمل في مادة نظرية الألات، المحاضرات + +3 +00:00:13,730 --> 00:00:18,290 +السابقة و بعدين نحكي عن ال gears اللي ركزنا بشكل + +4 +00:00:18,290 --> 00:00:22,430 +أساسي على ال involute gearsعرفنا ال geometric + +5 +00:00:22,430 --> 00:00:27,250 +parameters للإنفليوت حسبنا ال .. ال .. ال pitch + +6 +00:00:27,250 --> 00:00:30,230 +diameter، ال base circle diameter، ال addendum + +7 +00:00:30,230 --> 00:00:36,410 +circle، ال addendum circle حسبنا ال .. ال length + +8 +00:00:36,410 --> 00:00:39,550 +of path of contact اللي هو مقاوم جزئين، length of + +9 +00:00:39,550 --> 00:00:42,870 +path of approach و length of path of recessحسينا + +10 +00:00:42,870 --> 00:00:45,190 +ال length of arc of contact و بعدين حسينا ال + +11 +00:00:45,190 --> 00:00:50,250 +contact ratio حلينا مجموع أمثلة بس قبل ما أكمل بدي + +12 +00:00:50,250 --> 00:00:53,950 +أعطيكوا طريقة اللي هي رسم ال involute طريقة رسم ال + +13 +00:00:53,950 --> 00:00:58,730 +involute لإن اليوم طلبوها طلبت المحاضرة تصميم + +14 +00:00:58,730 --> 00:01:02,170 +الألات و اعطيتهم إياها فحكيت الأصل تكونوا يعرفوها + +15 +00:01:02,170 --> 00:01:07,130 +في مادة نظرية الألات لأن طريقة رسم ال involute + +16 +00:01:07,130 --> 00:01:16,970 +بسيطة اللي أنا بيكون عندىالـ base circle هذا + +17 +00:01:16,970 --> 00:01:22,570 +ال base circle + +18 +00:01:22,570 --> 00:01:26,010 +ال base circle هي الدائرة اللي منها بولد ال + +19 +00:01:26,010 --> 00:01:39,030 +infinity يعني + +20 +00:01:39,030 --> 00:01:45,360 +لو كان في حبلملفوف ع الدارة هذه بديت ارخي و اتبع + +21 +00:01:45,360 --> 00:01:52,180 +الحبل برسم ايه ال invalute الحبل + +22 +00:01:52,180 --> 00:01:56,180 +هنا بيكون مشدود ببدأ ارخي انا هعمل زوايا + +23 +00:02:08,970 --> 00:02:14,770 +لما انهان الحبل كان مجدود بدأت ارخقه مجدود يعني + +24 +00:02:14,770 --> 00:02:20,150 +انا صمم ال tangent line و انا برخق و ايش بكون ارسم + +25 +00:02:20,150 --> 00:02:25,370 +معناه طول الحبل هذا tangent طول الحبل من هنا لهان + +26 +00:02:25,370 --> 00:02:30,730 +مستوى طول القص رخيت + +27 +00:02:30,730 --> 00:02:33,610 +اكتر هعمل tangent هنا + +28 +00:02:40,290 --> 00:02:52,210 +القوس هذا بالسواء طول الخط هذا معناته انا رخيت + +29 +00:02:52,210 --> 00:02:55,750 +اكتر طول + +30 +00:02:55,750 --> 00:03:02,170 +القوس من هنا ل هنا بالسواء طول الخط هذا و هكذا + +31 +00:03:02,170 --> 00:03:10,210 +معناته الفكرة انا حارسهم بال circleوارسم تاني يطلع + +32 +00:03:10,210 --> 00:03:15,330 +خدنا ناخد مثال الجير + +33 +00:03:15,330 --> 00:03:23,610 +ال module بتاعه بالساعة عشرة ميلي متر وعدد الصناع + +34 +00:03:23,610 --> 00:03:31,510 +بالساعة عشرين و ال pressure angle بالساعة عشرين + +35 +00:03:37,150 --> 00:03:44,050 +معناته ال pitch diameter دي تباع وش حساوي M + +36 +00:03:44,050 --> 00:03:55,030 +في T صح؟ 200 ميلي متر وال base circle diameter دي + +37 +00:03:55,030 --> 00:03:59,370 +base هيكون + +38 +00:03:59,370 --> 00:04:05,510 +دي cosine ال pressure angle يعني 200 cosineالعشرين + +39 +00:04:05,510 --> 00:04:10,510 +اكم بتلخق و حد يحسي معايا على السريع ال addendum + +40 +00:04:10,510 --> 00:04:17,810 +من ال tables اذا فاكرين ال addendum بس واحد في ال + +41 +00:04:17,810 --> 00:04:22,190 +.. دي بس .. اكم؟ مية و سبعة تمانين بوين تسعة تلاتة + +42 +00:04:22,190 --> 00:04:26,470 +تمانين .. مية و سبعة .. بوين تسعة تلاتة اربعة سبعة + +43 +00:04:26,470 --> 00:04:26,850 +تسعة + +44 +00:04:30,100 --> 00:04:33,400 +ال addendum من ال tables ل pressure angle ل 20 + +45 +00:04:33,400 --> 00:04:39,400 +درجة بالساوية واحد الموديول وال dedendum بالساوية + +46 +00:04:39,400 --> 00:04:43,740 +واحد وربع الموديول يعني ال addendum هنا بالساوية + +47 +00:04:43,740 --> 00:04:52,680 +عشرة ملي وال dedendum هنا بالساوية اتناشر و نص ملي + +48 +00:04:52,680 --> 00:04:57,540 +معناته + +49 +00:04:57,540 --> 00:05:06,420 +ال ..دي دندم سيركل دي + +50 +00:05:06,420 --> 00:05:22,400 +دندم سيركل + +51 +00:05:22,400 --> 00:05:26,300 +اللي + +52 +00:05:26,300 --> 00:05:33,410 +هي قطرة عكوندى دندم هتكون + +53 +00:05:33,410 --> 00:05:41,590 +ال pitch circle diameter minus اتنين دى دندم لان + +54 +00:05:41,590 --> 00:05:48,310 +هى ال pitch circle هان دى + +55 +00:05:48,310 --> 00:05:54,110 +هاد + +56 +00:05:54,110 --> 00:05:58,170 +ال pitch circle + +57 +00:06:03,840 --> 00:06:06,900 +معناته الـ addendum circle هتكون يعني هتكون ال + +58 +00:06:06,900 --> 00:06:10,720 +pitch ناقص هذه ناقص هذه يعني ناقص اتنين ال + +59 +00:06:10,720 --> 00:06:20,260 +addendum هتكون يعني هتكون عندى مئتين minus + +60 +00:06:20,260 --> 00:06:29,500 +اتنين في اتناش و نص يعني مئة و خمس سبعين ملي ال + +61 +00:06:29,500 --> 00:06:32,840 +addendum circle دي + +62 +00:06:34,100 --> 00:06:41,500 +زاد اتنين ال addendum هذه + +63 +00:06:41,500 --> 00:06:49,920 +عندى ال addendum هذه + +64 +00:06:49,920 --> 00:06:57,940 +ال addendum سيرة كده يعنى + +65 +00:06:57,940 --> 00:07:03,580 +هتكون متين + +66 +00:07:04,890 --> 00:07:14,530 +زاد اتنين في عشرة متين و عشرين ملة معناته + +67 +00:07:14,530 --> 00:07:19,010 +هي العلاقات الأساسية بلزمني base circle دي random + +68 +00:07:19,010 --> 00:07:25,270 +circle pitch circle و base circle عشان ارسم ال sin + +69 +00:07:25,270 --> 00:07:27,250 +بتاع ال gear + +70 +00:07:35,220 --> 00:07:38,440 +طبعا في ال solid work بيعطيك الاشي جاهز مش هتقدر + +71 +00:07:38,440 --> 00:07:43,220 +تعمله زيك بس افرض انت عملت تجتمل ترس جديد pressure + +72 +00:07:43,220 --> 00:07:47,140 +angle مختلفة مش موجودة في ال solid work كيف + +73 +00:07:47,140 --> 00:07:53,100 +هترسمه؟ طيب انا معناته هبدأ .. هبدأ starting point + +74 +00:07:53,100 --> 00:07:59,200 +هرسم .. هرسم base circle, the denim circle, pitch + +75 +00:07:59,200 --> 00:08:07,290 +circle و a denim circleوابدأ أقسم زوايا وبعدين + +76 +00:08:07,290 --> 00:08:11,990 +أعمل tangent طول أول خط هذا بستوى طول القوس هذا + +77 +00:08:11,990 --> 00:08:15,890 +خلنا نعمل excel sheet عشان نسرع الحسبة + +78 +00:08:38,310 --> 00:08:43,670 +عندي هعمل انا angle هبدأ + +79 +00:08:43,670 --> 00:08:48,830 +ال angle تسعين انا عندي همسك تسعين درجة و كل عشر + +80 +00:08:48,830 --> 00:08:52,350 +درجات هعمل tangent line يعني عندي هاي عشرة ال + +81 +00:08:52,350 --> 00:08:57,030 +angle بدي احكي ان ال angle بال degrees + +82 +00:09:07,100 --> 00:09:16,480 +عشرة عشرين درجة عشرة عشرين درجة عشرة عشرين + +83 +00:09:16,480 --> 00:09:22,080 +درجة عشرة عشرين + +84 +00:09:22,080 --> 00:09:25,760 +درجة + +85 +00:09:25,760 --> 00:09:29,500 +عشرة + +86 +00:09:29,500 --> 00:09:30,280 +عشرين درجة عشرة عشرين درجة عشرة عشرين درجة عشرة + +87 +00:09:30,280 --> 00:09:32,780 +عشرين درجة عشرة عشرين درجة عشرة عشرة عشرين درجة + +88 +00:09:32,780 --> 00:09:32,860 +عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة + +89 +00:09:32,860 --> 00:09:32,860 +عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة + +90 +00:09:32,860 --> 00:09:32,860 +عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة + +91 +00:09:32,860 --> 00:09:32,860 +عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة عشرة + +92 +00:09:32,860 --> 00:09:32,860 +عشرة عشرة عشرة عش + +93 +00:09:43,420 --> 00:09:57,040 +هذه ستكون تساوية بتساوية باي في ال degrees على مية + +94 +00:09:57,040 --> 00:09:58,060 +تمانين + +95 +00:10:36,270 --> 00:10:39,470 +الان عشان نعرف طول الخط tangent line، بلزم نعرف + +96 +00:10:39,470 --> 00:10:51,890 +طول القوس صح؟ ال arc length ال + +97 +00:10:51,890 --> 00:10:55,850 +arc length مستوى ال radius في إيه؟ في theta + +98 +00:11:08,820 --> 00:11:20,060 +أنا عندي calendar الموديول أكمل موديول عشرة عشرة + +99 +00:11:20,060 --> 00:11:29,420 +طيب عندي عدد أسنان عشرين عندي + +100 +00:11:29,420 --> 00:11:37,260 +ال pressure angle عشرين + +101 +00:11:43,750 --> 00:11:48,970 +معناته لازم احسب ال pitch diameter دي capital + +102 +00:11:48,970 --> 00:11:56,870 +هتساوي اللي هو متين + +103 +00:11:56,870 --> 00:12:02,130 +ملي بعدين + +104 +00:12:02,130 --> 00:12:09,150 +ال base circle diameter دي base بتساوي + +105 +00:12:09,150 --> 00:12:12,390 +هد + +106 +00:12:12,390 --> 00:12:12,910 +فيه cosine + +107 +00:12:16,810 --> 00:12:22,410 +pressure angle اللي هي عشرين في باي على مية و + +108 +00:12:22,410 --> 00:12:39,910 +تمانين اللي + +109 +00:12:39,910 --> 00:12:44,010 +هي millimeter بعدين ال addendum عنده + +110 +00:12:51,350 --> 00:13:04,070 +الـ addendum اللي هو بالساوية واحد في ال M و + +111 +00:13:04,070 --> 00:13:10,290 +ال addendum بالساوية هذا من الجدولة اللي أخدتها ال + +112 +00:13:10,290 --> 00:13:17,670 +standard في ال M معناته + +113 +00:13:19,220 --> 00:13:27,840 +الـ addendum الـ circle D دي دندم هتكون تساوي ال D + +114 +00:13:27,840 --> 00:13:37,300 +capital minus 2 في ال D دندم مية و سبعين ملي وال + +115 +00:13:37,300 --> 00:13:45,420 +addendum circle بتساوي ال D capital زائد اتنين في + +116 +00:13:45,420 --> 00:13:52,830 +ال addendum متين و عشرينملي متر كل معلومات دي + +117 +00:13:52,830 --> 00:14:00,890 +جاهزة الارك length هيكون الساوية الارك length انا + +118 +00:14:00,890 --> 00:14:04,110 +بدي الارك length اللي عندي ال base circle هيكون + +119 +00:14:04,110 --> 00:14:15,270 +الزاوية في هذا على اتنين طبعا ده عشان مايسحبش + +120 +00:14:15,270 --> 00:14:16,670 +معايا اثبته + +121 +00:14:30,770 --> 00:14:37,730 +طيب معناته انا صار اتاندي المعلومات جاهزة + +122 +00:14:37,730 --> 00:14:51,610 +انا فاتح solidwork هبدأ اعمل sketch هعمل sketch + +123 +00:14:51,610 --> 00:14:52,470 +على ال top view + +124 +00:14:58,390 --> 00:15:16,250 +خليني بس هنا أنسخ خادة عشان + +125 +00:15:16,250 --> 00:15:22,310 +اكون دائما شايفه طيب هرسم دائرة + +126 +00:15:26,100 --> 00:15:31,520 +هبدأ في اياش في ال didendum circle ال didendum + +127 +00:15:31,520 --> 00:15:37,640 +circle اكم هتكون 175 + +128 +00:15:37,640 --> 00:15:44,480 +طيب + +129 +00:15:44,480 --> 00:15:48,560 +بعد هرسم ال base بس خلينا هدعملها اياش didendum + +130 +00:15:48,560 --> 00:15:52,020 +circle هخليها زي ما هي هرسم ال base circle + +131 +00:16:03,170 --> 00:16:07,190 +هعملها construction for construction و القطر + +132 +00:16:07,190 --> 00:16:18,950 +بتاعها القطر + +133 +00:16:18,950 --> 00:16:25,450 +بتاعها كم هيكون ال base circle مش + +134 +00:16:25,450 --> 00:16:30,610 +متين لأ مية و سبعة تمانين point تسعة اربع + +135 +00:16:35,440 --> 00:16:44,420 +بعدين هرسم ال pitch circle القطر + +136 +00:16:44,420 --> 00:16:49,300 +بتاعها متين + +137 +00:16:49,300 --> 00:16:55,120 +طب + +138 +00:16:55,120 --> 00:17:02,680 +خلينا نعمل برضه construction هذه بعدين + +139 +00:17:02,680 --> 00:17:04,420 +هرسم ال addendum circle + +140 +00:17:23,590 --> 00:17:27,650 +طيب و ادى حد ال base circle و ال pitch circle دى + +141 +00:17:27,650 --> 00:17:32,450 +دندم ا دندم خليني + +142 +00:17:32,450 --> 00:17:34,570 +ارسم construction ل center line + +143 +00:17:41,790 --> 00:17:53,970 +لا فيش غلط بس + +144 +00:17:53,970 --> 00:17:59,870 +خلينا انا بحب اول بول ا نظف انا بدأ اصل لحد ال + +145 +00:17:59,870 --> 00:18:04,990 +base circle الان + +146 +00:18:04,990 --> 00:18:07,390 +هرسم ال center line ببعد عشر درجات + +147 +00:18:20,420 --> 00:18:30,280 +ده هنعمل trim لان + +148 +00:18:30,280 --> 00:18:36,200 +هعمله array هذا او circular pattern حوالي + +149 +00:18:36,200 --> 00:18:45,600 +النقطة هذه و هعمله تمام مرات و الزاوية + +150 +00:18:51,590 --> 00:18:58,250 +تسعين والاشي اللي انا هاخدهر اللي هو الخط هذا هعكس + +151 +00:18:58,250 --> 00:19:03,050 +الاتجاه اظن + +152 +00:19:03,050 --> 00:19:06,910 +ان هذا الزاوية تمانين + +153 +00:19:06,910 --> 00:19:12,610 +هيك صح واحد اتنين تلاتة اربعة واحد اتنين تلاتة + +154 +00:19:12,610 --> 00:19:16,010 +اربعة خمسة ستة سبعة تمانية + +155 +00:19:20,390 --> 00:19:30,950 +تسعين عشرة تسعة يعني + +156 +00:19:30,950 --> 00:19:36,150 +عندي هنا واحدة تنتين تلاتة اربع خمسة ستة سبعة لأ + +157 +00:19:36,150 --> 00:19:42,930 +مش صح هيك هيكون معناته تسعة لأنه بيعد الأولانة هو + +158 +00:19:42,930 --> 00:19:45,950 +تسعة + +159 +00:19:58,190 --> 00:20:02,850 +طيب انا هعمل tangent line من هنا هعمل tangent line + +160 +00:20:19,450 --> 00:20:26,390 +خلّيني أخد الخط هذا مع الدائرة هذه و أعمله ال + +161 +00:20:26,390 --> 00:20:30,290 +tangent ليش ردعنه ال tangent طيب في طريقة تانية + +162 +00:20:30,290 --> 00:20:36,450 +هذه الخط هذا control صحيح control مع الدائرة هذه + +163 +00:20:36,450 --> 00:20:41,450 +هي ال tangent ماشي + +164 +00:20:41,450 --> 00:20:44,310 +بعدين هعمل طوله هذا الخط + +165 +00:20:51,670 --> 00:20:59,330 +16.4 معناته + +166 +00:20:59,330 --> 00:21:05,810 +هذه اول نقطة وهذه تاني نقطة لان احصل خط تالت هحكي + +167 +00:21:05,810 --> 00:21:13,850 +ان هذه خط تالت الخط التاني اللي هو جا من هنا بعدين + +168 +00:21:13,850 --> 00:21:19,090 +هعمله tangent مع + +169 +00:21:20,360 --> 00:21:25,420 +دائرة هذه بعد + +170 +00:21:25,420 --> 00:21:32,600 +smart dimension خطة + +171 +00:21:32,600 --> 00:21:37,200 +ده أكمن طوله 32.8 + +172 +00:21:53,920 --> 00:21:58,700 +في ايش غلط؟ + +173 +00:21:58,700 --> 00:22:03,520 +اه + +174 +00:22:03,520 --> 00:22:11,460 +في + +175 +00:22:11,460 --> 00:22:15,160 +ايش غلط صح؟ + +176 +00:22:15,160 --> 00:22:18,640 +ايوة + +177 +00:22:18,640 --> 00:22:19,040 +طيب + +178 +00:22:22,080 --> 00:22:24,720 +خلّيني أعمل هال issue smart dimension بين هذه + +179 +00:22:24,720 --> 00:22:33,180 +المقاطع المفروض + +180 +00:22:33,180 --> 00:22:43,920 +تكون عشرة اكذا بتطبعنا not fully defined طيب لأن + +181 +00:22:43,920 --> 00:22:46,960 +هاي عندنا صارت هاي أول نقطة هاي أول نقطة التانية + +182 +00:22:46,960 --> 00:22:49,540 +التالتة هرسم الخط الرابع + +183 +00:22:52,980 --> 00:22:57,060 +الخط هذا بعدين + +184 +00:22:57,060 --> 00:23:04,580 +smart dimension او خلينا اعمله tangent هعمله + +185 +00:23:04,580 --> 00:23:17,960 +ايش ال tangent بعدين smart dimension هذا الخط تسعة + +186 +00:23:17,960 --> 00:23:22,820 +واربعين point two طبعا تسعة واربعين point twoطبعا + +187 +00:23:22,820 --> 00:23:30,040 +تخلطوش غلطة طبعا واضح الخط التاني ضعف الأول و الخط + +188 +00:23:30,040 --> 00:23:33,940 +التالت تلت ضعف الأول و الخط الرابع أربع ضعف الأول + +189 +00:23:33,940 --> 00:23:37,260 +و هكذا بس ما تخدليش ستاش point أربعة و تضروها في + +190 +00:23:37,260 --> 00:23:39,400 +اتنين و تضروها في تلاتة و تضروها في أربعة لأن انت + +191 +00:23:39,400 --> 00:23:43,610 +ماخد كسر و في أرقام تاني محدوثةبدأت تعمل baseline + +192 +00:23:43,610 --> 00:23:47,210 +dimensioning يعني تحسب من الصفر دايما اما اذا عملت + +193 +00:23:47,210 --> 00:23:50,050 +مضاعفات اللي بيسموها chain dimensioning بإيش + +194 +00:23:50,050 --> 00:23:56,090 +بيسويه بيعملك error ممكن تصبح ال error في الأطوال + +195 +00:23:56,090 --> 00:24:05,110 +الضعف الخطأ نسبة الخطأ فانتفع لنقطة هذه طيب احنا + +196 +00:24:05,110 --> 00:24:10,530 +عملناها هذه اخدها بعدها هترسم center line + +197 +00:24:13,930 --> 00:24:23,450 +هذه صح هعملها + +198 +00:24:23,450 --> 00:24:29,830 +tangent بعدين + +199 +00:24:29,830 --> 00:24:41,190 +smart dimension 65 + +200 +00:24:41,190 --> 00:24:42,050 +.6 + +201 +00:24:45,350 --> 00:24:58,890 +65.6 دربولي 16.4 في 4 تطلع صح ماشي بقعد شو راح + +202 +00:24:58,890 --> 00:25:03,730 +تتظهر مش كان دلوقت الان 65.6 + +203 +00:25:08,520 --> 00:25:12,740 +صار عندى هى نقطة هى التانية هى التالتة هى الرابعة + +204 +00:25:12,740 --> 00:25:16,340 +هى الخمس مش ده اكمل لان انا بقطع ال .. بقطع ال + +205 +00:25:16,340 --> 00:25:22,180 +addendum circle صح؟ مش هتفيد بعدك اي نقاط اضافية + +206 +00:25:22,180 --> 00:25:27,860 +الآن هرسم هرسم + +207 +00:25:27,860 --> 00:25:37,280 +اللى هو spline او care fit بين عند هى اول نقطةهذه + +208 +00:25:37,280 --> 00:25:44,180 +التانية تالتة الرابعة + +209 +00:25:44,180 --> 00:25:48,400 +الخامسة + +210 +00:25:48,400 --> 00:25:58,680 +بعدين escape طيب + +211 +00:25:58,680 --> 00:26:02,480 +هاي الآن هعمل trim + +212 +00:26:06,830 --> 00:26:10,350 +انا وصلت ال addendum circle وصلت ال addendum + +213 +00:26:10,350 --> 00:26:15,070 +circle الان + +214 +00:26:15,070 --> 00:26:29,850 +السن بتدرس + +215 +00:26:29,850 --> 00:26:30,470 +من سنين انا + +216 +00:26:45,520 --> 00:26:47,960 +مش واقع تدخل دورة صغيرة لسنة واحدة بقى يا عم اريد + +217 +00:26:47,960 --> 00:26:53,820 +ان ادخل دورة .. اسكول شوية انا + +218 +00:26:53,820 --> 00:27:05,940 +عندى و + +219 +00:27:05,940 --> 00:27:09,520 +هاي عندى ال pitch circle + +220 +00:27:14,580 --> 00:27:20,000 +هذا ال pitch circle هذا من هنا لهنا ال circular + +221 +00:27:20,000 --> 00:27:25,100 +pitch ال + +222 +00:27:25,100 --> 00:27:28,420 +circle pitch انا باخده يعني المحيط على عدد اصنع صح + +223 +00:27:28,420 --> 00:27:39,060 +ال Pc بيساوي المحيط by D على عدد اصنع صح طب ما هى + +224 +00:27:39,060 --> 00:27:43,400 +D أساسا بيساوي M في T صح + +225 +00:27:47,600 --> 00:27:48,800 +من هنا من هنا من هنا من هنا من هنا من هنا من هنا + +226 +00:27:48,800 --> 00:27:48,880 +من هنا من هنا من هنا من هنا من هنا من هنا من هنا + +227 +00:27:48,880 --> 00:27:56,680 +من هنا من هنا من هنا من هنا من + +228 +00:27:56,680 --> 00:28:05,140 +هنا من + +229 +00:28:05,140 --> 00:28:09,480 +هنا + +230 +00:28:17,100 --> 00:28:27,580 +لاحظ شوية من هنا لحد هنا بتمثل ال circle pitch صح؟ + +231 +00:28:27,580 --> 00:28:31,940 +لأ احنا رسمنا الجزء هذا هو هاي ال base circle احنا + +232 +00:28:31,940 --> 00:28:36,260 +رسمنا الجزء هذا صح؟ + +233 +00:28:36,260 --> 00:28:45,100 +رسمنا الجزء هذا معناته لو انا من هنا لهنا + +234 +00:28:47,460 --> 00:28:55,060 +هيكون أكم الزاوية تلاتمية و ستين على عدد الإصدار + +235 +00:28:55,060 --> 00:28:59,620 +المعنى + +236 +00:28:59,620 --> 00:29:08,060 +أنه لحد هنا الزاوية ده أكم هتكون اللي + +237 +00:29:08,060 --> 00:29:12,180 +هي مية و تمانين على + +238 +00:29:12,180 --> 00:29:16,220 +T المعنى أنه النصها ده أكم هتكون + +239 +00:29:19,030 --> 00:29:27,050 +تسعين على T هذه + +240 +00:29:27,050 --> 00:29:36,370 +نص هذه صح يعني هذه كلها هذا نصها فانا هسوي حرسم من + +241 +00:29:36,370 --> 00:29:42,250 +مركز الدائرة للنقطة هذه بعدين حرسم خط تاني هعمل + +242 +00:29:42,250 --> 00:29:49,280 +تسعين على T زاوية عدستان ايه كم درجة عدستان؟معناه + +243 +00:29:49,280 --> 00:29:55,340 +بتسميها دي الزاوية تسميها beta مثلا ال beta هتكون + +244 +00:29:55,340 --> 00:30:04,140 +سوى تسعين على عشرين أربعة و نص ديجري بعدين هعمل + +245 +00:30:04,140 --> 00:30:12,500 +mirror بعدين بعمل ال fillet radius واضح الخطة اللي + +246 +00:30:12,500 --> 00:30:13,620 +هنسويها؟ + +247 +00:30:15,650 --> 00:30:20,430 +معناته ان عندي الزاوية beta اربعة و نص درجات بس + +248 +00:30:20,430 --> 00:30:26,410 +خلنا .. اه طيب الان + +249 +00:30:26,410 --> 00:30:35,010 +معناته انا هاي ال pitch point هرسم .. هرسم line من + +250 +00:30:35,010 --> 00:30:40,790 +مركز الدائرة ل + +251 +00:30:46,560 --> 00:30:50,940 +و اين ال pitch circle؟ + +252 +00:30:50,940 --> 00:30:58,400 +ممكن تجرب، مساكها صح طيب + +253 +00:30:58,400 --> 00:31:02,920 +دكتور قيل لما يكون الخط أزرق يعني under defined، + +254 +00:31:02,920 --> 00:31:05,840 +يكون فيه مشكلة في الرسم العادي؟ مش في الدار يكون + +255 +00:31:05,840 --> 00:31:09,060 +فيه مشكلة، لأ هي تركز ليه؟ ماتركزش على صدرك، ركزلي + +256 +00:31:09,060 --> 00:31:12,660 +على ال value خلينا نركز واحد واحد، ال fully + +257 +00:31:12,660 --> 00:31:16,280 +definedيفضل يكون fully defined بس مش بداره يكون + +258 +00:31:16,280 --> 00:31:20,440 +fully defined إذا ماكانش fully defined ممكن يعملك + +259 +00:31:20,440 --> 00:31:29,920 +أخطاء بعدين ممكن بس مش بضرورة طيب لنحرص في خط تاني + +260 +00:31:29,920 --> 00:31:35,660 +خليني + +261 +00:31:35,660 --> 00:31:44,410 +أطوله هذا هعمل الزاوية بين هذا الخطو هذا الخط + +262 +00:31:44,410 --> 00:31:49,150 +أربعة + +263 +00:31:49,150 --> 00:31:54,970 +و نص صح؟ + +264 +00:31:54,970 --> 00:32:02,030 +بعدين هعمل mirror بزيار مع ال mirror بدي اعمل + +265 +00:32:02,030 --> 00:32:04,850 +fillet عشان مرة عمل mirror + +266 +00:32:22,400 --> 00:32:25,600 +عند الفيلت راديوس لعشرين درجة fold depth point + +267 +00:32:25,600 --> 00:32:45,520 +four الموديول يعني الفيلت راديوس هيكون عنده + +268 +00:32:45,520 --> 00:32:52,880 +الفيلت راديوس هيكون سواء zero point fourفي ال + +269 +00:32:52,880 --> 00:33:00,440 +module في عشرة يعني أربعة ملي نرجع + +270 +00:33:00,440 --> 00:33:07,460 +لل solid هعمل fillet انا وينها ال fillet هيها اللي + +271 +00:33:07,460 --> 00:33:19,600 +كمتها أربعة ملي بين بين هذا و ال ash طيب + +272 +00:33:19,600 --> 00:33:25,900 +هو مش راضي استوعبهالأ مش في الضروري لأ لأ انا + +273 +00:33:25,900 --> 00:33:31,940 +هخليه يبثم هاليا تبترم؟ + +274 +00:33:31,940 --> 00:33:44,400 +طيب + +275 +00:33:50,230 --> 00:33:54,410 +ممكن اكتركم في التعليم الحاضر بتطور الخطة up to 90 + +276 +00:33:54,410 --> 00:34:02,370 +لا لأ مانفعش من تحت مش envalued الان في ال fillet + +277 +00:34:02,370 --> 00:34:16,690 +طيب + +278 +00:34:16,690 --> 00:34:20,140 +خلّيني بعدين أحلى هذه واحدة واحدة طيبخلّيني ارجع + +279 +00:34:20,140 --> 00:34:31,440 +تاني انا + +280 +00:34:31,440 --> 00:34:34,860 +رسمت الخط هذا و رسمت هذا الخط زاوية أربعة و نص بدي + +281 +00:34:34,860 --> 00:34:41,600 +اعمله mirror mirror entities انا بحب احطولش المراي + +282 +00:34:41,600 --> 00:34:46,660 +هذا المراي بعدين بدي اعمل mirror لهذا الخط + +283 +00:34:50,290 --> 00:34:55,550 +عمله ياش mirror خليني + +284 +00:34:55,550 --> 00:35:04,930 +اعمل trimming اعمل + +285 +00:35:04,930 --> 00:35:13,030 +trimming طيب + +286 +00:35:13,030 --> 00:35:19,030 +شوف في اشي هنا ضال اضال + +287 +00:35:19,030 --> 00:35:24,820 +الموضوع ياشالـ fillet بتاعي ممكن أحلها هذه من ال + +288 +00:35:24,820 --> 00:35:29,140 +spline بدي + +289 +00:35:29,140 --> 00:35:34,580 +أاخد نقطة من هنا و + +290 +00:35:34,580 --> 00:35:40,020 +tangent + +291 +00:35:40,020 --> 00:35:47,960 +و + +292 +00:35:47,960 --> 00:35:49,960 +بدي أعمله smart dimension + +293 +00:36:12,830 --> 00:36:17,190 +طيب طيب انا مضيعش موضوع ال fillet لها طريقة ميس + +294 +00:36:17,190 --> 00:36:20,050 +اللي خليني افترض ان هذه صح ال fillet خليني اعملها + +295 +00:36:20,050 --> 00:36:22,510 +spline كمان مرة على الجهة التانية او خليني اعملها + +296 +00:36:25,810 --> 00:36:43,270 +mirror خلنا نعملها mirror entities هاي المحور ممكن + +297 +00:36:43,270 --> 00:36:46,570 +يعني انت تعملش زي هيك تعمل والله تمسح خلنا نعمل + +298 +00:36:46,570 --> 00:36:53,450 +دائرة دائرة tangent tangent radiusنحكي tangent + +299 +00:36:53,450 --> 00:37:01,890 +للخط هذا طيب + +300 +00:37:01,890 --> 00:37:10,490 +و ال radius بتاعها خليني مابس لحظة ال radius اللي + +301 +00:37:10,490 --> 00:37:16,370 +هو أربعة أتمنى + +302 +00:37:16,370 --> 00:37:24,920 +مش هيظبط طيبخلينا نشتغل فيها نعملها mirror حاليا + +303 +00:37:24,920 --> 00:37:32,740 +تفرض على صحنا mirror هاي ال axis و + +304 +00:37:32,740 --> 00:37:43,920 +ال entity اللي هي هذه الان + +305 +00:37:43,920 --> 00:37:45,020 +في عند الزاوية هنا + +306 +00:37:50,180 --> 00:37:56,760 +أنا عملت هذه التسعين على T معناته 108 على T 180 + +307 +00:37:56,760 --> 00:38:02,240 +على T معناته + +308 +00:38:02,240 --> 00:38:07,500 +هذه هتكون 180 على T صح و + +309 +00:38:07,500 --> 00:38:13,160 +نص هذه تسعين + +310 +00:38:13,160 --> 00:38:16,320 +على + +311 +00:38:16,320 --> 00:38:24,510 +T يعني أربع درجاتو نص اربع درجات و نص انا بقعدت من + +312 +00:38:24,510 --> 00:38:30,790 +هنا و حنته لحد او بدي احكي بدي هذا الجزء و بدي جزء + +313 +00:38:30,790 --> 00:38:36,250 +هذا يعني بدي كمان بدي كمان واحدة لان عندي هاي + +314 +00:38:36,250 --> 00:38:42,650 +تسعين زي تسعين زي تسعين زي تسعين اكام تلاتمية و + +315 +00:38:42,650 --> 00:38:58,570 +ستين صح؟معناته هيلزمني على كل جهة خطاللي هو هنا من + +316 +00:38:58,570 --> 00:39:03,350 +ال center line هذا هاي + +317 +00:39:03,350 --> 00:39:15,590 +خط و انا اعمل smart dimension بين هذا و هذا صح هاي + +318 +00:39:15,590 --> 00:39:16,530 +أربعة و نص + +319 +00:39:19,510 --> 00:39:29,750 +بعدين هعمل خط تاني بعدين + +320 +00:39:29,750 --> 00:39:39,910 +smart dimension بين هذا الخط وهذا + +321 +00:39:39,910 --> 00:39:45,130 +هتكون تسعة صح هذه تسعة درجات + +322 +00:39:50,330 --> 00:39:53,870 +أخدت من النص أنا خدت من النص طيب مع أن أنا هعمل + +323 +00:39:53,870 --> 00:40:00,710 +trim هعمل trim هعمل + +324 +00:40:00,710 --> 00:40:08,890 +trim من هنا فيش غلط على فكرة أربعة + +325 +00:40:08,890 --> 00:40:10,810 +و نص خد امسك استاذك + +326 +00:40:19,900 --> 00:40:24,640 +الزوايا عندك اربع و نص و اربع و نص طيب لأ فى صح + +327 +00:40:24,640 --> 00:40:35,840 +زيك ترم طيب + +328 +00:40:35,840 --> 00:40:44,120 +بس خليني امسح الخط هذا بدي + +329 +00:40:44,120 --> 00:40:44,680 +اعمل mirror + +330 +00:40:48,210 --> 00:40:54,590 +mirror حوالين الخط هذا ل + +331 +00:40:54,590 --> 00:40:58,150 +الخط + +332 +00:40:58,150 --> 00:41:03,270 +هذا بعدين + +333 +00:41:03,270 --> 00:41:09,650 +ال trim هيك صح مظبوط هيك + +334 +00:41:09,650 --> 00:41:14,550 +مظبوط خلنا نمسح المرش اللازمة نمسح هذا + +335 +00:41:17,650 --> 00:41:24,790 +هيك صار complete لان بعمله اللي هو circular array + +336 +00:41:24,790 --> 00:41:35,950 +حوالين النقطة هذه circular + +337 +00:41:35,950 --> 00:41:45,070 +array العدد + +338 +00:41:45,070 --> 00:41:47,170 +اللي احنا حكيناه كام؟ عشرين؟ + +339 +00:41:51,090 --> 00:41:58,350 +السن مفروض يظبط والانبليوت + +340 +00:41:58,350 --> 00:42:08,410 +اذا + +341 +00:42:08,410 --> 00:42:12,850 +ماظبطش يكون فيه إش هنا ماظبط فيه واضح أنه فيه إش + +342 +00:42:12,850 --> 00:42:13,550 +زيادة + +343 +00:42:16,850 --> 00:42:20,770 +واضح هنا فيه زيادة بس هي كالسن صحيح مية في المية + +344 +00:42:20,770 --> 00:42:28,210 +شايفين هذه بتساوي هذه ماشي هيك بيكون عملنا terse + +345 +00:42:28,210 --> 00:42:37,070 +واضح + +346 +00:42:37,070 --> 00:42:42,530 +تختلف + +347 +00:42:42,530 --> 00:42:48,920 +طبعا تختلف اه طيبطبعا بعد ذلك بتظبط بتعمله extrude + +348 +00:42:48,920 --> 00:42:52,220 +خلصنا المهم عند انا كيف عملت المنطقة هذه كيف رسمت + +349 +00:42:52,220 --> 00:42:59,100 +سن واحد بعد ذلك اللي هو إجراءات بالسيرة ماشي هاي + +350 +00:42:59,100 --> 00:43:05,520 +نحكي close file save as + +351 +00:43:30,180 --> 00:43:36,860 +حكيكما خلصنا المحاضرة هذه هنكمل + +352 +00:43:36,860 --> 00:43:37,900 +مرة جاية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/dfpCMzWBnD0_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/dfpCMzWBnD0_raw.json new 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واضح اللي سوينها دايما في ال geometric relationship في الشداء تحفظ كتير علاقات", "tokens": [3555, 3794, 31439, 10498, 367, 8978, 3343, 9725, 13672, 1829, 11331, 35457, 47395, 1975, 8315, 30767, 16373, 3215, 3343, 732, 9725, 15844, 1975, 2655, 1863, 9957, 426, 4032, 46958, 5016, 13672, 1829, 8608, 2407, 9957, 11296, 11778, 47302, 15042, 8978, 2423, 33246, 2480, 8978, 25124, 3215, 16606, 6055, 5016, 5172, 19913, 9122, 2655, 13546, 11203, 995, 4587, 9307], "avg_logprob": -0.36996821326724555, "compression_ratio": 1.3696969696969696, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 757.85, "end": 758.21, "word": "بس", "probability": 0.334808349609375}, {"start": 758.21, "end": 758.35, "word": " هو", "probability": 0.448974609375}, {"start": 758.35, "end": 758.67, "word": " omega", "probability": 0.52001953125}, {"start": 758.67, "end": 759.13, "word": " r", "probability": 0.34033203125}, {"start": 759.13, "end": 761.77, "word": " في", "probability": 0.47412109375}, {"start": 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"end": 816.91, "word": " احفظهم", "probability": 0.91015625}, {"start": 816.91, "end": 817.67, "word": " تشتقوا", "probability": 0.8150390625}, {"start": 817.67, "end": 818.07, "word": " للقات", "probability": 0.6708984375}, {"start": 818.07, "end": 818.49, "word": " التانية", "probability": 0.98583984375}, {"start": 818.49, "end": 819.49, "word": " طيب", "probability": 0.9425455729166666}, {"start": 819.49, "end": 820.53, "word": " the", "probability": 0.60400390625}, {"start": 820.53, "end": 820.95, "word": " crank", "probability": 0.92236328125}, {"start": 820.95, "end": 821.19, "word": " and", "probability": 0.96923828125}, {"start": 821.19, "end": 821.75, "word": " conrod", "probability": 0.7158203125}, {"start": 821.75, "end": 823.11, "word": " انا", "probability": 0.78173828125}, {"start": 823.11, "end": 823.35, "word": " استخدم", "probability": 0.9020182291666666}, {"start": 823.35, "end": 823.71, "word": " مصطلح", "probability": 0.86025390625}, {"start": 823.71, "end": 824.13, 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212677, "start": 2099.91, "end": 2126.77, "text": "يعني جسم تحت أثير قوتين يعني بيكون ال force بتأثر في اتجاه ال link يعني هتكون اندي هين ال piston effort هنتقل ل force في ال connecting rod هنتقل ع شكل ال force يسميها FQ طبعا هاي FQ", "tokens": [40228, 22653, 10874, 38251, 6055, 33753, 5551, 12984, 13546, 12174, 35473, 9957, 37495, 22653, 4724, 1829, 30544, 2423, 3464, 39894, 10721, 49115, 8978, 1975, 2655, 7435, 40294, 2423, 2113, 37495, 22653, 8032, 2655, 30544, 16472, 16254, 8032, 9957, 2423, 30002, 4630, 8032, 29399, 4587, 1211, 5296, 3464, 8978, 2423, 11015, 8685, 8032, 29399, 4587, 1211, 6225, 13412, 28820, 2423, 3464, 7251, 38251, 1829, 11296, 479, 48, 23032, 3555, 3615, 995, 8032, 47302, 479, 48], "avg_logprob": -0.2214583400885264, "compression_ratio": 1.5738636363636365, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2099.91, "end": 2100.39, "word": "يعني", "probability": 0.84912109375}, {"start": 2100.39, "end": 2101.11, "word": " جسم", "probability": 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{"id": 81, "seek": 230712, "start": 2277.92, "end": 2307.12, "text": "معناته ال F T هذا الزاوية ال F B بيساوي F Q ال F B بيساوي F Q Cos Theta زائد Phi و ال F T بيساوي F Q Sin Theta زائد Phi", "tokens": [2304, 3615, 8315, 47395, 2423, 479, 314, 23758, 6024, 110, 995, 2407, 10632, 2423, 479, 363, 4724, 1829, 3794, 995, 45865, 479, 1249, 2423, 479, 363, 4724, 1829, 3794, 995, 45865, 479, 1249, 15855, 334, 7664, 30767, 16373, 3215, 41435, 4032, 2423, 479, 314, 4724, 1829, 3794, 995, 45865, 479, 1249, 11187, 334, 7664, 30767, 16373, 3215, 41435], "avg_logprob": -0.3109110088671668, "compression_ratio": 1.7346938775510203, "no_speech_prob": 0.0, "words": [{"start": 2277.92, "end": 2278.52, "word": "معناته", "probability": 0.7237548828125}, {"start": 2278.52, "end": 2279.14, "word": " ال", "probability": 0.481201171875}, {"start": 2279.14, "end": 2279.42, "word": " F", "probability": 0.60400390625}, {"start": 2279.42, "end": 2279.9, "word": " T", "probability": 0.475341796875}, {"start": 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بعدين حسبنا ال FT بعدين ال FB ال force باتجاه الكرانك", "tokens": [2407, 6027, 39184, 479, 48, 11331, 1211, 8315, 11296, 32767, 23557, 4117, 3555, 2655, 9957, 36764, 24401, 3660, 4724, 9307, 7435, 40294, 33251, 2288, 7649, 4117, 36764, 24401, 3660, 6225, 2304, 2407, 16254, 3660, 15844, 33251, 2288, 7649, 4117, 46675, 2423, 39184, 46675, 39896, 13672, 1829, 39894, 25957, 1211, 18863, 11622, 2304, 32748, 13063, 7649, 1829, 11331, 12610, 33251, 2288, 7649, 4117, 11331, 35457, 8315, 2423, 16437, 11331, 35457, 8315, 2423, 479, 48, 39182, 9957, 11331, 35457, 8315, 2423, 46675, 39182, 9957, 2423, 479, 33, 2423, 3464, 4724, 9307, 7435, 40294, 33251, 2288, 7649, 4117], "avg_logprob": -0.22688801943634948, "compression_ratio": 2.0233918128654973, "no_speech_prob": 6.556510925292969e-07, "words": [{"start": 76.7, "end": 77.1, "word": "والـ", "probability": 0.4297688802083333}, {"start": 77.1, "end": 77.56, "word": " FQ", "probability": 0.702392578125}, {"start": 77.56, "end": 78.24, "word": " 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torque بيستوى F P ال piston effort في R sine theta زى sine two theta على اتنين M حلّين example خمساش ستة هنحل كمان example بعدين نكمل The crank of a horizontal engine is three hundred millimeters", "tokens": [3555, 22488, 9957, 2423, 16437, 13672, 7578, 31439, 3714, 10859, 3615, 9566, 11703, 3555, 24976, 14407, 4587, 3615, 479, 2423, 16437, 4724, 1829, 14851, 2407, 7578, 479, 430, 2423, 30002, 4630, 8978, 497, 18609, 9725, 30767, 7578, 18609, 732, 9725, 15844, 1975, 2655, 1863, 9957, 376, 11331, 1211, 11703, 9957, 1365, 16490, 2304, 3794, 33599, 8608, 2655, 3660, 8032, 1863, 5016, 1211, 9122, 2304, 7649, 1365, 39182, 9957, 8717, 24793, 1211, 440, 21263, 295, 257, 12750, 2848, 307, 1045, 3262, 24388], "avg_logprob": -0.41463413471128885, "compression_ratio": 1.4125560538116593, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 106.21, "end": 106.73, "word": "بعدين", "probability": 0.767333984375}, {"start": 106.73, "end": 106.89, "word": " ال", "probability": 0.65869140625}, 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+00:00:05,280 --> 00:00:08,380 +السلام عليكم ورحمة الله وبركاته اليوم هنكمل في + +2 +00:00:08,380 --> 00:00:12,720 +مادة نظرية الألات هنكمل في chapter 16 term of + +3 +00:00:12,720 --> 00:00:19,500 +diagram and flywheels هنكمل + +4 +00:00:19,500 --> 00:00:25,780 +هنشوف كيف ايش ال design equations المطلوبة عشان + +5 +00:00:25,780 --> 00:00:29,800 +اعمل flywheel طبعا المبينة دي هنا flywheel او ال + +6 +00:00:29,800 --> 00:00:34,820 +rim بتاعة ال flywheelهذه الكتلة الخارجية طبعا في + +7 +00:00:34,820 --> 00:00:37,480 +المصدر بيكون في عندي الأعصاب اللي مسكاها وفي عندي + +8 +00:00:37,480 --> 00:00:43,600 +مكان للشافت اللي هو ال hub نتيجة ال flywheel بتكون + +9 +00:00:43,600 --> 00:00:50,640 +الدور بي .. إلها سرعة بيكون لقوة طرد مركزي بيكون + +10 +00:00:50,640 --> 00:00:56,240 +في قوة طرد مركزي لو أخدت element على بعد زاوية + +11 +00:00:56,240 --> 00:00:56,560 +theta + +12 +00:01:02,060 --> 00:01:08,460 +واخدت الـ infinitesimal element dθ هاي + +13 +00:01:08,460 --> 00:01:13,800 +ال element طبعا + +14 +00:01:13,800 --> 00:01:20,940 +اللي بقعد تالت هو فى + +15 +00:01:20,940 --> 00:01:25,300 +force dF + +16 +00:01:29,640 --> 00:01:34,180 +طبعا اعرف ال Geometric Parameters عند ال R هو ال + +17 +00:01:34,180 --> 00:01:41,940 +mean radius لل flywheel R كابيتال عند ال A ال + +18 +00:01:41,940 --> 00:01:48,540 +cross section عادة بيسموه T والبعد + +19 +00:01:48,540 --> 00:01:55,640 +هذا التالت B ال + +20 +00:01:55,640 --> 00:02:03,430 +روه الكثافة لمادة ال flywheelالان سرعة ال flywheel + +21 +00:02:03,430 --> 00:02:07,410 +بال RPM ال Omega في سرعة ال flywheel بال radians + +22 +00:02:07,410 --> 00:02:11,990 +per second ال V السرعة المنحوطية عند ال radius R + +23 +00:02:11,990 --> 00:02:15,810 +اللي هي بيساوي Omega في R و ال Sigma اللي هو ب + +24 +00:02:15,810 --> 00:02:18,550 +stress due to centrifugal force لان في عندي حاسيب + +25 +00:02:18,550 --> 00:02:23,230 +centrifugal force هيحاول ايش؟ هيحاول .. بدو يكبر + +26 +00:02:23,230 --> 00:02:29,090 +القطر فبيكون في عندي tangential stress بسميه hoop + +27 +00:02:29,090 --> 00:02:29,550 +stress + +28 +00:02:32,460 --> 00:02:39,200 +لأ لما ناخد infinitesimal element ال + +29 +00:02:39,200 --> 00:02:46,660 +Df لها مركبتين Df + +30 +00:02:46,660 --> 00:02:53,740 +cos θ Df + +31 +00:02:53,740 --> 00:02:56,780 +sin + +32 +00:02:56,780 --> 00:02:58,920 +θ مجموعة ال elements + +33 +00:03:02,160 --> 00:03:05,640 +بيطون المركبة الرأسية اللى بتحاول تعمل فصل تعمل + +34 +00:03:05,640 --> 00:03:09,560 +حاول stress عند المقطع هذا والمقطع هذا يعني عند + +35 +00:03:09,560 --> 00:03:29,300 +المقطع هذا هيكون عنده في sigma و في F sigma ال + +36 +00:03:29,300 --> 00:03:38,620 +.. ال .. ال massالـ DM لل element ال + +37 +00:03:38,620 --> 00:03:46,600 +raw في ال D volume بالساوية ال raw ال D volume + +38 +00:03:46,600 --> 00:03:52,100 +بالساوية + +39 +00:03:52,100 --> 00:03:59,520 +اللي هو ال R D theta ال R D theta اللي هو هذا + +40 +00:04:12,140 --> 00:04:14,640 +يعني نختصر الموضوع ايه سواء density في اليوم ال + +41 +00:04:14,640 --> 00:04:19,380 +raw اللي هي ال density في ال volume و ال volume + +42 +00:04:19,380 --> 00:04:29,700 +هيكون مقطع مساحة مقطع رو في ا اللي هي ا ر دي ثيتا + +43 +00:04:29,700 --> 00:04:35,480 +في ا ا في ا ر دي ثيتا + +44 +00:04:43,450 --> 00:04:50,110 +مساحة المقطع أو الحجم بتاع هذا عبارة عن منشور صح + +45 +00:04:50,110 --> 00:04:58,290 +بس هو مساحة المقطع في الارتفاع يعني بصير عندي يعني + +46 +00:04:58,290 --> 00:05:04,530 +مساحة في ارتفاع الطينة volume بالصفة رو اي ار دي + +47 +00:05:04,530 --> 00:05:07,470 +ثتا هذا بالنسبة للمس + +48 +00:05:17,880 --> 00:05:21,180 +الcentrifugal force ناسج ان الكتلة هذه بتدور + +49 +00:05:21,180 --> 00:05:26,480 +فهيكون دي الcentrifugal force هتكون DF اللي هي ال + +50 +00:05:26,480 --> 00:05:32,680 +mass في ال a normal صح ال mass في ال a normal و ال + +51 +00:05:32,680 --> 00:05:37,540 +a normal عبارة عن ايش omega square في R يعني ال DF + +52 +00:05:37,540 --> 00:05:41,300 +بالساوية + +53 +00:05:41,300 --> 00:05:50,760 +a normal في DMالـ A نور اللى هى Omega Square R فى + +54 +00:05:50,760 --> 00:05:57,000 +DM ده أنا بعوض عن DM اللى هى Rho A R D Theta بيصير + +55 +00:05:57,000 --> 00:06:00,060 +ان ال DM بيستوى Rho A R Square Omega Square D + +56 +00:06:00,060 --> 00:06:06,580 +Theta ال force اللى حللناه هو مركبتين مركبة أفقية + +57 +00:06:06,580 --> 00:06:13,620 +و مركبة رأسية المركبة الرأسية هى اللى بتحاول تعمل + +58 +00:06:13,620 --> 00:06:19,300 +stress و تنزعهتكون عندى بهمنى انا معناته الـ Df + +59 +00:06:19,300 --> 00:06:24,900 +sin θ الـ Df sin θ اللى هى Df اللى هى رو اي ار + +60 +00:06:24,900 --> 00:06:31,240 +روينقسفير Dθ فى sin θ معناته الـ total force الـ + +61 +00:06:31,240 --> 00:06:34,940 +total vertical force اللى بتحاول تنزع تنزع ال .. + +62 +00:06:34,940 --> 00:06:39,640 +ال .. ال .. ال .. ال .. ال rim بتاعة ال flywheel + +63 +00:06:39,640 --> 00:06:45,280 +هتكون تكامل هذه صحيعني انا هيكون عندى ال raw + +64 +00:06:45,280 --> 00:06:50,380 +constant و المقطع constant و ال R constant و ال + +65 +00:06:50,380 --> 00:06:54,820 +omega square constant كله بطلع برا بس عندى raw ar² + +66 +00:06:54,820 --> 00:07:00,140 +تكامل من صفر ل باى انا من الصفر ل 180 درجة sin θ d + +67 +00:07:00,140 --> 00:07:04,980 +θ تكامل ال sin في ال sin اللي هي minus cosine من + +68 +00:07:04,980 --> 00:07:10,390 +صفر ل باى طبعا هتكونمينس مينس واحد هتكون يعني لما + +69 +00:07:10,390 --> 00:07:16,010 +نعود من سفر ل باية هتكون اتنين تمت هذه هتكون ال + +70 +00:07:16,010 --> 00:07:22,270 +total vertical force اللي هي اتنين رو اي ار سكوير + +71 +00:07:22,270 --> 00:07:30,350 +اوميجا سكوير وهي الرم عندى عندى + +72 +00:07:30,350 --> 00:07:31,310 +هنا سيجما + +73 +00:07:34,290 --> 00:07:42,830 +او sigma في a وعند هنا sigma في a معناته ال sigma + +74 +00:07:42,830 --> 00:07:46,770 +في a زي ال sigma في a اللي هي اتنين sigma a + +75 +00:07:46,770 --> 00:07:50,930 +بالسواء ال total vertical force اللي هي اتنين رو a + +76 +00:07:50,930 --> 00:07:54,810 +r square omega square هيروح طبعا عند الاتنين مع + +77 +00:07:54,810 --> 00:08:02,170 +الاتنين و ال aمع ال a حصها في ال sigma بالساوية رو + +78 +00:08:02,170 --> 00:08:05,630 +R تربيع أمجي تربيع ال R في غمجة تمثل السرعة + +79 +00:08:05,630 --> 00:08:11,230 +المحيطية R في غمجة سرعة محيطية مانعته R أمجي تربيع + +80 +00:08:11,230 --> 00:08:14,850 +رو V تربيع أو السرعة المحيطية بالساوية تربية + +81 +00:08:14,850 --> 00:08:20,410 +لسيجما على رو ال mass بالساوية volume في density + +82 +00:08:20,410 --> 00:08:27,200 +ال volume احنا حكينا هذا R capitalمعناته القطرة اش + +83 +00:08:27,200 --> 00:08:36,620 +هيكون D capital المحيط اش هيكون ساوى باي في دي باي + +84 +00:08:36,620 --> 00:08:42,940 +في دي في ال cross section بيعطيني ايه اش؟ volume + +85 +00:08:42,940 --> 00:08:46,000 +في raw بيعطيني ايه اش؟ mass + +86 +00:08:51,480 --> 00:08:55,440 +يعني هي هتكون ال A بالثورة المادة تاعة ال rim تاعة + +87 +00:08:55,440 --> 00:09:03,500 +ال flywheel على πاي دي في روب هذه المعادلات + +88 +00:09:03,500 --> 00:09:08,400 +اللازمة لتصميم flywheel خلنا نشوف أمثلة + +89 +00:09:15,960 --> 00:09:18,960 +turning moment diagram for a multi cylinder engine + +90 +00:09:18,960 --> 00:09:21,940 +has been drawn to a scale of one millimeter لأن + +91 +00:09:21,940 --> 00:09:26,720 +عندي high turn moment diagram for some engine لأن + +92 +00:09:26,720 --> 00:09:33,440 +هذا ال main resisting torque وهذا ال actual torque + +93 +00:09:33,440 --> 00:09:40,900 +بتذبذب حوالين ال main هو + +94 +00:09:40,900 --> 00:09:44,120 +يعطينا معلومات بيحكي ليه كل واحد millimeter على ال + +95 +00:09:44,120 --> 00:09:44,960 +vertical axis + +96 +00:09:50,010 --> 00:09:56,350 +يكافئ خمسمية نيوتن متر torque وعلى ال horizontal + +97 +00:09:56,350 --> 00:10:06,130 +axis واحد ملي متر يكافئ اكم ست درجات معناه + +98 +00:10:06,130 --> 00:10:11,250 +واحد ملي متر مربع اكم يكافئ بالسواء + +99 +00:10:11,250 --> 00:10:18,690 +خمسمية في ستة ال degree ده حول ال radiansفي باية + +100 +00:10:18,690 --> 00:10:28,510 +180 52 + +101 +00:10:28,510 --> 00:10:33,490 +point + +102 +00:10:33,490 --> 00:10:36,690 +نيوتن + +103 +00:10:36,690 --> 00:10:44,290 +متر طيب ال engine is running at 800 rpm يعني ال + +104 +00:10:44,290 --> 00:10:53,360 +speed الآن بسوة 800ر بي ام الانجين + +105 +00:10:53,360 --> 00:11:02,060 +لديه طرق تعت الانجين تلاتمية ملي ميتر تلاتمية + +106 +00:11:02,060 --> 00:11:06,020 +ملي ميتر تلاتمية ملي ميتر تلاتمية + +107 +00:11:06,020 --> 00:11:07,620 +ملي ميتر تلاتمية ملي ميتر تلاتمية ملي ميتر تلاتمية + +108 +00:11:07,620 --> 00:11:07,880 +ملي ميتر تلاتمية ملي ميتر تلاتمية ملي ميتر تلاتمية + +109 +00:11:07,880 --> 00:11:07,900 +ملي ميتر تلاتمية ملي ميتر تلاتمية ملي ميتر تلاتمية + +110 +00:11:07,900 --> 00:11:11,260 +ملي ميتر تلاتمية ملي ميتر تلاتمية ملي ميتر تلاتمية + +111 +00:11:11,260 --> 00:11:16,180 +ملي ميتر تلاتمية ملي ميتر تلات + +112 +00:11:22,420 --> 00:11:25,500 +.O4 Determine a suitable diameter and cross + +113 +00:11:25,500 --> 00:11:32,740 +-section of the flywheel بده ال diameter و ال + +114 +00:11:32,740 --> 00:11:40,060 +cross-section ده ال flywheel و flywheel rim for a + +115 +00:11:40,060 --> 00:11:44,760 +limiting valueof the safe centroidal stress بحيث + +116 +00:11:44,760 --> 00:11:51,600 +ال stress مايتخطاش سبعة ميجا سيجما سبعة + +117 +00:11:51,600 --> 00:11:59,680 +ميجا بسكال the material density may be assumed as + +118 +00:11:59,680 --> 00:12:03,880 +raw مخ بتاعة ال cast iron + +119 +00:12:12,200 --> 00:12:18,700 +the width rim خمس أضاعف ال thickness هاي ال + +120 +00:12:18,700 --> 00:12:24,920 +flywheel هذا + +121 +00:12:24,920 --> 00:12:32,080 +البعد التالت طبعا هذا + +122 +00:12:32,080 --> 00:12:37,140 +ال B هذا + +123 +00:12:37,140 --> 00:12:40,400 +ايش ال B وهذا + +124 +00:12:42,930 --> 00:12:54,990 +الـ T الـ B بالساوية خمسة T طيب + +125 +00:12:54,990 --> 00:13:03,310 +احنا عشان نحسب نبدأ من الآخر عشان نحسب ال ال + +126 +00:13:03,310 --> 00:13:10,850 +D هستخدم علاقة نا سيجما بالساوية + +127 +00:13:13,620 --> 00:13:21,940 +row R تربية Omega تربية لأن ال sigma معروفة عنده و + +128 +00:13:21,940 --> 00:13:26,240 +ال row معروفة و ال omega معروفة عنده يعني ال R + +129 +00:13:26,240 --> 00:13:29,780 +ستكون + +130 +00:13:29,780 --> 00:13:40,560 +ساوة sigma على row Omega تربية تحت الجدر صح؟ يعني + +131 +00:13:40,560 --> 00:13:46,750 +ال Rهتكون تستوى جزر تربيه ال sigma عندي سبعمية + +132 +00:13:46,750 --> 00:13:52,830 +يعني سبعة في عشرة اقل ستة بسكال على ال road سبعة + +133 +00:13:52,830 --> 00:13:58,890 +تلف و متين ال omega احنا لقالنا عندي تمانمية اكم + +134 +00:13:58,890 --> 00:14:02,250 +تطلع + +135 +00:14:02,250 --> 00:14:09,870 +تمانين و ايش اكتر من تمانين اكم تلت تمانين تربيع + +136 +00:14:15,730 --> 00:14:20,130 +متر تلاتي بوند تلاتي سبعة اكم بوند متر تلاتي سبعة + +137 +00:14:20,130 --> 00:14:24,990 +اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند + +138 +00:14:24,990 --> 00:14:27,550 +تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة + +139 +00:14:27,550 --> 00:14:29,130 +اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند + +140 +00:14:29,130 --> 00:14:29,250 +تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة + +141 +00:14:29,250 --> 00:14:31,130 +تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة + +142 +00:14:31,130 --> 00:14:37,230 +اكم + +143 +00:14:37,230 --> 00:14:40,890 +بوند + +144 +00:14:40,890 --> 00:14:53,180 +تلاتي سبعة االـ A بالسواء M على باي دي فرق بدي ال + +145 +00:14:53,180 --> 00:15:01,940 +M ال M اللي انا بجيبها مش + +146 +00:15:01,940 --> 00:15:08,320 +عارف انا اللي .. ماهي نفس المعادلة هو معطيني ال + +147 +00:15:08,320 --> 00:15:12,280 +turning point دياجرام ممكن استفيد منه اللي هي + +148 +00:15:12,280 --> 00:15:14,460 +Delta E عنده ايش الساعة؟ + +149 +00:15:17,370 --> 00:15:26,850 +M R Square Omega Square CS CS معروف عندي و ال M + +150 +00:15:26,850 --> 00:15:31,130 +معروف عندي و ال R معروف عندي دلتا ايه دلتا ايه + +151 +00:15:31,130 --> 00:15:37,050 +اللي أنا بجيبها من ال diagram من ال diagram من ال + +152 +00:15:37,050 --> 00:15:43,630 +diagram عندي ال point و + +153 +00:15:43,630 --> 00:15:54,670 +ال energy بتاعتهاعند A هسميها A عند B E ناقص + +154 +00:15:54,670 --> 00:15:59,630 +تلاتين عند C E + +155 +00:15:59,630 --> 00:16:13,870 +تلاتمية و تمانين عند D E زائد مية عند E E + +156 +00:16:17,090 --> 00:16:24,310 +and F E and + +157 +00:16:24,310 --> 00:16:31,470 +G and + +158 +00:16:31,470 --> 00:16:35,750 +H and + +159 +00:16:35,750 --> 00:16:43,110 +H E ناقص عشرين and + +160 +00:16:43,110 --> 00:16:43,450 +K + +161 +00:16:51,720 --> 00:16:55,660 +عند L A + +162 +00:16:55,660 --> 00:17:00,500 +وين + +163 +00:17:00,500 --> 00:17:03,620 +ال maximum؟ المشكلة ده كانت تطلع عند A، هاد + +164 +00:17:03,620 --> 00:17:11,260 +المشكلة ده ال minimum + +165 +00:17:11,260 --> 00:17:13,240 +عند وين؟ عند B + +166 +00:17:23,910 --> 00:17:29,750 +فمشكلة هذه فاهمينها + +167 +00:17:29,750 --> 00:17:36,710 +هذه طيب كويس Delta A بالساوية أربعمائة و عشرين + +168 +00:17:36,710 --> 00:17:43,010 +زائد تلاتين أربعمائة + +169 +00:17:43,010 --> 00:17:46,350 +و خمسين اربعمائة و خمسين مليمتر square + +170 +00:17:50,600 --> 00:17:55,340 +يعني هتكون سوى أربعمية و خمسين الكل ملي متر square + +171 +00:17:55,340 --> 00:18:03,960 +في اخ اتنين و خمسين point تلاتة كم؟ تلاتة و عشان + +172 +00:18:03,960 --> 00:18:09,180 +الف و خمسمية طيب + +173 +00:18:17,630 --> 00:18:22,690 +الدلتة ايه تلاتة و عشرين ألف خمسمية و خمسة و + +174 +00:18:22,690 --> 00:18:32,810 +تلاتين بالسواء M في ال R بونت تلاتة سبعة اتنين + +175 +00:18:32,810 --> 00:18:39,570 +تربيع في تلاتة تمانين بونت تمانية تربيع في بونت + +176 +00:18:39,570 --> 00:18:45,190 +اربعة و منها بحسب ال M + +177 +00:18:55,470 --> 00:19:03,590 +طيب معناته ال A هتكون ساوى ستمية و خمسة على باي في + +178 +00:19:03,590 --> 00:19:15,730 +bond سبعة أربعة أربعة في سبعة ألف و متين point + +179 +00:19:15,730 --> 00:19:18,790 +zero + +180 +00:19:20,170 --> 00:19:28,450 +zero تلاتة خمسة متر مربع مظبوط + +181 +00:19:28,450 --> 00:19:37,790 +هذه ال area مقطع بصوة P في T ال P خمسة T يعني خمسة + +182 +00:19:37,790 --> 00:19:46,150 +T تربيع بصوة point O تلاتة خمسة ومنها T + +183 +00:19:49,250 --> 00:19:59,230 +تطلع point O تلاتة خمسة على خمسة تحت الجدر point + +184 +00:19:59,230 --> 00:20:02,790 +O + +185 +00:20:02,790 --> 00:20:08,370 +تمنع الرمية يعني اربعة وتمانين millimeter يعني ال + +186 +00:20:08,370 --> 00:20:13,490 +B هتكون خمسة باربعة بعشرين + +187 +00:20:19,420 --> 00:20:29,580 +millimeter صح نعم + +188 +00:20:29,580 --> 00:20:36,740 +ال B ال width ال flywheel ده + +189 +00:20:36,740 --> 00:20:43,860 +رسوم 3D هذه + +190 +00:20:43,860 --> 00:20:55,290 +ال B و هذه ايهالـ T في + +191 +00:20:55,290 --> 00:21:15,810 +أي سؤال؟ شوف السؤال التاني a + +192 +00:21:15,810 --> 00:21:24,180 +single cylinder يعني ال singlecylinder double + +193 +00:21:24,180 --> 00:21:34,300 +acting steam engine develops + +194 +00:21:34,300 --> 00:21:40,800 +مية و خمسين kilowatt ال power بتاعته مية و خمسين + +195 +00:21:40,800 --> 00:21:45,960 +kilowatt at + +196 +00:21:45,960 --> 00:21:46,640 +mean speed + +197 +00:21:53,410 --> 00:22:04,090 +يعني omega أصبوت + +198 +00:22:04,090 --> 00:22:07,930 +37 في الأول ما حطيطول الرقم غلط المرة اللي حطيطول + +199 +00:22:07,930 --> 00:22:15,170 +هي 8.32 إذا فاكرين اللي هي كانت 800 صح 88.2 أكمها + +200 +00:22:15,170 --> 00:22:25,700 +دي 8.37 طيب هذي radiansper second طيب + +201 +00:22:25,700 --> 00:22:33,860 +the coefficient of fluctuation of energy CE بساوية + +202 +00:22:33,860 --> 00:22:39,860 +zero point one and fluctuation of speed is plus or + +203 +00:22:39,860 --> 00:22:41,320 +minus two percent of mean speed + +204 +00:22:48,610 --> 00:22:52,950 +if mean diameter of library rim is two meter دي + +205 +00:22:52,950 --> 00:22:58,390 +مترين and + +206 +00:22:58,390 --> 00:23:12,150 +hub and spoke هاي ال hub + +207 +00:23:12,150 --> 00:23:15,850 +في النص في ال spots + +208 +00:23:21,210 --> 00:23:26,610 +هذه ال hub وهذه ال spokes and + +209 +00:23:26,610 --> 00:23:29,350 +the hub and spokes provide five percent of the + +210 +00:23:29,350 --> 00:23:34,170 +rotation inertia of the flow يعني ال I بتاعة ال + +211 +00:23:34,170 --> 00:23:40,090 +spokes و ال hub بالساعة point oh five من ال I + +212 +00:23:40,090 --> 00:23:43,430 +الكليه ال I الكليه اللي هي بتاعة ال spokes و ال + +213 +00:23:43,430 --> 00:23:48,490 +hub و ال rim معناته + +214 +00:23:48,490 --> 00:23:54,270 +I الكليه شويهI بتاعة الـ spokes والـ hub زاد I + +215 +00:23:54,270 --> 00:23:59,870 +بتاعة الـ rim، صح؟ + +216 +00:23:59,870 --> 00:24:04,830 +معناته I بتاعة الـ rim يعني هيكون عندي I بتساوي + +217 +00:24:04,830 --> 00:24:13,110 +point oh five I الكلية زاد I بتاعة الـ rim معناته + +218 +00:24:13,110 --> 00:24:18,570 +I بتاعة الـ rim الـ + +219 +00:24:18,570 --> 00:24:25,020 +IFind the mass and cross-sectional area of the + +220 +00:24:25,020 --> 00:24:31,160 +flywheel rim أوجد ال mass بتاعة ال flywheel rim و + +221 +00:24:31,160 --> 00:24:37,540 +ال cross-sectional area Assume + +222 +00:24:37,540 --> 00:24:40,800 +density of flywheel material raw + +223 +00:24:50,080 --> 00:24:59,440 +متر مكعب طيب + +224 +00:24:59,440 --> 00:25:05,780 +انا عارف ال mean speed وعارف + +225 +00:25:05,780 --> 00:25:10,700 +ال power ممكن احسب ال mean torque صح ال mean + +226 +00:25:10,700 --> 00:25:17,980 +torque يعني ال power سواء ال T mean في omega صح + +227 +00:25:19,050 --> 00:25:27,610 +معنى التيمين سواء مية و خمسين ألف على + +228 +00:25:27,610 --> 00:25:41,550 +تمانية point تلاتة سبعة أكم تطلع سبعتاشر + +229 +00:25:41,550 --> 00:25:48,190 +ألف طيب + +230 +00:26:02,720 --> 00:26:09,480 +انا اقول هنا ال work done per cycle لان + +231 +00:26:09,480 --> 00:26:13,540 +عندي ال + +232 +00:26:13,540 --> 00:26:20,100 +coefficient of fluctuation في ال CE ايش بيساوي ال + +233 +00:26:20,100 --> 00:26:29,240 +delta E ع ال work done في ال cycle و ال work done + +234 +00:26:29,240 --> 00:26:29,900 +في ال cycle + +235 +00:26:33,780 --> 00:26:43,900 +و Cycle بيستوى ال power في ستين على N small N + +236 +00:26:43,900 --> 00:26:49,760 +small بيستوى N capital in case of steam engine and + +237 +00:26:49,760 --> 00:26:51,760 +two stroke internal combustion engine احنا عندنا + +238 +00:26:51,760 --> 00:26:56,640 +ايش steam engine يعني هتكون ال P عندى مية و خمسين + +239 +00:26:56,640 --> 00:27:01,620 +الف في ستين والصراعي عندى اكم + +240 +00:27:05,170 --> 00:27:08,710 +تمنين يعني بيطلع ال work done per cycle أكم + +241 +00:27:08,710 --> 00:27:16,610 +بالساوية نوتن + +242 +00:27:16,610 --> 00:27:26,410 +متر معناه ال delta A بالساوية CE في W per cycle ال + +243 +00:27:26,410 --> 00:27:33,410 +CE point one في مية و اتناشر الف و خمسميةيعني + +244 +00:27:33,410 --> 00:27:47,470 +هيكون احداشر الف احداشر + +245 +00:27:47,470 --> 00:27:57,330 +الف و متين و خمسين طيب + +246 +00:27:57,330 --> 00:28:01,610 +ال delta E ايه في الساوية؟ + +247 +00:28:06,600 --> 00:28:15,620 +بسوء M نذكرها K تربية Omega تربية CS هذا لو كانت + +248 +00:28:15,620 --> 00:28:23,180 +في ال bus رم فيها بس في عندى رم و spokes و hub ال + +249 +00:28:23,180 --> 00:28:31,080 +M في K تربية إيه؟ يعني Delta E سواء I Omega تربية + +250 +00:28:31,080 --> 00:28:39,940 +في ال CSبحسب ال I دلتا + +251 +00:28:39,940 --> 00:28:49,900 +ايه حتكون دلتا ايه حتكون + +252 +00:28:49,900 --> 00:28:50,380 +دلتا ايه حتكون دلتا ايه حتكون دلتا ايه حتكون دلتا + +253 +00:28:50,380 --> 00:28:50,620 +حتكون دلتا ايه حتكون دلتا ايه حتكون دلتا ايه حتكون + +254 +00:28:50,620 --> 00:28:51,060 +دلتا ايه حتكون دلتا ايه حتكون دلتا ايه حتكون دلتا + +255 +00:28:51,060 --> 00:28:52,300 +ايه حتكون دلتا ايه حتكون دلتا ايه حتكون دلتا ايه + +256 +00:28:52,300 --> 00:28:59,420 +حتكون دلتا ايه حتكون + +257 +00:28:59,420 --> 00:29:11,230 +دلتا ايه حتكون دلتا ايه حتكونkilogram متر تربيع ال + +258 +00:29:11,230 --> 00:29:18,770 +I تاعة الرم لحالها كم؟ + +259 +00:29:18,770 --> 00:29:25,290 +point تسعة خمسة في الاربع تلاف واربعتاش point ستة + +260 +00:29:25,290 --> 00:29:32,550 +تلت تلاف و تمنمية هذا + +261 +00:29:32,550 --> 00:29:33,410 +شو يستوي؟ + +262 +00:29:38,570 --> 00:29:49,510 +So MR تربيع M للرم و منها بحسب ال M بالساوية تلت + +263 +00:29:49,510 --> 00:29:55,510 +تلاف و تانمية و تلتاش على ال R يعني ال D معطيني + +264 +00:29:55,510 --> 00:30:03,030 +مترين صح على واحد يعني تطلع تلت تلاف و مية و + +265 +00:30:03,030 --> 00:30:04,430 +تلتاشر كيلو جرام + +266 +00:30:11,240 --> 00:30:27,240 +هك عسبنا ياش ال mass طيب + +267 +00:30:27,240 --> 00:30:36,040 +ال + +268 +00:30:36,040 --> 00:30:36,900 +a h الساوية + +269 +00:30:39,470 --> 00:30:47,010 +الماس تاعة الرم على باي دي فيرو يعني الماس تاعة + +270 +00:30:47,010 --> 00:30:55,250 +الرم هي تلت تلاف و تمان مية و تلتاش على باي في + +271 +00:30:55,250 --> 00:31:07,630 +اتنين في سبعة تلاف و متين point o متر + +272 +00:31:07,630 --> 00:31:08,130 +مربع + +273 +00:31:15,440 --> 00:31:23,620 +هيك جيبنا ال cross section في + +274 +00:31:23,620 --> 00:31:27,860 +اي سؤال؟ + +275 +00:31:27,860 --> 00:31:43,760 +هذه + +276 +00:31:43,760 --> 00:31:48,340 +ال rim الخارجيةالريم اللى فى المصدر هدى ال hub + +277 +00:31:48,340 --> 00:31:54,140 +وهدى العصاب ال spokes بالظبط + +278 +00:31:54,140 --> 00:31:56,900 +لأن ال shaft فيه لثقوب ال shaft بيجي هنا فهدى ال + +279 +00:31:56,900 --> 00:32:04,920 +hub هدى ال spokes وهدى ايش ال rim انحل + +280 +00:32:04,920 --> 00:32:12,740 +سؤال تانى a multi cylinder engine is to run at a + +281 +00:32:12,740 --> 00:32:21,110 +speed of six hundred rpmيعني الان بالسواء + +282 +00:32:21,110 --> 00:32:29,010 +ستمائة rpm يعني ال omega كام ال + +283 +00:32:29,010 --> 00:32:40,830 +omega اتنين وستين طيب + +284 +00:32:43,080 --> 00:32:45,580 +on drawing the trigonometric diagram to a scale + +285 +00:32:45,580 --> 00:32:49,860 +لان انا عندى هاي تجارب تجارب تجارب تجارب تجارب + +286 +00:32:49,860 --> 00:32:53,180 +تجارب + +287 +00:32:53,180 --> 00:32:56,700 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +288 +00:32:56,700 --> 00:32:56,720 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +289 +00:32:56,720 --> 00:32:57,280 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +290 +00:32:57,280 --> 00:32:57,780 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +291 +00:32:57,780 --> 00:32:57,800 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +292 +00:32:57,800 --> 00:33:10,060 +تجارب تجارب تجارب تجارب تجارب + +293 +00:33:10,060 --> 00:33:16,650 +تجواحد ميلي متر يعادل تلت درجات معناه واحد ميلي + +294 +00:33:16,650 --> 00:33:24,290 +متر square هيكون اتنين وخمسين في تلاتة في باي عمية + +295 +00:33:24,290 --> 00:33:32,510 +و تمانين تلتاش point واحد + +296 +00:33:32,510 --> 00:33:34,550 +نيوتن متر + +297 +00:33:36,970 --> 00:33:40,010 +the speed is to be kept within plus or minus one + +298 +00:33:40,010 --> 00:33:43,670 +percent of the main speed of the engine يعني ال CS + +299 +00:33:43,670 --> 00:33:51,290 +اتنين في المائة calculate necessary moment of + +300 +00:33:51,290 --> 00:33:55,410 +inertia of the flywheel بتركز في moment of inertia + +301 +00:33:55,410 --> 00:33:56,550 +اللي هي I + +302 +00:34:04,460 --> 00:34:07,180 +determine suitable dimensions of a rectangular + +303 +00:34:07,180 --> 00:34:13,720 +flywheel rim اذا كان مقطع الريم مستطيل ال breadth + +304 +00:34:13,720 --> 00:34:21,820 +بي بتاعها بساوة اتنين ت ال + +305 +00:34:21,820 --> 00:34:23,360 +density of cast iron + +306 +00:34:36,320 --> 00:34:48,080 +and its hoop stress sigma ستة ميجا اسكال assume + +307 +00:34:48,080 --> 00:34:50,860 +that rim contributes ninety two percent of + +308 +00:34:50,860 --> 00:34:58,300 +flywheel effect يعني ال rim بتمثل + +309 +00:34:58,300 --> 00:35:01,680 +ninety two percent ال flywheel + +310 +00:35:08,800 --> 00:35:17,340 +effect طيب هو بده إيش؟ بده ال I و ال cross section + +311 +00:35:17,340 --> 00:35:22,700 +أنا + +312 +00:35:22,700 --> 00:35:26,900 +عندي اللي بدي أحسب ال delta E في الأول صح؟ المعنى + +313 +00:35:26,900 --> 00:35:32,940 +انت بدي أعرف ال max و ال minimum عندي ال pointبس + +314 +00:35:32,940 --> 00:35:41,540 +طلع ليش بي و اي هاليد بي point وال اي نقطة اي اللي + +315 +00:35:41,540 --> 00:35:56,300 +هي اي بي اي زي المية و ستين وال سي اي ناقص اتناش و + +316 +00:35:56,300 --> 00:35:56,760 +دي + +317 +00:36:00,940 --> 00:36:05,820 +مية ستة و خمسين ايه؟ + +318 +00:36:05,820 --> 00:36:09,200 +او ايه؟ + +319 +00:36:09,200 --> 00:36:12,640 +او + +320 +00:36:12,640 --> 00:36:21,340 +اف ايه زائد؟ + +321 +00:36:21,340 --> 00:36:25,880 +او جيه؟ + +322 +00:36:30,960 --> 00:36:39,480 +هنا دي ايش ال minimum وال maximum هي عند B او عند + +323 +00:36:39,480 --> 00:36:43,540 +F هنتبهر + +324 +00:36:43,540 --> 00:36:50,060 +عند F عشان نغير القاعدة هاي ال max اللي + +325 +00:36:50,060 --> 00:36:53,840 +هم بيختلفوا فعلا بيختلفوا بيختلفوا انا طلعت ماشي + +326 +00:36:53,840 --> 00:37:04,740 +ال delta E هتكون مية و اتنين و ستينزائد اتناش مية + +327 +00:37:04,740 --> 00:37:17,660 +أربعة و سبعين فيه تلتاش point واحد صح؟ اه كم بطلع؟ + +328 +00:37:17,660 --> 00:37:25,540 +مية و تسعين زائد خمسة و تلاتين مية و سبعة و تسعين + +329 +00:37:40,840 --> 00:37:55,320 +الـ Delta A + +330 +00:37:55,320 --> 00:38:00,080 +I + +331 +00:38:13,360 --> 00:38:24,800 +cs منها بحسب ال I اللي هتكون الفين و خمسمية واحد + +332 +00:38:24,800 --> 00:38:29,960 +تمانين على اتنين و ستين + +333 +00:38:52,600 --> 00:39:00,000 +انتوا لاحظوا Delta E تتناسب ترضي مع Iمعناته لما هو + +334 +00:39:00,000 --> 00:39:05,540 +حكال ان ال rim بتمثل 82% من ال fly و ال effect هي + +335 +00:39:05,540 --> 00:39:11,840 +حقيقة برضه تمثل 92% من ال .. من ال ايه؟ من ال I من + +336 +00:39:11,840 --> 00:39:17,440 +ال energy معناته هتكون ال I بتاعة ال rim هو point + +337 +00:39:17,440 --> 00:39:22,120 +9 2 في 32 point 7 + +338 +00:39:37,760 --> 00:39:44,540 +تلاتين ال I تاعت رم بسوى + +339 +00:39:44,540 --> 00:39:52,420 +MR تربيعي مظبوط + +340 +00:39:52,420 --> 00:39:57,180 +و في عندهين سجما + +341 +00:40:04,070 --> 00:40:12,210 +بالساوية رو R تربيع أمجا تربيع من هنا بحسب الـ R + +342 +00:40:12,210 --> 00:40:19,310 +بالساوية الجذر التربيعي لسجمه + +343 +00:40:19,310 --> 00:40:31,010 +على رو أمجا تربيعي هتساوي الجذر التربيعيسجمه ستة + +344 +00:40:31,010 --> 00:40:41,570 +ستة في عشر عقل ستة على سبعة تلاف وانتين وخمسين في + +345 +00:40:41,570 --> 00:40:51,050 +الامجا Zero + +346 +00:40:51,050 --> 00:40:53,950 +point + +347 +00:41:00,120 --> 00:41:07,620 +أربعة خمسة تمانية و أربعة + +348 +00:41:07,620 --> 00:41:09,320 +خمسة تمانية و أربعة خمسة تمانية و أربعة خمسة + +349 +00:41:09,320 --> 00:41:10,400 +تمانية و أربعة خمسة تمانية و أربعة خمسة تمانية و + +350 +00:41:10,400 --> 00:41:10,820 +أربعة خمسة تمانية و أربعة خمسة تمانية و أربعة خمسة + +351 +00:41:10,820 --> 00:41:15,220 +تمانية و أربعة خمسة تمانية و أربعة خمسة تمانية و + +352 +00:41:15,220 --> 00:41:16,420 +أربعة خمسة تمانية و أربعة خمسة تمانية و أربعة خمسة + +353 +00:41:16,420 --> 00:41:16,840 +تمانية و أربعة خمسة تمانية و أربعة خمسة تمانية و + +354 +00:41:16,840 --> 00:41:23,920 +أربعة خمسة تمانية و أربعة خمسة تمانية و أربعة خمسة + +355 +00:41:23,920 --> 00:41:27,040 +تمانية و + +356 +00:41:27,040 --> 00:41:28,840 +أربعة خمسة تمانية و أربعة خ + +357 +00:41:37,320 --> 00:41:42,560 +منها ال area بتاعة الرم ال area اللي هي بيساوي ايش + +358 +00:41:42,560 --> 00:41:53,860 +ال area اللي + +359 +00:41:53,860 --> 00:42:04,730 +هي M على B D فرق يعني هتساويمية و تلاتة و اربعين + +360 +00:42:04,730 --> 00:42:15,230 +point four على باي اللي هي في اتنين في point اربع + +361 +00:42:15,230 --> 00:42:22,830 +خمس تمانية في سبعة تلاف و متين و خمسين اكم + +362 +00:42:22,830 --> 00:42:27,490 +بالساوية اكم + +363 +00:42:27,490 --> 00:42:31,910 +point + +364 +00:42:31,910 --> 00:42:32,530 +o o + +365 +00:42:47,790 --> 00:42:51,150 +بتساوي ال B في T و ال B سوا اتنين T يعني سوا اتنين + +366 +00:42:51,150 --> 00:43:01,610 +T تربيع و من هنا بحسب ال T اقسمها اتنين و اخد جدر + +367 +00:43:06,680 --> 00:43:18,600 +point A 58 ملي و ال B 116 ملي + +368 +00:43:18,600 --> 00:43:25,520 +متر طيب + +369 +00:43:25,520 --> 00:43:31,240 +المحاضرة الجاي اللي هو chapter بتاع ال balancing + +370 +00:43:31,240 --> 00:43:35,890 +of rotating massesو 21 balancing of rotating + +371 +00:43:35,890 --> 00:43:40,950 +masses و لبعد balancing of reciprocating masses + +372 +00:43:40,950 --> 00:43:45,870 +بعدين اعطيكوا ال gears two chapters بعدين ال + +373 +00:43:45,870 --> 00:43:46,190 +counts + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/hsdaCz_t_RE_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/hsdaCz_t_RE_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..3769aaffa2fde44bb13a6faadad1697048ef4471 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/hsdaCz_t_RE_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 3090, "start": 5.28, "end": 30.9, "text": "السلام عليكم ورحمة الله وبركاته اليوم هنكمل في مادة نظرية الألات هنكمل في chapter 16 term of diagram and flywheels هنكمل هنشوف كيف ايش ال design equations المطلوبة عشان اعمل flywheel طبعا المبينة دي هنا flywheel او ال rim بتاعة ال flywheel", "tokens": [6027, 3794, 37440, 25894, 24793, 4032, 2288, 35571, 3660, 21984, 4032, 26890, 4117, 9307, 3224, 45595, 20498, 8032, 1863, 24793, 1211, 8978, 3714, 18513, 3660, 8717, 19913, 2288, 10632, 16247, 1211, 9307, 8032, 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بتاعة", "probability": 0.9446614583333334}, {"start": 1451.13, "end": 1451.33, "word": " الـ", "probability": 0.777587890625}, {"start": 1451.33, "end": 1451.55, "word": " rim", "probability": 0.974609375}, {"start": 1451.55, "end": 1453.11, "word": " معناته", "probability": 0.8053385416666666}, {"start": 1453.11, "end": 1453.31, "word": " I", "probability": 0.9921875}, {"start": 1453.31, "end": 1453.51, "word": " بتاعة", "probability": 0.9641927083333334}, {"start": 1453.51, "end": 1453.73, "word": " الـ", "probability": 0.896240234375}, {"start": 1453.73, "end": 1453.93, "word": " rim", "probability": 0.98876953125}, {"start": 1453.93, "end": 1458.57, "word": " الـ", "probability": 0.709716796875}, {"start": 1458.57, "end": 1458.71, "word": " I", "probability": 0.9228515625}], "temperature": 1.0}, {"id": 50, "seek": 148080, "start": 1461.1, "end": 1480.8, "text": "Find the mass and cross-sectional area of the flywheel rim أوجد ال mass بتاعة ال flywheel rim و ال cross-sectional area Assume density of flywheel material raw", "tokens": [37, 471, 264, 2758, 293, 3278, 12, 11963, 304, 1859, 295, 264, 3603, 22830, 15982, 5551, 29245, 3215, 2423, 2758, 39894, 995, 27884, 2423, 3603, 22830, 15982, 4032, 2423, 3278, 12, 11963, 304, 1859, 6281, 2540, 10305, 295, 3603, 22830, 2527, 8936], "avg_logprob": -0.2658066763434299, "compression_ratio": 1.3779527559055118, "no_speech_prob": 0.0, "words": [{"start": 1461.1, "end": 1461.58, "word": "Find", "probability": 0.648681640625}, {"start": 1461.58, "end": 1461.86, "word": " the", "probability": 0.86328125}, {"start": 1461.86, "end": 1462.24, "word": " mass", "probability": 0.8916015625}, {"start": 1462.24, "end": 1462.7, "word": " and", "probability": 0.916015625}, {"start": 1462.7, "end": 1463.06, "word": " cross", "probability": 0.80615234375}, {"start": 1463.06, "end": 1463.68, "word": "-sectional", "probability": 0.6957194010416666}, {"start": 1463.68, "end": 1463.96, "word": " area", "probability": 0.91748046875}, {"start": 1463.96, "end": 1464.6, "word": " of", "probability": 0.9716796875}, {"start": 1464.6, "end": 1465.02, "word": " the", "probability": 0.67236328125}, {"start": 1465.02, "end": 1465.52, "word": " flywheel", "probability": 0.787841796875}, {"start": 1465.52, "end": 1465.86, "word": " rim", "probability": 0.92919921875}, {"start": 1465.86, "end": 1466.4, "word": " أوجد", "probability": 0.6227213541666666}, {"start": 1466.4, "end": 1466.56, "word": " ال", "probability": 0.63427734375}, {"start": 1466.56, "end": 1466.96, "word": " mass", "probability": 0.58056640625}, {"start": 1466.96, "end": 1468.38, "word": " بتاعة", "probability": 0.8826497395833334}, {"start": 1468.38, "end": 1468.48, "word": " ال", "probability": 0.74658203125}, {"start": 1468.48, "end": 1468.84, "word": " flywheel", "probability": 0.828369140625}, {"start": 1468.84, "end": 1469.2, "word": " rim", "probability": 0.953125}, {"start": 1469.2, "end": 1471.16, "word": " و", "probability": 0.58544921875}, {"start": 1471.16, "end": 1471.22, "word": " ال", "probability": 0.8017578125}, {"start": 1471.22, "end": 1471.42, "word": " cross", "probability": 0.947265625}, {"start": 1471.42, "end": 1472.0, "word": "-sectional", "probability": 0.8553059895833334}, {"start": 1472.0, "end": 1472.52, "word": " area", "probability": 0.87109375}, {"start": 1472.52, "end": 1477.54, "word": " Assume", "probability": 0.884033203125}, {"start": 1477.54, "end": 1477.92, "word": " density", "probability": 0.81298828125}, {"start": 1477.92, "end": 1478.14, "word": " of", "probability": 0.97802734375}, {"start": 1478.14, "end": 1478.66, "word": " flywheel", "probability": 0.811767578125}, {"start": 1478.66, "end": 1479.34, "word": " material", "probability": 0.76318359375}, {"start": 1479.34, "end": 1480.8, "word": " raw", "probability": 0.37939453125}], "temperature": 1.0}, {"id": 51, "seek": 151798, "start": 1490.08, "end": 1517.98, "text": "متر مكعب طيب انا عارف ال mean speed وعارف ال power ممكن احسب ال mean torque صح ال mean torque يعني ال power سواء ال T mean في omega صح", "tokens": [2304, 2655, 2288, 3714, 4117, 3615, 3555, 23032, 1829, 3555, 1975, 8315, 6225, 9640, 5172, 2423, 914, 3073, 4032, 3615, 9640, 5172, 2423, 1347, 3714, 43020, 1975, 5016, 35457, 2423, 914, 16437, 20328, 5016, 2423, 914, 16437, 37495, 22653, 2423, 1347, 8608, 2407, 16606, 2423, 314, 914, 8978, 10498, 20328, 5016], "avg_logprob": -0.18389423076923078, "compression_ratio": 1.4615384615384615, "no_speech_prob": 0.0, "words": [{"start": 1490.08, "end": 1490.46, "word": "متر", "probability": 0.7898763020833334}, {"start": 1490.46, "end": 1490.98, "word": " مكعب", "probability": 0.874755859375}, {"start": 1490.98, "end": 1499.44, "word": " طيب", "probability": 0.896484375}, {"start": 1499.44, "end": 1501.36, "word": " انا", "probability": 0.7467041015625}, {"start": 1501.36, "end": 1501.56, "word": " عارف", "probability": 0.9773763020833334}, {"start": 1501.56, "end": 1501.68, "word": " ال", "probability": 0.98583984375}, {"start": 1501.68, "end": 1501.84, "word": " mean", "probability": 0.5517578125}, {"start": 1501.84, "end": 1502.36, "word": " speed", "probability": 0.951171875}, {"start": 1502.36, "end": 1505.78, "word": " وعارف", "probability": 0.876953125}, {"start": 1505.78, "end": 1505.92, "word": " ال", "probability": 0.98291015625}, {"start": 1505.92, "end": 1506.22, "word": " power", "probability": 0.92431640625}, {"start": 1506.22, "end": 1506.64, "word": " ممكن", "probability": 0.85986328125}, {"start": 1506.64, "end": 1507.02, "word": " احسب", "probability": 0.9495442708333334}, {"start": 1507.02, "end": 1507.26, "word": " ال", "probability": 0.9794921875}, {"start": 1507.26, "end": 1507.42, "word": " mean", "probability": 0.7041015625}, {"start": 1507.42, "end": 1507.72, "word": " torque", "probability": 0.9072265625}, {"start": 1507.72, "end": 1508.04, "word": " صح", "probability": 0.859619140625}, {"start": 1508.04, "end": 1510.38, "word": " ال", "probability": 0.7529296875}, {"start": 1510.38, "end": 1510.7, "word": " mean", "probability": 0.85498046875}, {"start": 1510.7, "end": 1511.42, "word": " torque", "probability": 0.95263671875}, {"start": 1511.42, "end": 1512.7, "word": " يعني", "probability": 0.92578125}, {"start": 1512.7, "end": 1513.48, "word": " ال", "probability": 0.96435546875}, {"start": 1513.48, "end": 1513.88, "word": " power", "probability": 0.9365234375}, {"start": 1513.88, "end": 1515.34, "word": " سواء", "probability": 0.6411946614583334}, {"start": 1515.34, "end": 1515.58, "word": " ال", "probability": 0.697265625}, {"start": 1515.58, "end": 1515.8, "word": " T", "probability": 0.833984375}, {"start": 1515.8, "end": 1516.14, "word": " mean", "probability": 0.93408203125}, {"start": 1516.14, "end": 1517.24, "word": " في", "probability": 0.6552734375}, {"start": 1517.24, "end": 1517.52, "word": " omega", "probability": 0.392578125}, {"start": 1517.52, "end": 1517.98, "word": " صح", "probability": 0.986328125}], "temperature": 1.0}, {"id": 52, "seek": 154819, "start": 1519.05, "end": 1548.19, "text": "معنى التيمين سواء مية و خمسين ألف على تمانية point تلاتة سبعة أكم تطلع سبعتاشر ألف طيب", "tokens": [2304, 3615, 1863, 7578, 16712, 32640, 9957, 8608, 2407, 16606, 3714, 10632, 4032, 16490, 2304, 3794, 9957, 5551, 46538, 15844, 46811, 7649, 10632, 935, 6055, 1211, 9307, 3660, 8608, 3555, 27884, 5551, 24793, 6055, 9566, 1211, 3615, 8608, 3555, 34268, 33599, 2288, 5551, 46538, 23032, 1829, 3555], "avg_logprob": -0.23437500124176344, "compression_ratio": 1.3245614035087718, "no_speech_prob": 0.0, "words": [{"start": 1519.05, "end": 1519.35, "word": "معنى", "probability": 0.8546142578125}, {"start": 1519.35, "end": 1520.07, "word": " التيمين", "probability": 0.6145833333333334}, {"start": 1520.07, "end": 1522.35, "word": " سواء", "probability": 0.6585286458333334}, {"start": 1522.35, "end": 1522.57, "word": " مية", "probability": 0.492919921875}, {"start": 1522.57, "end": 1522.71, "word": " و", "probability": 0.99169921875}, {"start": 1522.71, "end": 1523.11, "word": " خمسين", "probability": 0.9254150390625}, {"start": 1523.11, "end": 1523.47, "word": " ألف", "probability": 0.783935546875}, {"start": 1523.47, "end": 1527.61, "word": " على", "probability": 0.75390625}, {"start": 1527.61, "end": 1529.07, "word": " تمانية", "probability": 0.9625651041666666}, {"start": 1529.07, "end": 1530.31, "word": " point", "probability": 0.765625}, {"start": 1530.31, "end": 1530.77, "word": " تلاتة", "probability": 0.9356689453125}, {"start": 1530.77, "end": 1531.17, "word": " سبعة", "probability": 0.9059244791666666}, {"start": 1531.17, "end": 1533.93, "word": " أكم", "probability": 0.708984375}, {"start": 1533.93, "end": 1534.83, "word": " تطلع", "probability": 0.9527587890625}, {"start": 1534.83, "end": 1541.55, "word": " سبعتاشر", "probability": 0.806298828125}, {"start": 1541.55, "end": 1541.89, "word": " ألف", "probability": 0.80419921875}, {"start": 1541.89, "end": 1548.19, "word": " طيب", "probability": 0.8318684895833334}], "temperature": 1.0}, {"id": 53, "seek": 158990, "start": 1562.72, "end": 1589.9, "text": "انا اقول هنا ال work done per cycle لان عندي ال coefficient of fluctuation في ال CE ايش بيساوي ال delta E ع ال work done في ال cycle و ال work done في ال cycle", "tokens": [7649, 995, 1975, 39648, 34105, 2423, 589, 1096, 680, 6586, 5296, 7649, 18871, 16254, 2423, 17619, 295, 23448, 16073, 8978, 2423, 28109, 1975, 1829, 8592, 4724, 1829, 3794, 995, 45865, 2423, 8289, 462, 6225, 2423, 589, 1096, 8978, 2423, 6586, 4032, 2423, 589, 1096, 8978, 2423, 6586], "avg_logprob": -0.3977864583333333, "compression_ratio": 1.5954198473282444, "no_speech_prob": 0.0, "words": [{"start": 1562.72, "end": 1563.06, "word": "انا", "probability": 0.513153076171875}, {"start": 1563.06, "end": 1563.18, "word": " اقول", "probability": 0.33935546875}, {"start": 1563.18, "end": 1563.42, "word": " هنا", "probability": 0.408203125}, {"start": 1563.42, "end": 1563.62, "word": " ال", "probability": 0.7734375}, {"start": 1563.62, "end": 1563.9, "word": " work", "probability": 0.85546875}, {"start": 1563.9, "end": 1564.22, "word": " done", "probability": 0.87744140625}, {"start": 1564.22, "end": 1564.46, "word": " per", "probability": 0.85546875}, {"start": 1564.46, "end": 1565.0, "word": " cycle", "probability": 0.9697265625}, {"start": 1565.0, "end": 1569.48, "word": " لان", "probability": 0.69873046875}, {"start": 1569.48, "end": 1569.82, "word": " عندي", "probability": 0.8076171875}, {"start": 1569.82, "end": 1573.54, "word": " ال", "probability": 0.75537109375}, {"start": 1573.54, "end": 1574.5, "word": " coefficient", "probability": 0.97314453125}, {"start": 1574.5, "end": 1574.98, "word": " of", "probability": 0.96826171875}, {"start": 1574.98, "end": 1575.34, "word": " fluctuation", "probability": 0.884765625}, {"start": 1575.34, "end": 1575.6, "word": " في", "probability": 0.30712890625}, {"start": 1575.6, "end": 1575.68, "word": " ال", "probability": 0.279052734375}, {"start": 1575.68, "end": 1576.12, "word": " CE", "probability": 0.5908203125}, {"start": 1576.12, "end": 1578.72, "word": " ايش", "probability": 0.7086588541666666}, {"start": 1578.72, "end": 1579.14, "word": " بيساوي", "probability": 0.736865234375}, {"start": 1579.14, "end": 1580.1, "word": " ال", "probability": 0.198974609375}, {"start": 1580.1, "end": 1580.42, "word": " delta", "probability": 0.5517578125}, {"start": 1580.42, "end": 1580.8, "word": " E", "probability": 0.90966796875}, {"start": 1580.8, "end": 1583.22, "word": " ع", "probability": 0.5830078125}, {"start": 1583.22, "end": 1583.34, "word": " ال", "probability": 0.9130859375}, {"start": 1583.34, "end": 1583.6, "word": " work", "probability": 0.953125}, {"start": 1583.6, "end": 1584.0, "word": " done", "probability": 0.89306640625}, {"start": 1584.0, "end": 1586.28, "word": " في", "probability": 0.79248046875}, {"start": 1586.28, "end": 1586.34, "word": " ال", "probability": 0.83251953125}, {"start": 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14851, 2407, 7578, 2423, 1347, 8978, 8608, 2655, 9957, 15844, 426, 1359, 426, 1359, 4724, 1829, 14851, 2407, 7578, 426, 4238, 294, 1389, 295, 11952, 2848, 293, 732, 12403, 6920, 28121, 2848, 1975, 5016, 8315, 43242, 8315, 1975, 1829, 8592, 11952, 2848, 37495, 22653, 8032, 2655, 30544, 2423, 430, 43242, 7578, 3714, 10632, 4032, 16490, 2304, 3794, 9957, 27188, 8978, 8608, 2655, 9957, 16070, 9381, 23557, 3615, 1829, 43242, 7578, 1975, 24793], "avg_logprob": -0.32251601226818866, "compression_ratio": 1.537313432835821, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 1593.7799999999997, "end": 1594.6599999999999, "word": "و", "probability": 0.37646484375}, {"start": 1594.6599999999999, "end": 1595.54, "word": " Cycle", "probability": 0.56011962890625}, {"start": 1595.54, "end": 1596.56, "word": " بيستوى", "probability": 0.628857421875}, {"start": 1596.56, "end": 1596.7, "word": " ال", "probability": 0.78125}, {"start": 1596.7, "end": 1597.04, "word": " power", "probability": 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0.939453125}, {"start": 1606.48, "end": 1606.74, "word": " of", "probability": 0.95947265625}, {"start": 1606.74, "end": 1607.28, "word": " steam", "probability": 0.7666015625}, {"start": 1607.28, "end": 1607.98, "word": " engine", "probability": 0.95751953125}, {"start": 1607.98, "end": 1609.76, "word": " and", "probability": 0.9208984375}, {"start": 1609.76, "end": 1609.96, "word": " two", "probability": 0.876953125}, {"start": 1609.96, "end": 1610.4, "word": " stroke", "probability": 0.716796875}, {"start": 1610.4, "end": 1610.74, "word": " internal", "probability": 0.85693359375}, {"start": 1610.74, "end": 1611.06, "word": " combustion", "probability": 0.88427734375}, {"start": 1611.06, "end": 1611.32, "word": " engine", "probability": 0.89306640625}, {"start": 1611.32, "end": 1611.52, "word": " احنا", "probability": 0.9280598958333334}, {"start": 1611.52, "end": 1611.76, "word": " عندنا", "probability": 0.61138916015625}, {"start": 1611.76, "end": 1612.1, "word": " ايش", 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00:00:08,380 +السلام عليكم ورحمة الله وبركاته اليوم هنكمل في + +2 +00:00:08,380 --> 00:00:12,720 +مادة نظرية الألات هنكمل في chapter 16 term of + +3 +00:00:12,720 --> 00:00:19,500 +diagram and flywheels هنكمل + +4 +00:00:19,500 --> 00:00:25,780 +هنشوف كيف ايش ال design equations المطلوبة عشان + +5 +00:00:25,780 --> 00:00:29,800 +اعمل flywheel طبعا المبينة دي هنا flywheel او ال + +6 +00:00:29,800 --> 00:00:34,820 +rim بتاعة ال flywheelهذه الكتلة الخارجية طبعا في + +7 +00:00:34,820 --> 00:00:37,480 +المصدر بيكون في عندي الأعصاب اللي مسكاها وفي عندي + +8 +00:00:37,480 --> 00:00:43,600 +مكان للشافت اللي هو ال hub نتيجة ال flywheel بتكون + +9 +00:00:43,600 --> 00:00:50,640 +الدور بي .. إلها سرعة بيكون لقوة طرد مركزي بيكون + +10 +00:00:50,640 --> 00:00:56,240 +في قوة طرد مركزي لو أخدت element على بعد زاوية + +11 +00:00:56,240 --> 00:00:56,560 +theta + +12 +00:01:02,060 --> 00:01:08,460 +واخدت الـ infinitesimal element dθ هاي + +13 +00:01:08,460 --> 00:01:13,800 +ال element طبعا + +14 +00:01:13,800 --> 00:01:20,940 +اللي بقعد تالت هو فى + +15 +00:01:20,940 --> 00:01:25,300 +force dF + +16 +00:01:29,640 --> 00:01:34,180 +طبعا اعرف ال Geometric Parameters عند ال R هو ال + +17 +00:01:34,180 --> 00:01:41,940 +mean radius لل flywheel R كابيتال عند ال A ال + +18 +00:01:41,940 --> 00:01:48,540 +cross section عادة بيسموه T والبعد + +19 +00:01:48,540 --> 00:01:55,640 +هذا التالت B ال + +20 +00:01:55,640 --> 00:02:03,430 +روه الكثافة لمادة ال flywheelالان سرعة ال flywheel + +21 +00:02:03,430 --> 00:02:07,410 +بال RPM ال Omega في سرعة ال flywheel بال radians + +22 +00:02:07,410 --> 00:02:11,990 +per second ال V السرعة المنحوطية عند ال radius R + +23 +00:02:11,990 --> 00:02:15,810 +اللي هي بيساوي Omega في R و ال Sigma اللي هو ب + +24 +00:02:15,810 --> 00:02:18,550 +stress due to centrifugal force لان في عندي حاسيب + +25 +00:02:18,550 --> 00:02:23,230 +centrifugal force هيحاول ايش؟ هيحاول .. بدو يكبر + +26 +00:02:23,230 --> 00:02:29,090 +القطر فبيكون في عندي tangential stress بسميه hoop + +27 +00:02:29,090 --> 00:02:29,550 +stress + +28 +00:02:32,460 --> 00:02:39,200 +لأ لما ناخد infinitesimal element ال + +29 +00:02:39,200 --> 00:02:46,660 +Df لها مركبتين Df + +30 +00:02:46,660 --> 00:02:53,740 +cos θ Df + +31 +00:02:53,740 --> 00:02:56,780 +sin + +32 +00:02:56,780 --> 00:02:58,920 +θ مجموعة ال elements + +33 +00:03:02,160 --> 00:03:05,640 +بيطون المركبة الرأسية اللى بتحاول تعمل فصل تعمل + +34 +00:03:05,640 --> 00:03:09,560 +حاول stress عند المقطع هذا والمقطع هذا يعني عند + +35 +00:03:09,560 --> 00:03:29,300 +المقطع هذا هيكون عنده في sigma و في F sigma ال + +36 +00:03:29,300 --> 00:03:38,620 +.. ال .. ال massالـ DM لل element ال + +37 +00:03:38,620 --> 00:03:46,600 +raw في ال D volume بالساوية ال raw ال D volume + +38 +00:03:46,600 --> 00:03:52,100 +بالساوية + +39 +00:03:52,100 --> 00:03:59,520 +اللي هو ال R D theta ال R D theta اللي هو هذا + +40 +00:04:12,140 --> 00:04:14,640 +يعني نختصر الموضوع ايه سواء density في اليوم ال + +41 +00:04:14,640 --> 00:04:19,380 +raw اللي هي ال density في ال volume و ال volume + +42 +00:04:19,380 --> 00:04:29,700 +هيكون مقطع مساحة مقطع رو في ا اللي هي ا ر دي ثيتا + +43 +00:04:29,700 --> 00:04:35,480 +في ا ا في ا ر دي ثيتا + +44 +00:04:43,450 --> 00:04:50,110 +مساحة المقطع أو الحجم بتاع هذا عبارة عن منشور صح + +45 +00:04:50,110 --> 00:04:58,290 +بس هو مساحة المقطع في الارتفاع يعني بصير عندي يعني + +46 +00:04:58,290 --> 00:05:04,530 +مساحة في ارتفاع الطينة volume بالصفة رو اي ار دي + +47 +00:05:04,530 --> 00:05:07,470 +ثتا هذا بالنسبة للمس + +48 +00:05:17,880 --> 00:05:21,180 +الcentrifugal force ناسج ان الكتلة هذه بتدور + +49 +00:05:21,180 --> 00:05:26,480 +فهيكون دي الcentrifugal force هتكون DF اللي هي ال + +50 +00:05:26,480 --> 00:05:32,680 +mass في ال a normal صح ال mass في ال a normal و ال + +51 +00:05:32,680 --> 00:05:37,540 +a normal عبارة عن ايش omega square في R يعني ال DF + +52 +00:05:37,540 --> 00:05:41,300 +بالساوية + +53 +00:05:41,300 --> 00:05:50,760 +a normal في DMالـ A نور اللى هى Omega Square R فى + +54 +00:05:50,760 --> 00:05:57,000 +DM ده أنا بعوض عن DM اللى هى Rho A R D Theta بيصير + +55 +00:05:57,000 --> 00:06:00,060 +ان ال DM بيستوى Rho A R Square Omega Square D + +56 +00:06:00,060 --> 00:06:06,580 +Theta ال force اللى حللناه هو مركبتين مركبة أفقية + +57 +00:06:06,580 --> 00:06:13,620 +و مركبة رأسية المركبة الرأسية هى اللى بتحاول تعمل + +58 +00:06:13,620 --> 00:06:19,300 +stress و تنزعهتكون عندى بهمنى انا معناته الـ Df + +59 +00:06:19,300 --> 00:06:24,900 +sin θ الـ Df sin θ اللى هى Df اللى هى رو اي ار + +60 +00:06:24,900 --> 00:06:31,240 +روينقسفير Dθ فى sin θ معناته الـ total force الـ + +61 +00:06:31,240 --> 00:06:34,940 +total vertical force اللى بتحاول تنزع تنزع ال .. + +62 +00:06:34,940 --> 00:06:39,640 +ال .. ال .. ال .. ال .. ال rim بتاعة ال flywheel + +63 +00:06:39,640 --> 00:06:45,280 +هتكون تكامل هذه صحيعني انا هيكون عندى ال raw + +64 +00:06:45,280 --> 00:06:50,380 +constant و المقطع constant و ال R constant و ال + +65 +00:06:50,380 --> 00:06:54,820 +omega square constant كله بطلع برا بس عندى raw ar² + +66 +00:06:54,820 --> 00:07:00,140 +تكامل من صفر ل باى انا من الصفر ل 180 درجة sin θ d + +67 +00:07:00,140 --> 00:07:04,980 +θ تكامل ال sin في ال sin اللي هي minus cosine من + +68 +00:07:04,980 --> 00:07:10,390 +صفر ل باى طبعا هتكونمينس مينس واحد هتكون يعني لما + +69 +00:07:10,390 --> 00:07:16,010 +نعود من سفر ل باية هتكون اتنين تمت هذه هتكون ال + +70 +00:07:16,010 --> 00:07:22,270 +total vertical force اللي هي اتنين رو اي ار سكوير + +71 +00:07:22,270 --> 00:07:30,350 +اوميجا سكوير وهي الرم عندى عندى + +72 +00:07:30,350 --> 00:07:31,310 +هنا سيجما + +73 +00:07:34,290 --> 00:07:42,830 +او sigma في a وعند هنا sigma في a معناته ال sigma + +74 +00:07:42,830 --> 00:07:46,770 +في a زي ال sigma في a اللي هي اتنين sigma a + +75 +00:07:46,770 --> 00:07:50,930 +بالسواء ال total vertical force اللي هي اتنين رو a + +76 +00:07:50,930 --> 00:07:54,810 +r square omega square هيروح طبعا عند الاتنين مع + +77 +00:07:54,810 --> 00:08:02,170 +الاتنين و ال aمع ال a حصها في ال sigma بالساوية رو + +78 +00:08:02,170 --> 00:08:05,630 +R تربيع أمجي تربيع ال R في غمجة تمثل السرعة + +79 +00:08:05,630 --> 00:08:11,230 +المحيطية R في غمجة سرعة محيطية مانعته R أمجي تربيع + +80 +00:08:11,230 --> 00:08:14,850 +رو V تربيع أو السرعة المحيطية بالساوية تربية + +81 +00:08:14,850 --> 00:08:20,410 +لسيجما على رو ال mass بالساوية volume في density + +82 +00:08:20,410 --> 00:08:27,200 +ال volume احنا حكينا هذا R capitalمعناته القطرة اش + +83 +00:08:27,200 --> 00:08:36,620 +هيكون D capital المحيط اش هيكون ساوى باي في دي باي + +84 +00:08:36,620 --> 00:08:42,940 +في دي في ال cross section بيعطيني ايه اش؟ volume + +85 +00:08:42,940 --> 00:08:46,000 +في raw بيعطيني ايه اش؟ mass + +86 +00:08:51,480 --> 00:08:55,440 +يعني هي هتكون ال A بالثورة المادة تاعة ال rim تاعة + +87 +00:08:55,440 --> 00:09:03,500 +ال flywheel على πاي دي في روب هذه المعادلات + +88 +00:09:03,500 --> 00:09:08,400 +اللازمة لتصميم flywheel خلنا نشوف أمثلة + +89 +00:09:15,960 --> 00:09:18,960 +turning moment diagram for a multi cylinder engine + +90 +00:09:18,960 --> 00:09:21,940 +has been drawn to a scale of one millimeter لأن + +91 +00:09:21,940 --> 00:09:26,720 +عندي high turn moment diagram for some engine لأن + +92 +00:09:26,720 --> 00:09:33,440 +هذا ال main resisting torque وهذا ال actual torque + +93 +00:09:33,440 --> 00:09:40,900 +بتذبذب حوالين ال main هو + +94 +00:09:40,900 --> 00:09:44,120 +يعطينا معلومات بيحكي ليه كل واحد millimeter على ال + +95 +00:09:44,120 --> 00:09:44,960 +vertical axis + +96 +00:09:50,010 --> 00:09:56,350 +يكافئ خمسمية نيوتن متر torque وعلى ال horizontal + +97 +00:09:56,350 --> 00:10:06,130 +axis واحد ملي متر يكافئ اكم ست درجات معناه + +98 +00:10:06,130 --> 00:10:11,250 +واحد ملي متر مربع اكم يكافئ بالسواء + +99 +00:10:11,250 --> 00:10:18,690 +خمسمية في ستة ال degree ده حول ال radiansفي باية + +100 +00:10:18,690 --> 00:10:28,510 +180 52 + +101 +00:10:28,510 --> 00:10:33,490 +point + +102 +00:10:33,490 --> 00:10:36,690 +نيوتن + +103 +00:10:36,690 --> 00:10:44,290 +متر طيب ال engine is running at 800 rpm يعني ال + +104 +00:10:44,290 --> 00:10:53,360 +speed الآن بسوة 800ر بي ام الانجين + +105 +00:10:53,360 --> 00:11:02,060 +لديه طرق تعت الانجين تلاتمية ملي ميتر تلاتمية + +106 +00:11:02,060 --> 00:11:06,020 +ملي ميتر تلاتمية ملي ميتر تلاتمية + +107 +00:11:06,020 --> 00:11:07,620 +ملي ميتر تلاتمية ملي ميتر تلاتمية ملي ميتر تلاتمية + +108 +00:11:07,620 --> 00:11:07,880 +ملي ميتر تلاتمية ملي ميتر تلاتمية ملي ميتر تلاتمية + +109 +00:11:07,880 --> 00:11:07,880 +ملي ميتر تلاتمية ملي ميتر تلاتمية ملي ميتر تلاتمية + +110 +00:11:07,880 --> 00:11:07,900 +ملي ميتر تلاتمية ملي ميتر تلاتمية ملي ميتر تلاتمية + +111 +00:11:07,900 --> 00:11:11,260 +ملي ميتر تلاتمية ملي ميتر تلاتمية ملي ميتر تلاتمية + +112 +00:11:11,260 --> 00:11:16,180 +ملي ميتر تلاتمية ملي ميتر تلات + +113 +00:11:22,420 --> 00:11:25,500 +.O4 Determine a suitable diameter and cross + +114 +00:11:25,500 --> 00:11:32,740 +-section of the flywheel بده ال diameter و ال + +115 +00:11:32,740 --> 00:11:40,060 +cross-section ده ال flywheel و flywheel rim for a + +116 +00:11:40,060 --> 00:11:44,760 +limiting valueof the safe centroidal stress بحيث + +117 +00:11:44,760 --> 00:11:51,600 +ال stress مايتخطاش سبعة ميجا سيجما سبعة + +118 +00:11:51,600 --> 00:11:59,680 +ميجا بسكال the material density may be assumed as + +119 +00:11:59,680 --> 00:12:03,880 +raw مخ بتاعة ال cast iron + +120 +00:12:12,200 --> 00:12:18,700 +the width rim خمس أضاعف ال thickness هاي ال + +121 +00:12:18,700 --> 00:12:24,920 +flywheel هذا + +122 +00:12:24,920 --> 00:12:32,080 +البعد التالت طبعا هذا + +123 +00:12:32,080 --> 00:12:37,140 +ال B هذا + +124 +00:12:37,140 --> 00:12:40,400 +ايش ال B وهذا + +125 +00:12:42,930 --> 00:12:54,990 +الـ T الـ B بالساوية خمسة T طيب + +126 +00:12:54,990 --> 00:13:03,310 +احنا عشان نحسب نبدأ من الآخر عشان نحسب ال ال + +127 +00:13:03,310 --> 00:13:10,850 +D هستخدم علاقة نا سيجما بالساوية + +128 +00:13:13,620 --> 00:13:21,940 +row R تربية Omega تربية لأن ال sigma معروفة عنده و + +129 +00:13:21,940 --> 00:13:26,240 +ال row معروفة و ال omega معروفة عنده يعني ال R + +130 +00:13:26,240 --> 00:13:29,780 +ستكون + +131 +00:13:29,780 --> 00:13:40,560 +ساوة sigma على row Omega تربية تحت الجدر صح؟ يعني + +132 +00:13:40,560 --> 00:13:46,750 +ال Rهتكون تستوى جزر تربيه ال sigma عندي سبعمية + +133 +00:13:46,750 --> 00:13:52,830 +يعني سبعة في عشرة اقل ستة بسكال على ال road سبعة + +134 +00:13:52,830 --> 00:13:58,890 +تلف و متين ال omega احنا لقالنا عندي تمانمية اكم + +135 +00:13:58,890 --> 00:14:02,250 +تطلع + +136 +00:14:02,250 --> 00:14:09,870 +تمانين و ايش اكتر من تمانين اكم تلت تمانين تربيع + +137 +00:14:15,730 --> 00:14:20,130 +متر تلاتي بوند تلاتي سبعة اكم بوند متر تلاتي سبعة + +138 +00:14:20,130 --> 00:14:24,990 +اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند + +139 +00:14:24,990 --> 00:14:27,550 +تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة + +140 +00:14:27,550 --> 00:14:29,130 +اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند + +141 +00:14:29,130 --> 00:14:29,250 +تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة + +142 +00:14:29,250 --> 00:14:29,250 +اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند + +143 +00:14:29,250 --> 00:14:31,130 +تلاتي سبعة اكم بوند تلاتي سبعة اكم بوند تلاتي سبعة + +144 +00:14:31,130 --> 00:14:37,230 +اكم + +145 +00:14:37,230 --> 00:14:40,890 +بوند + +146 +00:14:40,890 --> 00:14:53,180 +تلاتي سبعة االـ A بالسواء M على باي دي فرق بدي ال + +147 +00:14:53,180 --> 00:15:01,940 +M ال M اللي انا بجيبها مش + +148 +00:15:01,940 --> 00:15:08,320 +عارف انا اللي .. ماهي نفس المعادلة هو معطيني ال + +149 +00:15:08,320 --> 00:15:12,280 +turning point دياجرام ممكن استفيد منه اللي هي + +150 +00:15:12,280 --> 00:15:14,460 +Delta E عنده ايش الساعة؟ + +151 +00:15:17,370 --> 00:15:26,850 +M R Square Omega Square CS CS معروف عندي و ال M + +152 +00:15:26,850 --> 00:15:31,130 +معروف عندي و ال R معروف عندي دلتا ايه دلتا ايه + +153 +00:15:31,130 --> 00:15:37,050 +اللي أنا بجيبها من ال diagram من ال diagram من ال + +154 +00:15:37,050 --> 00:15:43,630 +diagram عندي ال point و + +155 +00:15:43,630 --> 00:15:54,670 +ال energy بتاعتهاعند A هسميها A عند B E ناقص + +156 +00:15:54,670 --> 00:15:59,630 +تلاتين عند C E + +157 +00:15:59,630 --> 00:16:13,870 +تلاتمية و تمانين عند D E زائد مية عند E E + +158 +00:16:17,090 --> 00:16:24,310 +and F E and + +159 +00:16:24,310 --> 00:16:31,470 +G and + +160 +00:16:31,470 --> 00:16:35,750 +H and + +161 +00:16:35,750 --> 00:16:43,110 +H E ناقص عشرين and + +162 +00:16:43,110 --> 00:16:43,450 +K + +163 +00:16:51,720 --> 00:16:55,660 +عند L A + +164 +00:16:55,660 --> 00:17:00,500 +وين + +165 +00:17:00,500 --> 00:17:03,620 +ال maximum؟ المشكلة ده كانت تطلع عند A، هاد + +166 +00:17:03,620 --> 00:17:11,260 +المشكلة ده ال minimum + +167 +00:17:11,260 --> 00:17:13,240 +عند وين؟ عند B + +168 +00:17:23,910 --> 00:17:29,750 +فمشكلة هذه فاهمينها + +169 +00:17:29,750 --> 00:17:36,710 +هذه طيب كويس Delta A بالساوية أربعمائة و عشرين + +170 +00:17:36,710 --> 00:17:43,010 +زائد تلاتين أربعمائة + +171 +00:17:43,010 --> 00:17:46,350 +و خمسين اربعمائة و خمسين مليمتر square + +172 +00:17:50,600 --> 00:17:55,340 +يعني هتكون سوى أربعمية و خمسين الكل ملي متر square + +173 +00:17:55,340 --> 00:18:03,960 +في اخ اتنين و خمسين point تلاتة كم؟ تلاتة و عشان + +174 +00:18:03,960 --> 00:18:09,180 +الف و خمسمية طيب + +175 +00:18:17,630 --> 00:18:22,690 +الدلتة ايه تلاتة و عشرين ألف خمسمية و خمسة و + +176 +00:18:22,690 --> 00:18:32,810 +تلاتين بالسواء M في ال R بونت تلاتة سبعة اتنين + +177 +00:18:32,810 --> 00:18:39,570 +تربيع في تلاتة تمانين بونت تمانية تربيع في بونت + +178 +00:18:39,570 --> 00:18:45,190 +اربعة و منها بحسب ال M + +179 +00:18:55,470 --> 00:19:03,590 +طيب معناته ال A هتكون ساوى ستمية و خمسة على باي في + +180 +00:19:03,590 --> 00:19:15,730 +bond سبعة أربعة أربعة في سبعة ألف و متين point + +181 +00:19:15,730 --> 00:19:18,790 +zero + +182 +00:19:20,170 --> 00:19:28,450 +zero تلاتة خمسة متر مربع مظبوط + +183 +00:19:28,450 --> 00:19:37,790 +هذه ال area مقطع بصوة P في T ال P خمسة T يعني خمسة + +184 +00:19:37,790 --> 00:19:46,150 +T تربيع بصوة point O تلاتة خمسة ومنها T + +185 +00:19:49,250 --> 00:19:59,230 +تطلع point O تلاتة خمسة على خمسة تحت الجدر point + +186 +00:19:59,230 --> 00:20:02,790 +O + +187 +00:20:02,790 --> 00:20:08,370 +تمنع الرمية يعني اربعة وتمانين millimeter يعني ال + +188 +00:20:08,370 --> 00:20:13,490 +B هتكون خمسة باربعة بعشرين + +189 +00:20:19,420 --> 00:20:29,580 +millimeter صح نعم + +190 +00:20:29,580 --> 00:20:36,740 +ال B ال width ال flywheel ده + +191 +00:20:36,740 --> 00:20:43,860 +رسوم 3D هذه + +192 +00:20:43,860 --> 00:20:55,290 +ال B و هذه ايهالـ T في + +193 +00:20:55,290 --> 00:21:15,810 +أي سؤال؟ شوف السؤال التاني a + +194 +00:21:15,810 --> 00:21:24,180 +single cylinder يعني ال singlecylinder double + +195 +00:21:24,180 --> 00:21:34,300 +acting steam engine develops + +196 +00:21:34,300 --> 00:21:40,800 +مية و خمسين kilowatt ال power بتاعته مية و خمسين + +197 +00:21:40,800 --> 00:21:45,960 +kilowatt at + +198 +00:21:45,960 --> 00:21:46,640 +mean speed + +199 +00:21:53,410 --> 00:22:04,090 +يعني omega أصبوت + +200 +00:22:04,090 --> 00:22:07,930 +37 في الأول ما حطيطول الرقم غلط المرة اللي حطيطول + +201 +00:22:07,930 --> 00:22:15,170 +هي 8.32 إذا فاكرين اللي هي كانت 800 صح 88.2 أكمها + +202 +00:22:15,170 --> 00:22:25,700 +دي 8.37 طيب هذي radiansper second طيب + +203 +00:22:25,700 --> 00:22:33,860 +the coefficient of fluctuation of energy CE بساوية + +204 +00:22:33,860 --> 00:22:39,860 +zero point one and fluctuation of speed is plus or + +205 +00:22:39,860 --> 00:22:41,320 +minus two percent of mean speed + +206 +00:22:48,610 --> 00:22:52,950 +if mean diameter of library rim is two meter دي + +207 +00:22:52,950 --> 00:22:58,390 +مترين and + +208 +00:22:58,390 --> 00:23:12,150 +hub and spoke هاي ال hub + +209 +00:23:12,150 --> 00:23:15,850 +في النص في ال spots + +210 +00:23:21,210 --> 00:23:26,610 +هذه ال hub وهذه ال spokes and + +211 +00:23:26,610 --> 00:23:29,350 +the hub and spokes provide five percent of the + +212 +00:23:29,350 --> 00:23:34,170 +rotation inertia of the flow يعني ال I بتاعة ال + +213 +00:23:34,170 --> 00:23:40,090 +spokes و ال hub بالساعة point oh five من ال I + +214 +00:23:40,090 --> 00:23:43,430 +الكليه ال I الكليه اللي هي بتاعة ال spokes و ال + +215 +00:23:43,430 --> 00:23:48,490 +hub و ال rim معناته + +216 +00:23:48,490 --> 00:23:54,270 +I الكليه شويهI بتاعة الـ spokes والـ hub زاد I + +217 +00:23:54,270 --> 00:23:59,870 +بتاعة الـ rim، صح؟ + +218 +00:23:59,870 --> 00:24:04,830 +معناته I بتاعة الـ rim يعني هيكون عندي I بتساوي + +219 +00:24:04,830 --> 00:24:13,110 +point oh five I الكلية زاد I بتاعة الـ rim معناته + +220 +00:24:13,110 --> 00:24:18,570 +I بتاعة الـ rim الـ + +221 +00:24:18,570 --> 00:24:25,020 +IFind the mass and cross-sectional area of the + +222 +00:24:25,020 --> 00:24:31,160 +flywheel rim أوجد ال mass بتاعة ال flywheel rim و + +223 +00:24:31,160 --> 00:24:37,540 +ال cross-sectional area Assume + +224 +00:24:37,540 --> 00:24:40,800 +density of flywheel material raw + +225 +00:24:50,080 --> 00:24:59,440 +متر مكعب طيب + +226 +00:24:59,440 --> 00:25:05,780 +انا عارف ال mean speed وعارف + +227 +00:25:05,780 --> 00:25:10,700 +ال power ممكن احسب ال mean torque صح ال mean + +228 +00:25:10,700 --> 00:25:17,980 +torque يعني ال power سواء ال T mean في omega صح + +229 +00:25:19,050 --> 00:25:27,610 +معنى التيمين سواء مية و خمسين ألف على + +230 +00:25:27,610 --> 00:25:41,550 +تمانية point تلاتة سبعة أكم تطلع سبعتاشر + +231 +00:25:41,550 --> 00:25:48,190 +ألف طيب + +232 +00:26:02,720 --> 00:26:09,480 +انا اقول هنا ال work done per cycle لان + +233 +00:26:09,480 --> 00:26:13,540 +عندي ال + +234 +00:26:13,540 --> 00:26:20,100 +coefficient of fluctuation في ال CE ايش بيساوي ال + +235 +00:26:20,100 --> 00:26:29,240 +delta E ع ال work done في ال cycle و ال work done + +236 +00:26:29,240 --> 00:26:29,900 +في ال cycle + +237 +00:26:33,780 --> 00:26:43,900 +و Cycle بيستوى ال power في ستين على N small N + +238 +00:26:43,900 --> 00:26:49,760 +small بيستوى N capital in case of steam engine and + +239 +00:26:49,760 --> 00:26:51,760 +two stroke internal combustion engine احنا عندنا + +240 +00:26:51,760 --> 00:26:56,640 +ايش steam engine يعني هتكون ال P عندى مية و خمسين + +241 +00:26:56,640 --> 00:27:01,620 +الف في ستين والصراعي عندى اكم + +242 +00:27:05,170 --> 00:27:08,710 +تمنين يعني بيطلع ال work done per cycle أكم + +243 +00:27:08,710 --> 00:27:16,610 +بالساوية نوتن + +244 +00:27:16,610 --> 00:27:26,410 +متر معناه ال delta A بالساوية CE في W per cycle ال + +245 +00:27:26,410 --> 00:27:33,410 +CE point one في مية و اتناشر الف و خمسميةيعني + +246 +00:27:33,410 --> 00:27:47,470 +هيكون احداشر الف احداشر + +247 +00:27:47,470 --> 00:27:57,330 +الف و متين و خمسين طيب + +248 +00:27:57,330 --> 00:28:01,610 +ال delta E ايه في الساوية؟ + +249 +00:28:06,600 --> 00:28:15,620 +بسوء M نذكرها K تربية Omega تربية CS هذا لو كانت + +250 +00:28:15,620 --> 00:28:23,180 +في ال bus رم فيها بس في عندى رم و spokes و hub ال + +251 +00:28:23,180 --> 00:28:31,080 +M في K تربية إيه؟ يعني Delta E سواء I Omega تربية + +252 +00:28:31,080 --> 00:28:39,940 +في ال CSبحسب ال I دلتا + +253 +00:28:39,940 --> 00:28:49,900 +ايه حتكون دلتا ايه حتكون + +254 +00:28:49,900 --> 00:28:50,380 +دلتا ايه حتكون دلتا ايه حتكون دلتا ايه حتكون دلتا + +255 +00:28:50,380 --> 00:28:50,380 +ايه حتكون دلتا ايه حتكون دلتا ايه حتكون دلتا ايه + +256 +00:28:50,380 --> 00:28:50,620 +حتكون دلتا ايه حتكون دلتا ايه حتكون دلتا ايه حتكون + +257 +00:28:50,620 --> 00:28:51,060 +دلتا ايه حتكون دلتا ايه حتكون دلتا ايه حتكون دلتا + +258 +00:28:51,060 --> 00:28:52,300 +ايه حتكون دلتا ايه حتكون دلتا ايه حتكون دلتا ايه + +259 +00:28:52,300 --> 00:28:59,420 +حتكون دلتا ايه حتكون + +260 +00:28:59,420 --> 00:29:11,230 +دلتا ايه حتكون دلتا ايه حتكونkilogram متر تربيع ال + +261 +00:29:11,230 --> 00:29:18,770 +I تاعة الرم لحالها كم؟ + +262 +00:29:18,770 --> 00:29:25,290 +point تسعة خمسة في الاربع تلاف واربعتاش point ستة + +263 +00:29:25,290 --> 00:29:32,550 +تلت تلاف و تمنمية هذا + +264 +00:29:32,550 --> 00:29:33,410 +شو يستوي؟ + +265 +00:29:38,570 --> 00:29:49,510 +So MR تربيع M للرم و منها بحسب ال M بالساوية تلت + +266 +00:29:49,510 --> 00:29:55,510 +تلاف و تانمية و تلتاش على ال R يعني ال D معطيني + +267 +00:29:55,510 --> 00:30:03,030 +مترين صح على واحد يعني تطلع تلت تلاف و مية و + +268 +00:30:03,030 --> 00:30:04,430 +تلتاشر كيلو جرام + +269 +00:30:11,240 --> 00:30:27,240 +هك عسبنا ياش ال mass طيب + +270 +00:30:27,240 --> 00:30:36,040 +ال + +271 +00:30:36,040 --> 00:30:36,900 +a h الساوية + +272 +00:30:39,470 --> 00:30:47,010 +الماس تاعة الرم على باي دي فيرو يعني الماس تاعة + +273 +00:30:47,010 --> 00:30:55,250 +الرم هي تلت تلاف و تمان مية و تلتاش على باي في + +274 +00:30:55,250 --> 00:31:07,630 +اتنين في سبعة تلاف و متين point o متر + +275 +00:31:07,630 --> 00:31:08,130 +مربع + +276 +00:31:15,440 --> 00:31:23,620 +هيك جيبنا ال cross section في + +277 +00:31:23,620 --> 00:31:27,860 +اي سؤال؟ + +278 +00:31:27,860 --> 00:31:43,760 +هذه + +279 +00:31:43,760 --> 00:31:48,340 +ال rim الخارجيةالريم اللى فى المصدر هدى ال hub + +280 +00:31:48,340 --> 00:31:54,140 +وهدى العصاب ال spokes بالظبط + +281 +00:31:54,140 --> 00:31:56,900 +لأن ال shaft فيه لثقوب ال shaft بيجي هنا فهدى ال + +282 +00:31:56,900 --> 00:32:04,920 +hub هدى ال spokes وهدى ايش ال rim انحل + +283 +00:32:04,920 --> 00:32:12,740 +سؤال تانى a multi cylinder engine is to run at a + +284 +00:32:12,740 --> 00:32:21,110 +speed of six hundred rpmيعني الان بالسواء + +285 +00:32:21,110 --> 00:32:29,010 +ستمائة rpm يعني ال omega كام ال + +286 +00:32:29,010 --> 00:32:40,830 +omega اتنين وستين طيب + +287 +00:32:43,080 --> 00:32:45,580 +on drawing the trigonometric diagram to a scale + +288 +00:32:45,580 --> 00:32:49,860 +لان انا عندى هاي تجارب تجارب تجارب تجارب تجارب + +289 +00:32:49,860 --> 00:32:53,180 +تجارب + +290 +00:32:53,180 --> 00:32:56,700 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +291 +00:32:56,700 --> 00:32:56,720 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +292 +00:32:56,720 --> 00:32:57,280 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +293 +00:32:57,280 --> 00:32:57,780 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +294 +00:32:57,780 --> 00:32:57,800 +تجارب تجارب تجارب تجارب تجارب تجارب تجارب تجارب + +295 +00:32:57,800 --> 00:33:10,060 +تجارب تجارب تجارب تجارب تجارب + +296 +00:33:10,060 --> 00:33:16,650 +تجواحد ميلي متر يعادل تلت درجات معناه واحد ميلي + +297 +00:33:16,650 --> 00:33:24,290 +متر square هيكون اتنين وخمسين في تلاتة في باي عمية + +298 +00:33:24,290 --> 00:33:32,510 +و تمانين تلتاش point واحد + +299 +00:33:32,510 --> 00:33:34,550 +نيوتن متر + +300 +00:33:36,970 --> 00:33:40,010 +the speed is to be kept within plus or minus one + +301 +00:33:40,010 --> 00:33:43,670 +percent of the main speed of the engine يعني ال CS + +302 +00:33:43,670 --> 00:33:51,290 +اتنين في المائة calculate necessary moment of + +303 +00:33:51,290 --> 00:33:55,410 +inertia of the flywheel بتركز في moment of inertia + +304 +00:33:55,410 --> 00:33:56,550 +اللي هي I + +305 +00:34:04,460 --> 00:34:07,180 +determine suitable dimensions of a rectangular + +306 +00:34:07,180 --> 00:34:13,720 +flywheel rim اذا كان مقطع الريم مستطيل ال breadth + +307 +00:34:13,720 --> 00:34:21,820 +بي بتاعها بساوة اتنين ت ال + +308 +00:34:21,820 --> 00:34:23,360 +density of cast iron + +309 +00:34:36,320 --> 00:34:48,080 +and its hoop stress sigma ستة ميجا اسكال assume + +310 +00:34:48,080 --> 00:34:50,860 +that rim contributes ninety two percent of + +311 +00:34:50,860 --> 00:34:58,300 +flywheel effect يعني ال rim بتمثل + +312 +00:34:58,300 --> 00:35:01,680 +ninety two percent ال flywheel + +313 +00:35:08,800 --> 00:35:17,340 +effect طيب هو بده إيش؟ بده ال I و ال cross section + +314 +00:35:17,340 --> 00:35:22,700 +أنا + +315 +00:35:22,700 --> 00:35:26,900 +عندي اللي بدي أحسب ال delta E في الأول صح؟ المعنى + +316 +00:35:26,900 --> 00:35:32,940 +انت بدي أعرف ال max و ال minimum عندي ال pointبس + +317 +00:35:32,940 --> 00:35:41,540 +طلع ليش بي و اي هاليد بي point وال اي نقطة اي اللي + +318 +00:35:41,540 --> 00:35:56,300 +هي اي بي اي زي المية و ستين وال سي اي ناقص اتناش و + +319 +00:35:56,300 --> 00:35:56,760 +دي + +320 +00:36:00,940 --> 00:36:05,820 +مية ستة و خمسين ايه؟ + +321 +00:36:05,820 --> 00:36:09,200 +او ايه؟ + +322 +00:36:09,200 --> 00:36:12,640 +او + +323 +00:36:12,640 --> 00:36:21,340 +اف ايه زائد؟ + +324 +00:36:21,340 --> 00:36:25,880 +او جيه؟ + +325 +00:36:30,960 --> 00:36:39,480 +هنا دي ايش ال minimum وال maximum هي عند B او عند + +326 +00:36:39,480 --> 00:36:43,540 +F هنتبهر + +327 +00:36:43,540 --> 00:36:50,060 +عند F عشان نغير القاعدة هاي ال max اللي + +328 +00:36:50,060 --> 00:36:53,840 +هم بيختلفوا فعلا بيختلفوا بيختلفوا انا طلعت ماشي + +329 +00:36:53,840 --> 00:37:04,740 +ال delta E هتكون مية و اتنين و ستينزائد اتناش مية + +330 +00:37:04,740 --> 00:37:17,660 +أربعة و سبعين فيه تلتاش point واحد صح؟ اه كم بطلع؟ + +331 +00:37:17,660 --> 00:37:25,540 +مية و تسعين زائد خمسة و تلاتين مية و سبعة و تسعين + +332 +00:37:40,840 --> 00:37:55,320 +الـ Delta A + +333 +00:37:55,320 --> 00:38:00,080 +I + +334 +00:38:13,360 --> 00:38:24,800 +cs منها بحسب ال I اللي هتكون الفين و خمسمية واحد + +335 +00:38:24,800 --> 00:38:29,960 +تمانين على اتنين و ستين + +336 +00:38:52,600 --> 00:39:00,000 +انتوا لاحظوا Delta E تتناسب ترضي مع Iمعناته لما هو + +337 +00:39:00,000 --> 00:39:05,540 +حكال ان ال rim بتمثل 82% من ال fly و ال effect هي + +338 +00:39:05,540 --> 00:39:11,840 +حقيقة برضه تمثل 92% من ال .. من ال ايه؟ من ال I من + +339 +00:39:11,840 --> 00:39:17,440 +ال energy معناته هتكون ال I بتاعة ال rim هو point + +340 +00:39:17,440 --> 00:39:22,120 +9 2 في 32 point 7 + +341 +00:39:37,760 --> 00:39:44,540 +تلاتين ال I تاعت رم بسوى + +342 +00:39:44,540 --> 00:39:52,420 +MR تربيعي مظبوط + +343 +00:39:52,420 --> 00:39:57,180 +و في عندهين سجما + +344 +00:40:04,070 --> 00:40:12,210 +بالساوية رو R تربيع أمجا تربيع من هنا بحسب الـ R + +345 +00:40:12,210 --> 00:40:19,310 +بالساوية الجذر التربيعي لسجمه + +346 +00:40:19,310 --> 00:40:31,010 +على رو أمجا تربيعي هتساوي الجذر التربيعيسجمه ستة + +347 +00:40:31,010 --> 00:40:41,570 +ستة في عشر عقل ستة على سبعة تلاف وانتين وخمسين في + +348 +00:40:41,570 --> 00:40:51,050 +الامجا Zero + +349 +00:40:51,050 --> 00:40:53,950 +point + +350 +00:41:00,120 --> 00:41:07,620 +أربعة خمسة تمانية و أربعة + +351 +00:41:07,620 --> 00:41:09,320 +خمسة تمانية و أربعة خمسة تمانية و أربعة خمسة + +352 +00:41:09,320 --> 00:41:10,400 +تمانية و أربعة خمسة تمانية و أربعة خمسة تمانية و + +353 +00:41:10,400 --> 00:41:10,820 +أربعة خمسة تمانية و أربعة خمسة تمانية و أربعة خمسة + +354 +00:41:10,820 --> 00:41:15,220 +تمانية و أربعة خمسة تمانية و أربعة خمسة تمانية و + +355 +00:41:15,220 --> 00:41:16,420 +أربعة خمسة تمانية و أربعة خمسة تمانية و أربعة خمسة + +356 +00:41:16,420 --> 00:41:16,840 +تمانية و أربعة خمسة تمانية و أربعة خمسة تمانية و + +357 +00:41:16,840 --> 00:41:23,920 +أربعة خمسة تمانية و أربعة خمسة تمانية و أربعة خمسة + +358 +00:41:23,920 --> 00:41:27,040 +تمانية و + +359 +00:41:27,040 --> 00:41:28,840 +أربعة خمسة تمانية و أربعة خ + +360 +00:41:37,320 --> 00:41:42,560 +منها ال area بتاعة الرم ال area اللي هي بيساوي ايش + +361 +00:41:42,560 --> 00:41:53,860 +ال area اللي + +362 +00:41:53,860 --> 00:42:04,730 +هي M على B D فرق يعني هتساويمية و تلاتة و اربعين + +363 +00:42:04,730 --> 00:42:15,230 +point four على باي اللي هي في اتنين في point اربع + +364 +00:42:15,230 --> 00:42:22,830 +خمس تمانية في سبعة تلاف و متين و خمسين اكم + +365 +00:42:22,830 --> 00:42:27,490 +بالساوية اكم + +366 +00:42:27,490 --> 00:42:31,910 +point + +367 +00:42:31,910 --> 00:42:32,530 +o o + +368 +00:42:47,790 --> 00:42:51,150 +بتساوي ال B في T و ال B سوا اتنين T يعني سوا اتنين + +369 +00:42:51,150 --> 00:43:01,610 +T تربيع و من هنا بحسب ال T اقسمها اتنين و اخد جدر + +370 +00:43:06,680 --> 00:43:18,600 +point A 58 ملي و ال B 116 ملي + +371 +00:43:18,600 --> 00:43:25,520 +متر طيب + +372 +00:43:25,520 --> 00:43:31,240 +المحاضرة الجاي اللي هو chapter بتاع ال balancing + +373 +00:43:31,240 --> 00:43:35,890 +of rotating massesو 21 balancing of rotating + +374 +00:43:35,890 --> 00:43:40,950 +masses و لبعد balancing of reciprocating masses + +375 +00:43:40,950 --> 00:43:45,870 +بعدين اعطيكوا ال gears two chapters بعدين ال + +376 +00:43:45,870 --> 00:43:46,190 +counts + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/iCF3UwOJPUY.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/iCF3UwOJPUY.srt new file mode 100644 index 0000000000000000000000000000000000000000..ebe75e429052ce743c8f1f70dae79e695dbfc33c --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/iCF3UwOJPUY.srt @@ -0,0 +1,1528 @@ +1 +00:00:04,590 --> 00:00:06,930 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:06,930 --> 00:00:11,650 +وبركاته اليوم هتكون أول محاضرة في نظرية الآلات + +3 +00:00:11,650 --> 00:00:16,130 +هعمل مراجعة سريعة على ال dynamics هركز على ال + +4 +00:00:16,130 --> 00:00:20,490 +Coriolis acceleration المراجعة هتكون من خلال حل + +5 +00:00:20,490 --> 00:00:26,250 +مثال على Coriolis acceleration أنا طبعًا مبين عندي + +6 +00:00:26,250 --> 00:00:30,290 +هين عندي two rotating rods are connected by a + +7 +00:00:30,290 --> 00:00:40,320 +sliding block P عندي عندي هاي رد AD و رد BE + +8 +00:00:40,320 --> 00:00:50,020 +لأن فيهم محاور دوران عند A و عند B الحالة + +9 +00:00:50,020 --> 00:00:57,420 +على الشمال في عندي طبعًا slider هنا ال slider بنزلق + +10 +00:00:57,420 --> 00:01:02,070 +بالنسبة للرد هذا في الحالة الأولى في الحالة الثانية + +11 +00:01:02,070 --> 00:01:09,330 +السلايدر بنزل بالنسبة للرد AD بيختلفوا + +12 +00:01:09,330 --> 00:01:13,390 +عن بعض مش نفس الأشياء إلا أن المعلومات اللي مواطية + +13 +00:01:13,390 --> 00:01:21,050 +عنده الرد AB بيدور + +14 +00:01:21,050 --> 00:01:22,450 +بسرعة زاوية Omega A + +15 +00:01:30,030 --> 00:01:38,390 +عشرة radian per second constant + +16 +00:01:38,390 --> 00:01:49,050 +معناته Alpha A قيمتها Zero ومعطيني + +17 +00:01:49,050 --> 00:01:53,310 +المسافة AP بتساوي + +18 +00:01:53,310 --> 00:01:59,290 +ثلاثمائة ملي طيب + +19 +00:02:01,280 --> 00:02:05,760 +نبدا نحسب السرعة + +20 +00:02:05,760 --> 00:02:15,920 +الزاوية للرد BE والعجلة الزاوية للرد BE والسرعة + +21 +00:02:15,920 --> 00:02:23,560 +السلايدر بالنسبة للرد BE هنبدأ + +22 +00:02:23,560 --> 00:02:24,320 +في المثال هذا + +23 +00:02:28,720 --> 00:02:36,960 +المطلوب بدي Omega BE + +24 +00:02:36,960 --> 00:02:43,340 +المطلوب نحسبها و Alpha BE + +25 +00:02:43,340 --> 00:02:48,700 +هاي المطلوب نحسبها + +26 +00:02:48,700 --> 00:02:55,740 +الآن أول شيء هأوجد محور إحداثيات ثابتة محور + +27 +00:02:55,740 --> 00:03:00,900 +إحداثيات الثابتة ممكن أحطها عند A أو عند B بيصير + +28 +00:03:00,900 --> 00:03:05,940 +هأحطها عند مثلاً هاي + +29 +00:03:05,940 --> 00:03:11,220 +X Capital وهاي + +30 +00:03:11,220 --> 00:03:23,600 +Y Capital هذه نقطة B وهذه A المحاور + +31 +00:03:23,600 --> 00:03:30,280 +إحداثيات بدي أحطها على ال part اللي فيه sliding + +32 +00:03:30,280 --> 00:03:37,780 +بالنسبة له ال roller هدا أو ال block هدا slide + +33 +00:03:37,780 --> 00:03:48,880 +بالنسبة لهدا، صح؟ المعنى أن أحط X small و + +34 +00:03:48,880 --> 00:03:49,560 +Y small + +35 +00:03:55,080 --> 00:04:00,260 +نحكي attach rotating + +36 +00:04:00,260 --> 00:04:03,700 +frame + +37 +00:04:03,700 --> 00:04:08,080 +x + +38 +00:04:08,080 --> 00:04:20,500 +small و y small رد BE ازاي + +39 +00:04:20,500 --> 00:04:21,220 +واحد وعشرين + +40 +00:04:26,960 --> 00:04:33,560 +الآن هأخذ نقطة P هأجي + +41 +00:04:33,560 --> 00:04:40,160 +أحكي VP سرعة + +42 +00:04:40,160 --> 00:04:43,980 +النقطة P معرفة completely من خلال ال rotation + +43 +00:04:43,980 --> 00:04:50,260 +بتاع رد AP هتكون معناته هو بيدور ال clockwise + +44 +00:04:50,260 --> 00:05:04,230 +هتكون عمودية يعني ايه؟ هذه VP VP + +45 +00:05:04,230 --> 00:05:13,690 +هتكون تعمل زاوية ستين درجة معانا فوقي هذي + +46 +00:05:13,690 --> 00:05:19,210 +بتساوي VP + +47 +00:05:19,210 --> 00:05:25,130 +Prime زائد VP Relative + +48 +00:05:40,960 --> 00:05:45,980 +بالنسبة لهذا هناك جزئية ناتجة عن ال rotation وهناك + +49 +00:05:45,980 --> 00:05:47,380 +جزئية ناتجة عن ال sliding + +50 +00:05:55,990 --> 00:06:03,950 +Due to rotation هتكون عمودية على الرد هذا هذه + +51 +00:06:03,950 --> 00:06:07,610 +VP تعمل + +52 +00:06:07,610 --> 00:06:17,130 +زاوية عشرين درجة VP بيستوى Omega P في + +53 +00:06:17,130 --> 00:06:19,990 +BP + +54 +00:06:27,470 --> 00:06:42,010 +لأن BP أعطاه عندي هذه ثلاثمائة هذه + +55 +00:06:42,010 --> 00:06:50,030 +زاوية عشرين مظبوط معناته هذه هتكون كم الزاوية + +56 +00:06:50,030 --> 00:06:57,970 +أربعين صح هذه بيساوي هذه زائد هذي معناته الزبدة هذه + +57 +00:06:57,970 --> 00:07:06,330 +هتكون مائة وعشرين خنشرح + +58 +00:07:06,330 --> 00:07:13,130 +اللي أخدت المثلث هذه ايه المثلث + +59 +00:07:34,950 --> 00:07:36,350 +اباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباباببابابباببابببببببببببببببببببببببببببببببببببببببببببببببب + +60 +00:07:46,120 --> 00:07:56,180 +على الـ sign العشرين بيستوى BE على ال sign مائة + +61 +00:07:56,180 --> 00:08:04,460 +وعشرون وأنا بحسب ال AP بيستوى ثلاثمائة ال sign + +62 +00:08:04,460 --> 00:08:08,960 +العشرين على ال sign الأربعين ثلاثمائة وتسعة وخمسين + +63 +00:08:08,960 --> 00:08:18,190 +فاصلة ستة ميلي متر و BE بيكون ثلاثمائة على صين + +64 +00:08:18,190 --> 00:08:38,610 +أربعين ميلي + +65 +00:08:38,610 --> 00:08:42,610 +متر معناته ال VP Prime + +66 +00:08:46,030 --> 00:08:54,690 +هتكون VP Prime هتعمل زاوية ايه؟ عشرين ال Omega B + +67 +00:08:54,690 --> 00:08:57,210 +أنا مش عارف بس أنا عارف ال BP هتكون أربعمائة أو + +68 +00:08:57,210 --> 00:09:05,290 +أربعة خلينا نحكي point أربعة أربعة اثنين Omega B + +69 +00:09:05,290 --> 00:09:11,470 +والزاوية عشرين درجة هتبتدي تساوي ال VV Prime + +70 +00:09:15,660 --> 00:09:20,800 +الـ relative ال slide بتتحرك بالنسبة للرد في هذا + +71 +00:09:20,800 --> 00:09:31,300 +الاتجاه فهيكون هذه سرعة هذه VP relative + +72 +00:09:31,300 --> 00:09:34,700 +يعني + +73 +00:09:34,700 --> 00:09:39,940 +خليني أحطها هذه VP + +74 +00:09:46,300 --> 00:09:52,400 +relative لاحظوا ال VP جاية بين ال VP relative و ال + +75 +00:09:52,400 --> 00:09:56,880 +VP prime مش واضح ان ال VP هي المحصلة بتاعتهم + +76 +00:09:56,880 --> 00:10:06,360 +أضغط ال VP relative هتكون + +77 +00:10:06,360 --> 00:10:11,860 +قيمتها VP relative الزاوية + +78 +00:10:11,860 --> 00:10:12,640 +مع ال vertical + +79 +00:10:19,940 --> 00:10:24,060 +عشرين درجة وال + +80 +00:10:24,060 --> 00:10:28,200 +VP بيساوي Omega + +81 +00:10:28,200 --> 00:10:36,960 +A في AP وبتعمل + +82 +00:10:36,960 --> 00:10:44,600 +زاوية مع الأفق ايه ستين + +83 +00:10:44,600 --> 00:10:46,880 +درجة طيب + +84 +00:10:48,940 --> 00:10:55,000 +القمية اللي معطيني إياها اللي هي عشرة في + +85 +00:10:55,000 --> 00:11:00,180 +AP اللي هو مائة وتسعة وخمسين point واحد خمسة تسعة + +86 +00:11:00,180 --> 00:11:09,960 +ستة يعني هتساوي واحد point خمسة تسعة ستة meter per + +87 +00:11:09,960 --> 00:11:15,420 +second وبتعمل زاوية ايه ستين درجة + +88 +00:11:20,890 --> 00:11:28,030 +أنا هأحكي وهأعوض عن VP اللي هي واحد point خمسة تسعة + +89 +00:11:28,030 --> 00:11:36,450 +ستة meter per second و بتعمل زاوية ستين درجة + +90 +00:11:36,450 --> 00:11:46,610 +مع الأفق هتساوي VP prime اللي هي zero point اربعة + +91 +00:11:46,610 --> 00:11:50,270 +أربعة أربعة اثنين Omega B + +92 +00:11:53,280 --> 00:12:06,120 +هاذي عشرين بتعمل زاوية عشرين درجة + +93 +00:12:06,120 --> 00:12:16,980 +مع الأفق زائد VP relative اللي هي VP relative بتعمل + +94 +00:12:16,980 --> 00:12:17,560 +مع الرأس + +95 +00:12:24,140 --> 00:12:30,300 +عشرين درجة معناه + +96 +00:12:30,300 --> 00:12:38,160 +ممكن أعمل X و Y صح ال X component الموجب + +97 +00:12:38,160 --> 00:12:41,360 +هتكون + +98 +00:12:41,360 --> 00:12:50,840 +واحد point خمسة تسعة ستة cosine الستين هتساوي + +99 +00:12:55,170 --> 00:13:06,090 +0.866 Omega B Cos 20 ناقص + +100 +00:13:06,090 --> 00:13:12,610 +VP relative Sine + +101 +00:13:12,610 --> 00:13:16,730 +20 في ال Y + +102 +00:13:24,300 --> 00:13:32,100 +هتكون minus واحد point خمسة تسعة ستة sine الستين + +103 +00:13:32,100 --> 00:13:42,980 +بتساوي minus 0.866 Omega B + +104 +00:13:42,980 --> 00:13:50,520 +Sine العشرين minus + +105 +00:13:53,130 --> 00:13:57,310 +VP relative Sin + +106 +00:13:57,310 --> 00:14:03,430 +20 يعني + +107 +00:14:03,430 --> 00:14:07,710 +لو ضربت الأولى + +108 +00:14:07,710 --> 00:14:14,190 +ضربت + +109 +00:14:14,190 --> 00:14:21,250 +المعادلة الأولى Sin 20 Sin + +110 +00:14:21,250 --> 00:14:32,130 +20والتانية بكساين عشرين وبقي أجمعهم بيبقى the + +111 +00:14:32,130 --> 00:14:43,270 +VP relative عندي يعني بالحالة هتبقى عندي واحد + +112 +00:14:43,270 --> 00:14:46,630 +point خمسة تسعة ستة + +113 +00:14:51,470 --> 00:14:56,970 +Sine العشرين Cosine + +114 +00:14:56,970 --> 00:15:04,010 +الستين minus Cosine + +115 +00:15:04,010 --> 00:15:13,870 +العشرين Sine + +116 +00:15:13,870 --> 00:15:16,490 +الستين + +117 +00:15:19,030 --> 00:15:27,430 +بتساوي طبعًا هذه هتروح مع هذه هتصير minus هتساوي + +118 +00:15:27,430 --> 00:15:34,690 +minus minus + +119 +00:15:34,690 --> 00:15:43,170 +VP relative هتكون minus VP relative ليش؟ Sin تربيع + +120 +00:15:43,170 --> 00:15:45,630 +Sin تربيع معكوا Sin تربيع واحد + +121 +00:15:48,610 --> 00:15:57,270 +اللي هتطلع عند VP relative هتكون + +122 +00:15:57,270 --> 00:16:01,930 +احسبوها + +123 +00:16:01,930 --> 00:16:08,410 +موجبة + +124 +00:16:08,410 --> 00:16:18,780 +صح واحد point صفر اثنين خمسة meter per second و بتعمل + +125 +00:16:18,780 --> 00:16:23,560 +زاوية VP relative هأعملها Vector بتعمل زاوية مع + +126 +00:16:23,560 --> 00:16:29,900 +الرأس عشرين + +127 +00:16:29,900 --> 00:16:35,240 +درجة يعني يعني عوض عن VP relative واحدة من التنتين + +128 +00:16:35,240 --> 00:16:44,360 +هدول تحسب Omega B و Omega B point + +129 +00:16:48,600 --> 00:16:58,320 +meter per second هتكون Clockwise صح لأن + +130 +00:16:58,320 --> 00:17:04,620 +هاي ال VV prime Clockwise أنا + +131 +00:17:04,620 --> 00:17:08,300 +كمان ممكن أحل المثال هذا مش بال X component ولا بال + +132 +00:17:08,300 --> 00:17:12,780 +Y component ممكن أحلها من خلال مثلث متجهات يعني + +133 +00:17:12,780 --> 00:17:21,440 +إذا أنا حطيت عندي ال VP الـ VP Prime بتعمل زاوية + +134 +00:17:21,440 --> 00:17:36,640 +عشرين درجة هذه ال VP Prime و + +135 +00:17:36,640 --> 00:17:42,760 +ال VP بتعمل ستين درجة هذه + +136 +00:17:42,760 --> 00:17:46,620 +عشرين درجة هذه كل ستين درجة + +137 +00:17:50,050 --> 00:18:00,430 +أربعين هذه ال VP طبعًا + +138 +00:18:00,430 --> 00:18:06,970 +اللحظة هذه بتعمل عشرين درجة مع الرأس ال VP relative + +139 +00:18:06,970 --> 00:18:15,050 +هذه VP relative و هذه ال VP هنا تكون تسعين هذه + +140 +00:18:15,050 --> 00:18:19,010 +عشرين درجة هذه هتكون كم + +141 +00:18:22,590 --> 00:18:25,250 +خمسين كيف فعلت ان هو تسعين درجة أن هو هدا ايش .. + +142 +00:18:25,250 --> 00:18:28,190 +هدا إتجاه عشرين مع الأفق وهدا عشرين مع الرأس + +143 +00:18:28,190 --> 00:18:33,750 +بيانات متعامدات واضح أن هو ايش هي ال VV Prime و ال + +144 +00:18:33,750 --> 00:18:38,270 +VP relative فعلاً بينزل هو تسعين درجة اللي أنا عندي + +145 +00:18:38,270 --> 00:18:44,130 +هي المثلث يعني + +146 +00:18:44,130 --> 00:18:49,030 +ممكن أستخدم ال Cosine والصحيح ممكن أحكي أن ال + +147 +00:18:49,030 --> 00:18:49,590 +VP relative + +148 +00:18:53,190 --> 00:19:00,610 +بس أو VPE Sin 40 صح + +149 +00:19:00,610 --> 00:19:06,570 +هي مش هال 90 درجة هي المقابل احسبه VPE احنا + +150 +00:19:06,570 --> 00:19:13,830 +حسبناها كام ال Radian per second نعم + +151 +00:19:21,890 --> 00:19:29,630 +بتطلع هي تطلع نفس القيم 1.025 و + +152 +00:19:29,630 --> 00:19:42,050 +الـ VP Prime اللي due to rotation هتكون V + +153 +00:19:42,050 --> 00:19:44,850 +P Cosine الأربعين + +154 +00:19:57,270 --> 00:20:04,690 +ماشي أعوض هنا كم تطلع عند ال VV Prime 1 + +155 +00:20:04,690 --> 00:20:15,710 +point 22 وهاد شو بتساوي اللي هي وينها + +156 +00:20:18,580 --> 00:20:25,880 +بساوية 1.4 + +157 +00:20:25,880 --> 00:20:30,880 +2 + +158 +00:20:30,880 --> 00:20:38,340 +Omega B ومنها بحسب Omega B عشان تتأكدوا نفس الشيء + +159 +00:20:53,090 --> 00:21:00,750 +الـ Omega B أنتم طالعين ثلاثة ثلاثة point صفر اثنين + +160 +00:21:00,750 --> 00:21:10,270 +أربعة Radian per second هذا ال analysis الآن + +161 +00:21:10,270 --> 00:21:12,970 +خلينا نطلع القيم بتاعتنا + +162 +00:21:16,100 --> 00:21:20,220 +بنتطلع مع جنب عشان نعمل Acceleration Analysis أنا + +163 +00:21:20,220 --> 00:21:27,700 +عندي ال VPE عندي + +164 +00:21:27,700 --> 00:21:33,560 +ال VPE بتساوي + +165 +00:21:33,560 --> 00:21:42,040 +1.596 مع الأفق بتعمل 60 درجة + +166 +00:21:46,650 --> 00:21:53,410 +وعندي VP relative اشهد + +167 +00:21:53,410 --> 00:21:59,470 +بقي واحد point ومع + +168 +00:21:59,470 --> 00:22:03,130 +الرأس هذه + +169 +00:22:03,130 --> 00:22:07,990 +meter + +170 +00:22:07,990 --> 00:22:11,870 +per second وهذه meter per second + +171 +00:22:16,460 --> 00:22:21,980 +و ال Omega B 3 + +172 +00:22:21,980 --> 00:22:33,180 +.024 Radian per second Clockwise و ال Omega A 10 + +173 +00:22:33,180 --> 00:22:37,440 +Radian per second Clockwise + +174 +00:23:07,440 --> 00:23:14,380 +هنعمل Acceleration Analysis طبعًا + +175 +00:23:14,380 --> 00:23:22,180 +النقطة P معرّفة بشكل كامل من حركة ال link AP + +176 +00:23:22,180 --> 00:23:29,740 +مظبوط؟ link AP AP هأكونها مركبتين واحدة نورمال + +177 +00:23:29,740 --> 00:23:30,160 +Component + +178 +00:23:36,100 --> 00:23:45,640 +هذه AP Normal و AP Tangential عمودي + +179 +00:23:45,640 --> 00:23:52,360 +عليها طبعًا ال AP Tangential في الحلقة بتساوي صفر + +180 +00:23:52,360 --> 00:23:56,780 +حد + +181 +00:23:56,780 --> 00:24:02,940 +الزاوية ثلاثين درجة هذه + +182 +00:24:02,940 --> 00:24:12,990 +هتكون ثلاثين درجة واضح + +183 +00:24:12,990 --> 00:24:24,930 +أن هذه بيساوي صفر الآن ال + +184 +00:24:24,930 --> 00:24:30,970 +Acceleration هذه محصلة طبعًا ال rotation لل link AP + +185 +00:24:30,970 --> 00:24:37,010 +بتخلي ال rotation لل link BE الـ PA While Rotating + +186 +00:24:37,010 --> 00:24:45,910 +هدا slide بالنسبة لها صح؟ ممكن تكون Along the + +187 +00:24:45,910 --> 00:24:50,350 +Road ممكن تكون بهذا الاتجاه أو تسير اتجاه المعاكس + +188 +00:24:50,350 --> 00:24:59,650 +مش عارفين ممكن أفترض هي اتجاه هدا نحكي ممكن + +189 +00:24:59,650 --> 00:25:02,730 +نعرف يعني حاليًا AP + +190 +00:25:12,890 --> 00:25:17,030 +Relative وفي جزئية ال rotation ال rotation بتاع + +191 +00:25:17,030 --> 00:25:23,970 +ياش احنا هاي أنا حاكيهها هاي X Capital و هاي Y + +192 +00:25:23,970 --> 00:25:33,940 +Capital هاي X small و Y small الـ Due to Rotation + +193 +00:25:3 + +201 +00:26:26,110 --> 00:26:26,270 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +202 +00:26:26,270 --> 00:26:28,870 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +203 +00:26:28,870 --> 00:26:31,310 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +204 +00:26:31,310 --> 00:26:38,130 +لأ لأ لأ لأ لأ لهذه relative تُنْجَنَش الـ rotation + +205 +00:26:38,130 --> 00:26:45,890 +about B معناته هتكون عمودية على الـ A P ما + +206 +00:26:45,890 --> 00:26:50,110 +هو أنا بفسفس الحركة الحركة جزء منها due to + +207 +00:26:50,110 --> 00:26:54,810 +rotation اللي هو هذا وفيه جزء due to sliding وفيه + +208 +00:26:54,810 --> 00:26:58,430 +الـ combined effect للـ root of velocity و الـ rotation + +209 +00:26:58,430 --> 00:27:02,330 +اللي هي Coriolis acceleration الآن الـ V relative + +210 +00:27:02,330 --> 00:27:06,730 +اللي حكيناه إيش اتجاهها الـ V relative هي اتجاه الـ + +211 +00:27:06,730 --> 00:27:10,550 +V relative الـ Coriolis component of acceleration + +212 +00:27:10,550 --> 00:27:18,550 +بدي أفعل الـ V relative تسعين درجة في اتجاه دوران الـ + +213 +00:27:18,550 --> 00:27:23,410 +Omega P الـ Omega P إيش Clockwise صح؟ لأن اتحالفها + +214 +00:27:23,410 --> 00:27:26,270 +تسعين درجة هتقين + +215 +00:27:29,360 --> 00:27:39,160 +هذه كمان a c معناته + +216 +00:27:39,160 --> 00:27:44,320 +الـ a b كـ vector بتساوي + +217 +00:27:44,320 --> 00:27:53,020 +الـ a b prime هذه نتيجة الـ rotating frame اللي أنا + +218 +00:27:53,020 --> 00:27:59,300 +بحطه على الرد بهي due to rotation وفي عندي a + +219 +00:27:59,300 --> 00:28:05,280 +relative نتيجة حركة الـ slider بالنسبة للرد وفي + +220 +00:28:05,280 --> 00:28:13,660 +عندي ac اللي هي Coriolis acceleration الـ AP + +221 +00:28:13,660 --> 00:28:20,820 +completely defined by the motion of rod AP + +222 +00:28:28,320 --> 00:28:37,380 +الـ AP هتكون اللي مركبتين AP normal و بتعمل بهذا + +223 +00:28:37,380 --> 00:28:41,820 +الاتجاه تلاتين + +224 +00:28:41,820 --> 00:28:48,400 +مع الأفق زائد + +225 +00:28:48,400 --> 00:28:58,660 +AP tangential و بتكون عمودية عليها على الرد AB تعمل + +226 +00:28:58,660 --> 00:29:13,300 +ستين مع الأفقية إحنا + +227 +00:29:13,300 --> 00:29:19,020 +حاكينا Omega A الـ A B Normal A + +228 +00:29:19,020 --> 00:29:30,690 +شو تستوير Omega A تربيع في الـ a b omega a تربيع في + +229 +00:29:30,690 --> 00:29:35,550 +الـ a b اللي + +230 +00:29:35,550 --> 00:29:47,330 +هي عشرة تربيع في a b أكمل حسبناها point six ستة + +231 +00:29:47,330 --> 00:29:50,090 +هتكون في مية وتسعة وخمسين + +232 +00:29:55,660 --> 00:30:09,160 +أكم تطلع 15.96 متر لكل second تربيع الـ a b + +233 +00:30:09,160 --> 00:30:19,000 +tangential هتكون إيه؟ ليش؟ Zero لأن أميجا إيه؟ + +234 +00:30:19,000 --> 00:30:29,150 +بالساعة constant معناته Alpha A بالسوء Zero لأن A B + +235 +00:30:29,150 --> 00:30:36,170 +تُنْجَنَش هتكون Alpha A في A B الـ + +236 +00:30:36,170 --> 00:30:43,030 +A B Prime الـ + +237 +00:30:43,030 --> 00:30:49,310 +A B Prime لها مركبتين لأن أنا حاليا أنا أنا أنا + +238 +00:30:49,310 --> 00:30:49,370 +أنا أنا أنا أنا أنا أنا أنا أنا أنا أنا أنا + +239 +00:30:49,370 --> 00:30:49,530 +أنا + +240 +00:30:52,920 --> 00:31:00,780 +للرد اللي هو بي اي هتكون + +241 +00:31:00,780 --> 00:31:08,060 +في الها a بي prime normal هتكون + +242 +00:31:08,060 --> 00:31:19,300 +تعمل تلاتين درجة مع الرأس زائد + +243 +00:31:30,050 --> 00:31:32,930 +بتعمل زاوية عشرين درجة مع الأفق + +244 +00:31:51,130 --> 00:31:59,490 +طيب الـ a b normal الـ prime قيمتها شو تساوي a + +245 +00:31:59,490 --> 00:32:05,990 +b prime normal هتكون omega b تربيع في + +246 +00:32:05,990 --> 00:32:10,610 +b p omega b تربيع حسبناها هي تلاتة point اتنين + +247 +00:32:10,610 --> 00:32:14,870 +أربعة في + +248 +00:32:14,870 --> 00:32:15,490 +b p أكم + +249 +00:32:24,180 --> 00:32:30,980 +بطلع كام كم + +250 +00:32:30,980 --> 00:32:36,680 +مرة قبل meter + +251 +00:32:36,680 --> 00:32:42,780 +per second square طب الـ a b prime tangential + +252 +00:32:48,280 --> 00:32:59,360 +الش هتساوي الف بي في بي بي يعني هتكون point four + +253 +00:32:59,360 --> 00:33:08,080 +oh four two الف بي + +254 +00:33:08,080 --> 00:33:14,620 +كوريالوس + +255 +00:33:14,620 --> 00:33:15,360 +AC + +256 +00:33:21,650 --> 00:33:29,910 +بتساوي اتنين اوميجا cross اوميجا بي cross V + +257 +00:33:29,910 --> 00:33:35,110 +relative يعني + +258 +00:33:35,110 --> 00:33:40,770 +هتساوي اتنين اوميجا بي التلاتة point zero اتنين + +259 +00:33:40,770 --> 00:33:42,410 +أربعة لانهم متعاملين على بعض + +260 +00:33:47,110 --> 00:33:57,130 +في V relative أكم حسبناها واحد point اتنين خمسة + +261 +00:33:57,130 --> 00:34:02,370 +أنا أتوقع AC إيش + +262 +00:34:02,370 --> 00:34:09,950 +تطلع قيمتها ستة point واحد تسعة تسعة point واحد + +263 +00:34:09,950 --> 00:34:22,060 +تسعة تسعة واحد تسعة تسعة كمان مرة 6.199 متر per + +264 +00:34:22,060 --> 00:34:27,040 +second square و بتعمل زاوية عشرين درجة مع الأفقية + +265 +00:34:27,040 --> 00:34:39,260 +الآن + +266 +00:34:39,260 --> 00:34:43,300 +هنعوض + +267 +00:34:44,940 --> 00:34:48,480 +الـ APE ما ضلّش غير الممركبة هذه اللي هي كم أنت 15 + +268 +00:34:48,480 --> 00:34:53,880 +.96 15.96 + +269 +00:34:53,880 --> 00:35:06,260 +متر per second square و بتعمل زاوية تلاتين درجة مع + +270 +00:35:06,260 --> 00:35:11,960 +الأفق أنا بعود في المعادلة هذه بتساوي AP' في AP' + +271 +00:35:12,380 --> 00:35:20,160 +normal اللي هي تلاتة point ستة تسعة ستة meter per + +272 +00:35:20,160 --> 00:35:30,120 +second square و بتعمل زاوية زاوية + +273 +00:35:30,120 --> 00:35:35,360 +عشرين هذا مش تلاتين زاوية عشرين لتحت + +274 +00:35:43,590 --> 00:35:51,150 +زائد a b prime tangential اللي هي point four او + +275 +00:35:51,150 --> 00:36:01,890 +four two الف ب تم الزاوية عشرين درجة + +276 +00:36:01,890 --> 00:36:09,570 +هذه اللي هي a b prime زائد الـ relative + +277 +00:36:16,060 --> 00:36:24,100 +و بتعمل زاوية مع الرأس عشرين + +278 +00:36:24,100 --> 00:36:28,180 +درجة زي + +279 +00:36:28,180 --> 00:36:34,400 +كوريولوس التي هي زي ستة point واحد تسعة اتنين + +280 +00:36:34,400 --> 00:36:40,080 +meter per second square بتعمل عشرين درجة + +281 +00:36:45,630 --> 00:36:55,990 +مع الأفقه هاخد + +282 +00:36:55,990 --> 00:37:07,630 +الـ X component و الـ Y component إن + +283 +00:37:07,630 --> 00:37:11,410 +المجهر إن دي مجول يعني الـ relative و الـ alpha بيه + +284 +00:37:11,410 --> 00:37:16,340 +وهذه معدلة 2d equation معناته تقدر تعطينا معادل تاني + +285 +00:37:16,340 --> 00:37:23,440 +معناته تقدر آخذ في الـ X هكون + +286 +00:37:23,440 --> 00:37:28,060 +عندك ناقص + +287 +00:37:28,060 --> 00:37:38,740 +خمسة عشر point تسعة ستة cosine التلاتين بتساوي + +288 +00:37:38,740 --> 00:37:41,740 +ناقص + +289 +00:37:43,190 --> 00:37:53,530 +تلاتة point ستة تسعة ستة cosine العشرين minus + +290 +00:37:53,530 --> 00:37:56,650 +point + +291 +00:37:56,650 --> 00:38:07,730 +four oh four two cosine العشرين في + +292 +00:38:07,730 --> 00:38:08,270 +الـ الف ب + +293 +00:38:13,950 --> 00:38:19,810 +Cos 20 Z + +294 +00:38:19,810 --> 00:38:26,870 +relative Sine + +295 +00:38:26,870 --> 00:38:44,370 +20 ناقص 6 point 192 Cos 20 هذه معادلة الأولى معدل + +296 +00:38:44,370 --> 00:38:55,190 +ثاني في الـ ash في الـ y direction هيكون + +297 +00:38:55,190 --> 00:39:03,930 +مانقص خمسة عشر point تسعة ستة sin التلاتين بتساوي + +298 +00:39:03,930 --> 00:39:09,150 +minus + +299 +00:39:09,150 --> 00:39:19,390 +تلاتة.696 Cos 20 زائد + +300 +00:39:19,390 --> 00:39:23,430 +Alpha + +301 +00:39:23,430 --> 00:39:30,450 +B Sine 20 زائد + +302 +00:39:30,450 --> 00:39:34,350 +Relative + +303 +00:39:34,350 --> 00:39:36,770 +Cos 20 + +304 +00:39:40,130 --> 00:39:47,350 +مينوس أو زائد ستة + +305 +00:39:47,350 --> 00:39:55,730 +point واحد تسعة اتنين sin العشرين أنا عندي مجهولين + +306 +00:39:55,730 --> 00:40:03,490 +اللي هم alpha b و a relative يعني إذا ضربت + +307 +00:40:03,490 --> 00:40:07,210 +المعادلة بـ sin عشرين والتانية بـ sin عشرين هتخلص من + +308 +00:40:07,210 --> 00:40:16,360 +الـ alpha b صح؟ إذا ضربت المعادلة الأولى cosine + +309 +00:40:16,360 --> 00:40:23,120 +العشرين والتانية + +310 +00:40:23,120 --> 00:40:30,280 +في cosine العشرين + +311 +00:40:30,280 --> 00:40:31,360 +و أجمع + +312 +00:40:39,030 --> 00:40:47,870 +هيكون ناقص خمسة عشر point تسعة ستة في sin + +313 +00:40:47,870 --> 00:40:52,810 +العشرين cosine التلاتين sin العشرين cosine التلاتين + +314 +00:40:52,810 --> 00:40:57,190 +minus + +315 +00:40:57,190 --> 00:41:03,170 +زائد cosine التلاتين + +316 +00:41:08,870 --> 00:41:19,010 +sin التلاتين ستساوي sin + +317 +00:41:19,010 --> 00:41:26,050 +هي minus sin تربيع مع sin تربيع ستكون minus تلاتة + +318 +00:41:26,050 --> 00:41:30,370 +التاني + +319 +00:41:30,370 --> 00:41:37,950 +بروحي هذا بتروحي بعدين إيه relative sin تربيع عشرين + +320 +00:41:39,270 --> 00:41:47,070 +مع cos زاد irrelevant ناقص + +321 +00:41:47,070 --> 00:41:57,670 +هنا دي sin cos بيروح مع بعض معناته + +322 +00:41:57,670 --> 00:42:02,750 +بتطلع irrelevant بتساوي + +323 +00:42:07,710 --> 00:42:24,730 +-15.96 sin 50 زائد 3.696 هذا sin cos زيادة cos sin + +324 +00:42:24,730 --> 00:42:25,950 +يعني sin المجموعة + +325 +00:42:36,270 --> 00:42:41,130 +تطلع سالب تمانية point خمسة كام أرقام يعني تبقى + +326 +00:42:41,130 --> 00:42:45,310 +ثلاثة صفر متر + +327 +00:42:45,310 --> 00:42:51,430 +per second إذا كنت هذه قيمتي الـ relative يعني عوض + +328 +00:42:51,430 --> 00:43:00,410 +في واحدة من التنتين و جيب Alpha بيه بتحسب إيه عوض + +329 +00:43:00,410 --> 00:43:03,890 +في الأولى أو الثانية بتحسب Alpha بيه + +330 +00:43:13,060 --> 00:43:20,540 +طيب في أي سؤال؟ + +331 +00:43:20,540 --> 00:43:24,400 +همسح + +332 +00:43:24,400 --> 00:43:35,320 +الآن + +333 +00:43:35,320 --> 00:43:38,920 +المسألة الثانية هتختلف شوية + +334 +00:43:46,930 --> 00:43:52,330 +هذه الـ X كابيتال وهذه + +335 +00:43:52,330 --> 00:43:56,330 +الـ Y كابيتال الآن + +336 +00:43:56,330 --> 00:44:03,090 +بحط الـ rotating frame على المنبر اللي فيه sliding + +337 +00:44:03,090 --> 00:44:07,650 +بالنسبة له يعني بحط الـ X صغير و Y صغير على هذا + +338 +00:44:15,970 --> 00:44:24,030 +و high y small هاي + +339 +00:44:24,030 --> 00:44:34,790 +بي اي بي الآن لما نعمل velocity analysis الآن + +340 +00:44:34,790 --> 00:44:39,730 +point P معرفة بشكل كام من خلال الـ rotation للرد بي + +341 +00:44:39,730 --> 00:44:48,280 +بي صح إن عكست حاليا اللي هي الـ motion of P + +342 +00:44:48,280 --> 00:44:56,640 +completely defined by اللي هو الرد BP اللي بتعمل + +343 +00:44:56,640 --> 00:45:00,200 +effect هنا يعني لو حكيت الـ virus analysis عندها + +344 +00:45:00,200 --> 00:45:05,980 +هتكون هتكون + +345 +00:45:05,980 --> 00:45:17,290 +عندها هاي VP هذه VP بتعمل زاوية كام مع عشرين درجة الـ V P + +346 +00:45:17,290 --> 00:45:23,910 +هتكون + +347 +00:45:23,910 --> 00:45:31,550 +figures due to rotation للرد A D هم دول Clockwise + +348 +00:45:31,550 --> 00:45:37,590 +هذا due to rotation هذا V P Prime + +349 +00:45:40,260 --> 00:45:43,280 +و في due to sliding اصلا هو لما نلف لك clockwise + +350 +00:45:43,280 --> 00:45:50,860 +هيتحرك بعد الاتجاه هتكون VP تبقى تتأكد إن شغلك صح + +351 +00:45:50,860 --> 00:45:58,320 +طلع المحصلة الـ VP جاي بين التنين + +352 +00:45:58,320 --> 00:46:02,980 +الـ VP + +353 +00:46:02,980 --> 00:46:07,280 +الاتجاهة + +354 +00:46:07,280 --> 00:46:09,060 +عشرين مع الأفق + +355 +00:46:13,880 --> 00:46:20,320 +بتساوي vb prime اللي + +356 +00:46:20,320 --> 00:46:28,920 +بتعمل ستين معلوق فوقي زائد + +357 +00:46:28,920 --> 00:46:34,840 +v relative اللي + +358 +00:46:34,840 --> 00:46:35,460 +بتعمل + +359 +00:46:45,300 --> 00:46:53,740 +بتكمله، واضح؟ الـ .. يعني الـ acceleration إن + +360 +00:46:53,740 --> 00:46:57,000 +حكينا الـ motion of P completely defined by الـ + +361 +00:46:57,000 --> 00:47:02,260 +motion of BP بي بي بي بي بي بي بي بي بي بي بي + +362 +00:47:02,260 --> 00:47:02,340 +بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي + +363 +00:47:02,340 --> 00:47:03,140 +بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي + +364 +00:47:03,140 --> 00:47:03,380 +بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي + +365 +00:47:03,380 --> 00:47:08,340 +بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي + +366 +00:47:16,090 --> 00:47:20,390 +نورمال نورمال نورمال نورمال نورمال نورمال نورمال + +367 +00:47:20,390 --> 00:47:32,570 +نورمال نورمال + +368 +00:47:40,090 --> 00:47:52,110 +اللي بتعمل زاوية عشرين مع الرأس عشرين مع الرأس زائد + +369 +00:47:52,110 --> 00:48:01,330 +a b tangential بتعمل عشرين مع الأفق بتساوي + +370 +00:48:01,330 --> 00:48:04,710 +a b prime + +371 +00:48:09,230 --> 00:48:17,250 +هذا a b prime tangential normal هو عندي هي اللي + +372 +00:48:17,250 --> 00:48:27,810 +هكون a b tangential prime يعني هتكون عندي إيه نعم + +373 +00:48:27,810 --> 00:48:37,710 +هتكون عندي إيه a b tangential prime بتعمل + +374 +00:48:39,220 --> 00:48:48,280 +60 مع الأفق زائد + +375 +00:48:48,280 --> 00:48:57,880 +ab normal prime تعمل تلاتين هذا + +376 +00:48:57,880 --> 00:49:05,740 +الاتجاه أنا حاطط مع بعض يعني هذه ab prime زائد a + +377 +00:49:05,740 --> 00:49:06,080 +relative + +378 +00:49:09,310 --> 00:49:14,930 +هتكون بهذا الاتجاه هذه a relative هتكون تعمل + +379 +00:49:14,930 --> 00:49:23,150 +تلاتين درجة زي + +380 +00:49:23,150 --> 00:49:28,710 +كوريولوس إحنا عكينا VP relative VP relative هذه + +381 +00:49:28,710 --> 00:49:33,130 +اتجاهها وهذه VP relative وهذه اتجاهها وهذا بدوره + +382 +00:49:33,130 --> 00:49:33,530 +clockwise + +383 +00:49:36,510 --> 00:49:42,010 +معناته أحيانا هتكون عند إيه AC كوريولوس زائد + +384 +00:49:42,010 --> 00:49:46,470 +AC ستين + +385 +00:49:46,470 --> 00:49:53,650 +درجة خلصنا + +386 +00:49:53,650 --> 00:50:02,630 +هيك ستين درجة ستين درجة ستين عفوا نفس اللي قالي + +387 +00:50:02,630 --> 00:50:04,350 +نفس الـ conjunction اللي قالي + +388 +00:50:07,530 --> 00:50:15,870 +ستين درجة و بتكملوا حل المحاور + +389 +00:50:15,870 --> 00:50:23,710 +اللي بتدور هذا مهم كثير في أي سؤال؟ أعطيكم العافية + + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/iCF3UwOJPUY_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/iCF3UwOJPUY_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..df1b116afc6833fd628824fe42289a237ffe69e3 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/iCF3UwOJPUY_postprocess.srt @@ -0,0 +1,1556 @@ +1 +00:00:04,590 --> 00:00:06,930 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:06,930 --> 00:00:11,650 +وبركاته اليوم هتكون أول محاضرة في نظرية الألات + +3 +00:00:11,650 --> 00:00:16,130 +هعمل مراجعة سريعة على ال dynamics هركز على ال + +4 +00:00:16,130 --> 00:00:20,490 +Coriolis acceleration المراجعة هتكون من خلال حل + +5 +00:00:20,490 --> 00:00:26,250 +مثلة على Coriolis acceleration انا طبعا مبين عندي + +6 +00:00:26,250 --> 00:00:30,290 +هين عندي two rotating rods are connecting by a + +7 +00:00:30,290 --> 00:00:40,320 +sliding block P عنديعندي هاي رد رد A P و رد B E + +8 +00:00:40,320 --> 00:00:50,020 +لأن فيهم محاور دوران عند A و عند B الحالة + +9 +00:00:50,020 --> 00:00:57,420 +على الشمال في عندي طبعا slider هنا ال slider بنزلك + +10 +00:00:57,420 --> 00:01:02,070 +بالنسبة للرد هذا في الحالة الأولىفي الحالة التانية + +11 +00:01:02,070 --> 00:01:09,330 +السلايدر بنزلت بالنسبة للرد AD بيختلفوا + +12 +00:01:09,330 --> 00:01:13,390 +عن بعض مش نفس الأشياء إلا أن المعلومات اللي مواطية + +13 +00:01:13,390 --> 00:01:21,050 +عنده الرد AB بدور + +14 +00:01:21,050 --> 00:01:22,450 +بسرعة زاوية Omega A + +15 +00:01:30,030 --> 00:01:38,390 +عشرة radian per second constant + +16 +00:01:38,390 --> 00:01:49,050 +معناته Alpha ايه جمالها Zero ومعطيني + +17 +00:01:49,050 --> 00:01:53,310 +المسافة P بتساوي + +18 +00:01:53,310 --> 00:01:59,290 +تلت ميت ملي طيب + +19 +00:02:01,280 --> 00:02:05,760 +بدا نحسب السرعة + +20 +00:02:05,760 --> 00:02:15,920 +الزاوية للرد بي ا والعجل الزاوية للرد بي ا والسرعة + +21 +00:02:15,920 --> 00:02:23,560 +السلايدر بالنسبة للرد بي ا هنبدأ + +22 +00:02:23,560 --> 00:02:24,320 +في المثلة هذه + +23 +00:02:28,720 --> 00:02:36,960 +المطلوب بدي omega بيه + +24 +00:02:36,960 --> 00:02:43,340 +المطلوب نحسبها و alpha بيه + +25 +00:02:43,340 --> 00:02:48,700 +هاي المطلوب نحسبها + +26 +00:02:48,700 --> 00:02:55,740 +الان اول شي هود اعرف محور احداثيات الثابتة محور + +27 +00:02:55,740 --> 00:03:00,900 +احداثياتالثابتة ممكن احطها عند a او عند b بيصير + +28 +00:03:00,900 --> 00:03:05,940 +هحطها عند مثلا هاي + +29 +00:03:05,940 --> 00:03:11,220 +X capital وهاي + +30 +00:03:11,220 --> 00:03:23,600 +Y capital هذه نقطة B وهذه A المحاول + +31 +00:03:23,600 --> 00:03:30,280 +احداثياتبدي احطها على ال part اللي فيه sliding + +32 +00:03:30,280 --> 00:03:37,780 +بالنسبة له ال roller هدى او ال block هدى slide + +33 +00:03:37,780 --> 00:03:48,880 +بالنسبة لهدى، صح؟ المعنى ان احط X small و + +34 +00:03:48,880 --> 00:03:49,560 +Y small + +35 +00:03:55,080 --> 00:04:00,260 +نحكي attach rotating + +36 +00:04:00,260 --> 00:04:03,700 +frame + +37 +00:04:03,700 --> 00:04:08,080 +x + +38 +00:04:08,080 --> 00:04:20,500 +small و y small ترد بي ازاى + +39 +00:04:20,500 --> 00:04:21,220 +واحد عشرين + +40 +00:04:26,960 --> 00:04:33,560 +الان هاخد نقطة P هاجي + +41 +00:04:33,560 --> 00:04:40,160 +احكي VP سورة + +42 +00:04:40,160 --> 00:04:43,980 +النقطة P معرفها completely من خلال ال rotation + +43 +00:04:43,980 --> 00:04:50,260 +بتاع ال رد A P هتكون معناته هو بدور ال clockwise + +44 +00:04:50,260 --> 00:05:04,230 +هتكون عمودي يعني ايه؟ هذه VP VP + +45 +00:05:04,230 --> 00:05:13,690 +هتكون تعمل زاوية ستين درجة معانا فوقي هذي + +46 +00:05:13,690 --> 00:05:19,210 +بتساوي VP + +47 +00:05:19,210 --> 00:05:25,130 +Prime زاد VP Relative + +48 +00:05:40,960 --> 00:05:45,980 +بالنسبة لهذا هناك جزية ناجحة عن ال rotation وهناك + +49 +00:05:45,980 --> 00:05:47,380 +جزية ناجحة عن ال sliding + +50 +00:05:55,990 --> 00:06:03,950 +Due to rotation هتكون عمودية على الرد هذا هذه + +51 +00:06:03,950 --> 00:06:07,610 +VP تعمل + +52 +00:06:07,610 --> 00:06:17,130 +زاوية عشرين درجة V بيستوى Omega P في + +53 +00:06:17,130 --> 00:06:19,990 +BP + +54 +00:06:27,470 --> 00:06:42,010 +لأن بيه اما اعطاه عندى هذه تلات مية هذه + +55 +00:06:42,010 --> 00:06:50,030 +زاوية عشرين مظبوط معناته هذه هتكون اكم الزاوية + +56 +00:06:50,030 --> 00:06:57,970 +اربعين صح هذه بالساوية هذه زائد هذهمعنى الزبدة هذه + +57 +00:06:57,970 --> 00:07:06,330 +هتكون مية و عشرين خنشترجمة + +58 +00:07:06,330 --> 00:07:13,130 +اللي أخدت المثلث هذه ايه المثلث + +59 +00:07:34,950 --> 00:07:36,350 +ابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابابباباببابباببببببببببببببببببببببببببببببببببببببببببببببببب + +60 +00:07:46,120 --> 00:07:56,180 +على الـ sign العشرين بيستوى بي بي على ال sign مية + +61 +00:07:56,180 --> 00:08:04,460 +و عشرين و أنا بحسب ال AP بيستوى تلت مية ال sign + +62 +00:08:04,460 --> 00:08:08,960 +العشرين على ال sign الأربعين مية و تسعة و خمسين + +63 +00:08:08,960 --> 00:08:18,190 +فاصلة ستة ميلي متر و بي بيتكون تلات مية على صين + +64 +00:08:18,190 --> 00:08:38,610 +اربعين ميلي + +65 +00:08:38,610 --> 00:08:42,610 +متر مناعت ال Vp Prime + +66 +00:08:46,030 --> 00:08:54,690 +هتكون v prime هتعمل زرعية ايه؟ عشرين ال omega ب + +67 +00:08:54,690 --> 00:08:57,210 +انا مش عارف بس انا عارف ال bp هتكون اربعمية او + +68 +00:08:57,210 --> 00:09:05,290 +اربعة خلينا نحكي point اربعة اربعة اتنين omega b + +69 +00:09:05,290 --> 00:09:11,470 +والزرعية عشرين درجة هتبتنسف لل v v prime + +70 +00:09:15,660 --> 00:09:20,800 +الـ relative ال slide بتحرك بالنسبة للرد في هذا + +71 +00:09:20,800 --> 00:09:31,300 +الاتجاه فهيكون هذه سرعة هذه VP relative + +72 +00:09:31,300 --> 00:09:34,700 +يعني + +73 +00:09:34,700 --> 00:09:39,940 +خليني أحطها هذه VP + +74 +00:09:46,300 --> 00:09:52,400 +relative لاحظوا ال Vp جاية بين ال Vp relative و ال + +75 +00:09:52,400 --> 00:09:56,880 +Vp prime مانت واضح ان ال Vp هي المحصلة بتاعتهم + +76 +00:09:56,880 --> 00:10:06,360 +اضغط ال Vp relative هتكون + +77 +00:10:06,360 --> 00:10:11,860 +قيمتها Vp relative الزاوية + +78 +00:10:11,860 --> 00:10:12,640 +مع ال vertical + +79 +00:10:19,940 --> 00:10:24,060 +عشرين درجة وال + +80 +00:10:24,060 --> 00:10:28,200 +VP بيساوميجا + +81 +00:10:28,200 --> 00:10:36,960 +A فيهاش في AP وبتعمل + +82 +00:10:36,960 --> 00:10:44,600 +زاوية مع الأفق ايه ستين + +83 +00:10:44,600 --> 00:10:46,880 +درجة طيب + +84 +00:10:48,940 --> 00:10:55,000 +القمجات اللي معطينيها اللي هي عشرة في + +85 +00:10:55,000 --> 00:11:00,180 +AP اللي هو مائة تسعة خمسين point واحد خمسة تسعة + +86 +00:11:00,180 --> 00:11:09,960 +ستة يعني هتساوي واحد point خمسة تسعة ستة meter per + +87 +00:11:09,960 --> 00:11:15,420 +second وبتعمل زاوية أياش ستين درجة + +88 +00:11:20,890 --> 00:11:28,030 +أنا هحكي و هعوض عن Vp اللي هي واحد point خمسة تسعة + +89 +00:11:28,030 --> 00:11:36,450 +ستة meter per second و بتعمل زوا ستين درجة + +90 +00:11:36,450 --> 00:11:46,610 +مع الأفق حتساوي Vp prime اللي هي zero point اربعة + +91 +00:11:46,610 --> 00:11:50,270 +اربعة اربعة اتنين omega ب + +92 +00:11:53,280 --> 00:12:06,120 +ها دي عشرين بتعمل زاوية عشرين درجة + +93 +00:12:06,120 --> 00:12:16,980 +مع الأفق زائد V relative اللي هي V relative بتعمل + +94 +00:12:16,980 --> 00:12:17,560 +مع الرأس + +95 +00:12:24,140 --> 00:12:30,300 +عشرين درجة معناه + +96 +00:12:30,300 --> 00:12:38,160 +ممكن اعمل x و y صح ال x component الموجب + +97 +00:12:38,160 --> 00:12:41,360 +هتكون + +98 +00:12:41,360 --> 00:12:50,840 +واحد point خمسة تسعة ستة cosine الستين هتساوي + +99 +00:12:55,170 --> 00:13:06,090 +.4042 Omega B Cos 20 ناقص + +100 +00:13:06,090 --> 00:13:12,610 +V relative Sine + +101 +00:13:12,610 --> 00:13:16,730 +20 في ال Y + +102 +00:13:24,300 --> 00:13:32,100 +هتكون minus واحد point خمسة تسعة ستة sine الستين + +103 +00:13:32,100 --> 00:13:42,980 +بتساوي minus point اربعة او اربعة اتنين omega B + +104 +00:13:42,980 --> 00:13:50,520 +sine العشرين minus + +105 +00:13:53,130 --> 00:13:57,310 +v relative sin + +106 +00:13:57,310 --> 00:14:03,430 +20 يعني + +107 +00:14:03,430 --> 00:14:07,710 +لو ضربت الأولى + +108 +00:14:07,710 --> 00:14:14,190 +ضربت + +109 +00:14:14,190 --> 00:14:21,250 +المعادلة الأولى sin 20 sin + +110 +00:14:21,250 --> 00:14:32,130 +20والتانية بكساين عشرين وبقى أجمعهم بيبقى the + +111 +00:14:32,130 --> 00:14:43,270 +relative عندي يعني بالحالة هتبصير عندي واحد + +112 +00:14:43,270 --> 00:14:46,630 +point خمسة تسعة ستة + +113 +00:14:51,470 --> 00:14:56,970 +sine الاشرين cosine + +114 +00:14:56,970 --> 00:15:04,010 +الستين minus cosine + +115 +00:15:04,010 --> 00:15:13,870 +الاشرين sine + +116 +00:15:13,870 --> 00:15:16,490 +الستين + +117 +00:15:19,030 --> 00:15:27,430 +بتساوى طبعا هذه هتروح مع هذه هتسير minus هتساوى + +118 +00:15:27,430 --> 00:15:34,690 +minus minus + +119 +00:15:34,690 --> 00:15:43,170 +V relative هتكون minus V relative ليش؟ صين تربية + +120 +00:15:43,170 --> 00:15:45,630 +صين تربية معكوا صين تربية واحد + +121 +00:15:48,610 --> 00:15:57,270 +اللي هتطلع عند V relative هتكون + +122 +00:15:57,270 --> 00:16:01,930 +احسبوها + +123 +00:16:01,930 --> 00:16:08,410 +موجبة + +124 +00:16:08,410 --> 00:16:18,780 +صح واحد point zero two five meter per secondوبتعمل + +125 +00:16:18,780 --> 00:16:23,560 +زاوية V relative هعملها vector بتعمل زاوية مع + +126 +00:16:23,560 --> 00:16:29,900 +الرأس عشرين + +127 +00:16:29,900 --> 00:16:35,240 +درجة يعني يعني عوض عن V relative واحدة من التنتين + +128 +00:16:35,240 --> 00:16:44,360 +هدول تحسب Omega B و Omega B point + +129 +00:16:48,600 --> 00:16:58,320 +meter per second هتكون clockwise صح لأن + +130 +00:16:58,320 --> 00:17:04,620 +هاي ال vv prime clockwise انا + +131 +00:17:04,620 --> 00:17:08,300 +كمان ممكن احل المثل هذه مش بال x component ولا بال + +132 +00:17:08,300 --> 00:17:12,780 +y component ممكن احلها من خلال مثلث متجهات يعني + +133 +00:17:12,780 --> 00:17:21,440 +اذا انا حطيت عندي ال vpالـ VP Prime بتعمل زاوية + +134 +00:17:21,440 --> 00:17:36,640 +عشرين درجة هذه ال VP Prime و + +135 +00:17:36,640 --> 00:17:42,760 +ال VP بتعمل ستين درجة هذه + +136 +00:17:42,760 --> 00:17:46,620 +عشرين درجة هذه كل ستين درجة + +137 +00:17:50,050 --> 00:18:00,430 +اربعين هذه ال Vp طبعا + +138 +00:18:00,430 --> 00:18:06,970 +اللحظة هذه بتعمل عشرين درجة مع الرأس ال V relative + +139 +00:18:06,970 --> 00:18:15,050 +هذه V relative و هذه ال Vp هنا تكون تسعين هذه + +140 +00:18:15,050 --> 00:18:19,010 +عشرين درجة هذه هتكون اكم + +141 +00:18:22,590 --> 00:18:25,250 +خمسين كيف فعلت ان هو تسعين درجة ان هو هدى اش .. + +142 +00:18:25,250 --> 00:18:28,190 +هدى اتمنى اشرين مع الوفق و هدى اشرين مع الرأس + +143 +00:18:28,190 --> 00:18:33,750 +بيانات متعمدات واضح ان هو ايش هى ال VV prime و ال + +144 +00:18:33,750 --> 00:18:38,270 +variative فعلا بينزل هو تسعين درجة اللى انا عندى + +145 +00:18:38,270 --> 00:18:44,130 +هى المثلث يعني + +146 +00:18:44,130 --> 00:18:49,030 +ممكن استخدم ال cosine و الصحيح ممكن احكي انه ال + +147 +00:18:49,030 --> 00:18:49,590 +variative + +148 +00:18:53,190 --> 00:19:00,610 +بس او VPE sin 40 صح + +149 +00:19:00,610 --> 00:19:06,570 +هى مش هال 90 درجة هى المقابل احسبه VPE احنا + +150 +00:19:06,570 --> 00:19:13,830 +حسبناها كام ال radian per second نعم + +151 +00:19:21,890 --> 00:19:29,630 +بتطلع هو تطلع نفس القيم 1.025 و + +152 +00:19:29,630 --> 00:19:42,050 +ال V P prime اللي due to rotation هتكون V + +153 +00:19:42,050 --> 00:19:44,850 +P قصين الأربعين + +154 +00:19:57,270 --> 00:20:04,690 +ماشي اعوض هنا اكم تطلع عند ال VV Prime one + +155 +00:20:04,690 --> 00:20:15,710 +point two two و هاد شو بتساوي اللي هي وينها + +156 +00:20:18,580 --> 00:20:25,880 +بساوية 1.4 + +157 +00:20:25,880 --> 00:20:30,880 +2 + +158 +00:20:30,880 --> 00:20:38,340 +Omega B ومنها بحسب Omega B عشان تأكدوا نفس الشيء + +159 +00:20:53,090 --> 00:21:00,750 +الأمجا بي انتوا طالعين تلاتة تلاتة point zero نين + +160 +00:21:00,750 --> 00:21:10,270 +four radians per second هذا ال analysis الان + +161 +00:21:10,270 --> 00:21:12,970 +خلينا نطلع القيم بتاعتنا + +162 +00:21:16,100 --> 00:21:20,220 +بنتطلع مع جنب عشان نعمل acceleration analysis انا + +163 +00:21:20,220 --> 00:21:27,700 +عندي ال VPE عندي + +164 +00:21:27,700 --> 00:21:33,560 +ال VPE بتساوي + +165 +00:21:33,560 --> 00:21:42,040 +1.596 مع الأفرقة بتعمل 60 درجة + +166 +00:21:46,650 --> 00:21:53,410 +وعندي V relative اشهد + +167 +00:21:53,410 --> 00:21:59,470 +ساعة واحد point ومع + +168 +00:21:59,470 --> 00:22:03,130 +الرأس هذه + +169 +00:22:03,130 --> 00:22:07,990 +meter + +170 +00:22:07,990 --> 00:22:11,870 +per second وهذه meter per second + +171 +00:22:16,460 --> 00:22:21,980 +و ال Omega B 3 + +172 +00:22:21,980 --> 00:22:33,180 +.024 Radian per second clockwise و ال Omega A 10 + +173 +00:22:33,180 --> 00:22:37,440 +Radian per second clockwise + +174 +00:23:07,440 --> 00:23:14,380 +هنعمل explanation analysis طبعا + +175 +00:23:14,380 --> 00:23:22,180 +النقطة P معرّفة بشكل كامل من حركة ال link AP + +176 +00:23:22,180 --> 00:23:29,740 +مظبوط؟ monitor AP AP هكونها مركبتين واحدة نورا + +177 +00:23:29,740 --> 00:23:30,160 +component + +178 +00:23:36,100 --> 00:23:45,640 +هذه AP normal و AP tangential عمودي + +179 +00:23:45,640 --> 00:23:52,360 +عليها طبعا ال AP tangential في الحلقة بتساوي صفر + +180 +00:23:52,360 --> 00:23:56,780 +حد + +181 +00:23:56,780 --> 00:24:02,940 +الزاوية تلاتين درجة هذه + +182 +00:24:02,940 --> 00:24:12,990 +هتكونستين درجة واضح + +183 +00:24:12,990 --> 00:24:24,930 +ان هذه بالساوية سفر الآن ال + +184 +00:24:24,930 --> 00:24:30,970 +explanation هذه محصلة طبعا ال rotation لل link AP + +185 +00:24:30,970 --> 00:24:37,010 +بتخلي ال rotation لل link BEالـ PA while rotating + +186 +00:24:37,010 --> 00:24:45,910 +هدى slide بالنسبة لها صح؟ ممكن تكون along the + +187 +00:24:45,910 --> 00:24:50,350 +road ممكن تكون بهذا الاتجاه او تسارب اتجاه المعاكس + +188 +00:24:50,350 --> 00:24:59,650 +مش عارفين ممكن افترض هى اتجاه هدى نحكي ممكن + +189 +00:24:59,650 --> 00:25:02,730 +نعرف يعنى حاليا A P + +190 +00:25:12,890 --> 00:25:17,030 +relative و في جزئية ال rotation ال rotation بتاع + +191 +00:25:17,030 --> 00:25:23,970 +ياش احنا هاي انا حاكيها هاي X capital و هاي Y + +192 +00:25:23,970 --> 00:25:33,940 +capital هاي X small و Y smallالـ G to rotation + +193 +00:25:33,940 --> 00:25:43,200 +هتكون في normal component للتحت A + +194 +00:25:43,200 --> 00:25:50,520 +P prime normal و + +195 +00:25:50,520 --> 00:25:54,240 +هتكون دي A P prime تنجل الشغل هتكون عمودي عليها + +196 +00:25:54,240 --> 00:25:56,840 +ممكن تكون في هذا الاتجاه او هذا الاتجاه مش عارفين + +197 +00:25:56,840 --> 00:25:59,280 +بس انا برجح هتكون في هذا الاتجاه + +198 +00:26:04,210 --> 00:26:20,410 +هذه a b prime tangential لأ + +199 +00:26:20,410 --> 00:26:25,050 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +200 +00:26:25,050 --> 00:26:26,110 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +201 +00:26:26,110 --> 00:26:26,270 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +202 +00:26:26,270 --> 00:26:28,870 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +203 +00:26:28,870 --> 00:26:31,310 +لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ + +204 +00:26:31,310 --> 00:26:38,130 +لأ لأ لأ لأ لأ لهذه relative تنجينشال ال rotation + +205 +00:26:38,130 --> 00:26:45,890 +about B معناته هتكون عموديه على A P ما + +206 +00:26:45,890 --> 00:26:50,110 +هو انا بفسفس الحركة الحركة جزء منها due to + +207 +00:26:50,110 --> 00:26:54,810 +rotation اللي هو هذا وفيه جزء due to sliding وفيه + +208 +00:26:54,810 --> 00:26:58,430 +ال combined effectللـ root of velocity و rotation + +209 +00:26:58,430 --> 00:27:02,330 +اللي هي Coriolis acceleration الآن ال V relative + +210 +00:27:02,330 --> 00:27:06,730 +اللي حكيناه ايش اتجاهها ال V relative هي اتجاه ال + +211 +00:27:06,730 --> 00:27:10,550 +V relative ال Coriolis component of acceleration + +212 +00:27:10,550 --> 00:27:18,550 +بدي الف ال V relative تسعين درجة في اتجاه دوران ال + +213 +00:27:18,550 --> 00:27:23,410 +Omega P ال Omega P ايش Clockwise صح؟ لان اتحالفها + +214 +00:27:23,410 --> 00:27:26,270 +تسعين درجة هتقين + +215 +00:27:29,360 --> 00:27:39,160 +هذه كمان a c معناته + +216 +00:27:39,160 --> 00:27:44,320 +ال a b ك vector بتساوي + +217 +00:27:44,320 --> 00:27:53,020 +ال a b prime هذه نتيجة ال rotating frame اللي أنا + +218 +00:27:53,020 --> 00:27:59,300 +بحطه على الرد بهي due to rotation وفي عندي a + +219 +00:27:59,300 --> 00:28:05,280 +relative نتيجة حركة ال slider بالنسبة للرد وفي + +220 +00:28:05,280 --> 00:28:13,660 +عندي ac اللي هي Coriolis acceleration ال AP + +221 +00:28:13,660 --> 00:28:20,820 +completely defined by the motion of rod AP + +222 +00:28:28,320 --> 00:28:37,380 +الـ AP هتكون اللي مركبتين AP normal و بتعمل بهذا + +223 +00:28:37,380 --> 00:28:41,820 +الاتجاه تلاتين + +224 +00:28:41,820 --> 00:28:48,400 +مع الأفطر زائد + +225 +00:28:48,400 --> 00:28:58,660 +AP tangential و بتكونعمودية عليها على الرد AB تعمل + +226 +00:28:58,660 --> 00:29:13,300 +ستين مع الأفقية احنا + +227 +00:29:13,300 --> 00:29:19,020 +حاكينا Omega A ال A B Normal A + +228 +00:29:19,020 --> 00:29:30,690 +شو تستوير Omega A تربيةفي ال a b omega a تربيع في + +229 +00:29:30,690 --> 00:29:35,550 +ال a b اللي + +230 +00:29:35,550 --> 00:29:47,330 +هي عشرة تربيع في a b أكمل حسبناها point six ستة + +231 +00:29:47,330 --> 00:29:50,090 +هتكون في مية و تسعة و خمسين + +232 +00:29:55,660 --> 00:30:09,160 +أكم تطلع 15.96 متر لكل second تربيع ال a b + +233 +00:30:09,160 --> 00:30:19,000 +tangential هتكون ايه؟ ليش؟ Zero لإن أميجا ايه؟ + +234 +00:30:19,000 --> 00:30:29,150 +بالساعة constantمعناته Alpha A بالسوء Zero لأن A B + +235 +00:30:29,150 --> 00:30:36,170 +تنجينش هتكون Alpha A في A B ال + +236 +00:30:36,170 --> 00:30:43,030 +A B Prime ال + +237 +00:30:43,030 --> 00:30:49,310 +A B Prime لها مركبتين لأن انا حاليا انا انا انا + +238 +00:30:49,310 --> 00:30:49,370 +انا انا انا انا انا انا انا انا انا انا انا انا + +239 +00:30:49,370 --> 00:30:49,530 +انا + +240 +00:30:52,920 --> 00:31:00,780 +للرد اللي هو بي اي هتكون + +241 +00:31:00,780 --> 00:31:08,060 +في الها a بي prime normal هتكون + +242 +00:31:08,060 --> 00:31:19,300 +تعمل تلاتين درجة مع الرأس زائد + +243 +00:31:30,050 --> 00:31:32,930 +بتعمل زاوية عشرين درجة مع الأفق + +244 +00:31:51,130 --> 00:31:59,490 +طيب ال a b normal ال prime قمتها شو تساوي a + +245 +00:31:59,490 --> 00:32:05,990 +b prime normal هتكون omega b تربية في + +246 +00:32:05,990 --> 00:32:10,610 +b p omega b تربية حسبناها هي تلاتة point اتنين + +247 +00:32:10,610 --> 00:32:14,870 +اربعة في + +248 +00:32:14,870 --> 00:32:15,490 +b p اكم + +249 +00:32:24,180 --> 00:32:30,980 +بطلع كام كم + +250 +00:32:30,980 --> 00:32:36,680 +مرة قبل meter + +251 +00:32:36,680 --> 00:32:42,780 +per second square طب ال a b prime tangential + +252 +00:32:48,280 --> 00:32:59,360 +الش هتساوي الف بي في بي بي يعني هتكون point four + +253 +00:32:59,360 --> 00:33:08,080 +oh four two الف بي + +254 +00:33:08,080 --> 00:33:14,620 +كوريالوس + +255 +00:33:14,620 --> 00:33:15,360 +AC + +256 +00:33:21,650 --> 00:33:29,910 +بتساوي اتنين اوميجا cross اوميجا بي cross V + +257 +00:33:29,910 --> 00:33:35,110 +relative يعني + +258 +00:33:35,110 --> 00:33:40,770 +هتساوي اتنين اوميجا بي التلاتة point zero اتنين + +259 +00:33:40,770 --> 00:33:42,410 +اربعة لانهم متعاملين على بعض + +260 +00:33:47,110 --> 00:33:57,130 +في V relative اكم حسبناها واحد point اتنين خمسة + +261 +00:33:57,130 --> 00:34:02,370 +انا اتوقع AC ايش + +262 +00:34:02,370 --> 00:34:09,950 +تطلع قيمتها ستة point واحد تسعة تسعة point واحد + +263 +00:34:09,950 --> 00:34:22,060 +تسعة تسعة واحد تسعة تسعةكمان مرة 6.199 متر per + +264 +00:34:22,060 --> 00:34:27,040 +second square و بتعمل زاوية عشرين درجة مع القفقية + +265 +00:34:27,040 --> 00:34:39,260 +الآن + +266 +00:34:39,260 --> 00:34:43,300 +هنعوض + +267 +00:34:44,940 --> 00:34:48,480 +الـ APE ماضلش غير الممركبة هذه اللي هي كم انت 15 + +268 +00:34:48,480 --> 00:34:53,880 +.96 15.96 + +269 +00:34:53,880 --> 00:35:06,260 +متر per second square و بتعمل زاوية تلاتين درجة مع + +270 +00:35:06,260 --> 00:35:11,960 +الأفق انا بعود في المعادلة هذه بتساويAP' في AP' + +271 +00:35:12,380 --> 00:35:20,160 +normal اللي هي تلاتة point ستة تسعة ستة meter per + +272 +00:35:20,160 --> 00:35:30,120 +second square و بتعمل زاوية زاوية + +273 +00:35:30,120 --> 00:35:35,360 +عشرين هذا مش تلاتين زاوية عشرين لتحت + +274 +00:35:43,590 --> 00:35:51,150 +زائد a b prime tangential اللي هي point four او + +275 +00:35:51,150 --> 00:36:01,890 +four two الف ب تم الزاوية عشرين درجة + +276 +00:36:01,890 --> 00:36:09,570 +هذه اللي هي a b prime زائد ال relative + +277 +00:36:16,060 --> 00:36:24,100 +وبتعمل زاوية مع الرأس عشرين + +278 +00:36:24,100 --> 00:36:28,180 +درجة زي + +279 +00:36:28,180 --> 00:36:34,400 +كوريولوس التي هي زي ستة point واحد تسعة اتنين + +280 +00:36:34,400 --> 00:36:40,080 +meter per second square بتعمل عشرين درجة + +281 +00:36:45,630 --> 00:36:55,990 +مع الأفقه هاخد + +282 +00:36:55,990 --> 00:37:07,630 +ال X component و ال Y component ان + +283 +00:37:07,630 --> 00:37:11,410 +المجهر ان دي مجول يعني ال relative و ال alpha بيه + +284 +00:37:11,410 --> 00:37:16,340 +وهذه معدلة2d equation معناه تقدر تعطينا معادل تاني + +285 +00:37:16,340 --> 00:37:23,440 +معناه تقدر اخد في ال X هكون + +286 +00:37:23,440 --> 00:37:28,060 +عندك ناقص + +287 +00:37:28,060 --> 00:37:38,740 +خمس تاش point تسعة ستة cosine التلاتين بتساوي + +288 +00:37:38,740 --> 00:37:41,740 +ناقص + +289 +00:37:43,190 --> 00:37:53,530 +تلاتة point ستة تسعة ستة صين العشرين minus + +290 +00:37:53,530 --> 00:37:56,650 +point + +291 +00:37:56,650 --> 00:38:07,730 +four oh four two cosine العشرين في + +292 +00:38:07,730 --> 00:38:08,270 +الف ب + +293 +00:38:13,950 --> 00:38:19,810 +Cos 20 Z + +294 +00:38:19,810 --> 00:38:26,870 +relative Sine + +295 +00:38:26,870 --> 00:38:44,370 +20 ناقص 6 point 192 Cos 20 هذه معادلة الأولىمعدد + +296 +00:38:44,370 --> 00:38:55,190 +تاني في ال ash في ال y direction هيكون + +297 +00:38:55,190 --> 00:39:03,930 +مانقص خمس أستاش point تسعة ستة sin التلاتين بتساوي + +298 +00:39:03,930 --> 00:39:09,150 +minus + +299 +00:39:09,150 --> 00:39:19,390 +تلاتة.696 Cos 20 زائد + +300 +00:39:19,390 --> 00:39:23,430 +Alpha + +301 +00:39:23,430 --> 00:39:30,450 +B Sine 20 زائد + +302 +00:39:30,450 --> 00:39:34,350 +Relative + +303 +00:39:34,350 --> 00:39:36,770 +Cos 20 + +304 +00:39:40,130 --> 00:39:47,350 +مينوس او زائد ستة + +305 +00:39:47,350 --> 00:39:55,730 +point واحد تسعة اتنين sin العشرين انا عندي مجهولين + +306 +00:39:55,730 --> 00:40:03,490 +اللي هم alpha b و a relative يعني اذا ضربت + +307 +00:40:03,490 --> 00:40:07,210 +المعادلة بsin عشرين والتانية بsin عشرين هتخلص من + +308 +00:40:07,210 --> 00:40:16,360 +ال alpha b صح؟إذا ضربت المعادلة الأولى cosine + +309 +00:40:16,360 --> 00:40:23,120 +العشرين والتانية + +310 +00:40:23,120 --> 00:40:30,280 +في cosine العشرين + +311 +00:40:30,280 --> 00:40:31,360 +و أجمع + +312 +00:40:39,030 --> 00:40:47,870 +هيكون ناقص خمستاش point تسعة ستة في صين + +313 +00:40:47,870 --> 00:40:52,810 +العشرين كوصين التلاتين صين العشرين كوصين التلاتين + +314 +00:40:52,810 --> 00:40:57,190 +minus + +315 +00:40:57,190 --> 00:41:03,170 +زائد كوصين التلاتين + +316 +00:41:08,870 --> 00:41:19,010 +صين التلاتين ستساوي صين + +317 +00:41:19,010 --> 00:41:26,050 +هي minus صين تربيع مع صين تربيع ستكون minus تلاتة + +318 +00:41:26,050 --> 00:41:30,370 +التاني + +319 +00:41:30,370 --> 00:41:37,950 +بروح هذا بتروح بعدين ايه relative صين تربيع عشرين + +320 +00:41:39,270 --> 00:41:47,070 +مع cos زاد irrelevant ناقص + +321 +00:41:47,070 --> 00:41:57,670 +هنا دي sin cos بروح مع بعض معناته + +322 +00:41:57,670 --> 00:42:02,750 +بتطلع irrelevant بتساوي + +323 +00:42:07,710 --> 00:42:24,730 +-15.96 sin 50 زائد 3.696 هذا sin cos زيادة cos sin + +324 +00:42:24,730 --> 00:42:25,950 +يعني sin المجموعة + +325 +00:42:36,270 --> 00:42:41,130 +تطلع سالب تمانية point خمسة كام أرقام يعني تبقى + +326 +00:42:41,130 --> 00:42:45,310 +ثلاثة سفر متر + +327 +00:42:45,310 --> 00:42:51,430 +per second اذا كنت هذه قيمتي ال relative يعني عوض + +328 +00:42:51,430 --> 00:43:00,410 +في واحدة من التنتين و جيب Alpha بيه بتحسب ايه عوض + +329 +00:43:00,410 --> 00:43:03,890 +في الاولة او التانية بتحسب Alpha بيه + +330 +00:43:13,060 --> 00:43:20,540 +طيب في أي سؤال؟ + +331 +00:43:20,540 --> 00:43:24,400 +همسح + +332 +00:43:24,400 --> 00:43:35,320 +الآن + +333 +00:43:35,320 --> 00:43:38,920 +المسألة التانية هتختلف شوية + +334 +00:43:46,930 --> 00:43:52,330 +هذه ال X كابيتال وهذه + +335 +00:43:52,330 --> 00:43:56,330 +ال Y كابيتال الآن + +336 +00:43:56,330 --> 00:44:03,090 +بحط ال rotating frame على المنبر اللي فيه sliding + +337 +00:44:03,090 --> 00:44:07,650 +بالنسبة له يعني بحط ال X صغير وY صغير على هذا + +338 +00:44:15,970 --> 00:44:24,030 +وhigh y small هاي + +339 +00:44:24,030 --> 00:44:34,790 +بي اي بي الان لما نعمل velocity analysis الان + +340 +00:44:34,790 --> 00:44:39,730 +point P معرفة بشكل كام من خلال ال rotation للرد بي + +341 +00:44:39,730 --> 00:44:48,280 +بي صح ان عكست حاليااللي هي ال motion of P + +342 +00:44:48,280 --> 00:44:56,640 +completely defined by اللي هو الرد BP اللي بتعمل + +343 +00:44:56,640 --> 00:45:00,200 +effect هنا يعني لو حكيت ال virus analysis عندها + +344 +00:45:00,200 --> 00:45:05,980 +هتكون هتكون + +345 +00:45:05,980 --> 00:45:17,290 +عندها هاي VP هذه VP بتعمل زرع كامعشرين درجة ال V P + +346 +00:45:17,290 --> 00:45:23,910 +هتكون + +347 +00:45:23,910 --> 00:45:31,550 +figures due to rotation للرد A D هم دول Clockwise + +348 +00:45:31,550 --> 00:45:37,590 +هذا due to rotation هذا V P Prime + +349 +00:45:40,260 --> 00:45:43,280 +و في ديوت ستادي اصلا هو لما نلف لك clockwise + +350 +00:45:43,280 --> 00:45:50,860 +هيتحرك بعد الاتجاه هتكون VP تبقى تتأكد ان شغلك صح + +351 +00:45:50,860 --> 00:45:58,320 +طلع المحصة ال VP جاي بين التنين + +352 +00:45:58,320 --> 00:46:02,980 +ال VP + +353 +00:46:02,980 --> 00:46:07,280 +الاتجاهة + +354 +00:46:07,280 --> 00:46:09,060 +عشرين مع الأفق + +355 +00:46:13,880 --> 00:46:20,320 +بتساوية vb prime اللي + +356 +00:46:20,320 --> 00:46:28,920 +بتعمل ستين معلوق فوقي زاد + +357 +00:46:28,920 --> 00:46:34,840 +v relative اللي + +358 +00:46:34,840 --> 00:46:35,460 +بتعمل + +359 +00:46:45,300 --> 00:46:53,740 +بتكمله، واضح؟ ال .. يعني ال acceleration ان + +360 +00:46:53,740 --> 00:46:57,000 +حكينا ال motion of P completely defined by ال + +361 +00:46:57,000 --> 00:47:02,260 +motion of BP بي بي بي بي بي بي بي بي بي بي بي بي + +362 +00:47:02,260 --> 00:47:02,340 +بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي + +363 +00:47:02,340 --> 00:47:03,140 +بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي + +364 +00:47:03,140 --> 00:47:03,380 +بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي + +365 +00:47:03,380 --> 00:47:08,340 +بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي بي + +366 +00:47:16,090 --> 00:47:20,390 +نورمال نورمال نورمال نورمال نورمال نورمال نورمال + +367 +00:47:20,390 --> 00:47:32,570 +نورمال نورمال + +368 +00:47:40,090 --> 00:47:52,110 +اللي بتعمل زاوية عشرين مع الرأس عشرين مع الرأس زاد + +369 +00:47:52,110 --> 00:48:01,330 +a b tangential بتعمل عشرين مع الأفق بتساوي + +370 +00:48:01,330 --> 00:48:04,710 +a b prime + +371 +00:48:09,230 --> 00:48:17,250 +هذا a b prime tangential normal هو عندي هى اللى + +372 +00:48:17,250 --> 00:48:27,810 +هكون a b tangential prime يعني هتكون عندي ايه نعم + +373 +00:48:27,810 --> 00:48:37,710 +هتكون عندي ايه a b tangential prime بتعمل + +374 +00:48:39,220 --> 00:48:48,280 +60 مع الأفق زائد + +375 +00:48:48,280 --> 00:48:57,880 +ab normal prime تعمل تلاتين هذا + +376 +00:48:57,880 --> 00:49:05,740 +الاتجاه انا حاطط مع بعض يعني هذه ab prime زائد a + +377 +00:49:05,740 --> 00:49:06,080 +relative + +378 +00:49:09,310 --> 00:49:14,930 +هتكون بهذا الاتجاه هذه a relative هتكون تعمل + +379 +00:49:14,930 --> 00:49:23,150 +تلاتين درجة زي + +380 +00:49:23,150 --> 00:49:28,710 +كوريولوس احنا عكينا VP relative VP relative هذه + +381 +00:49:28,710 --> 00:49:33,130 +اتجاهها وهذه VP relative وهذه اتجاهها وهذا بدور + +382 +00:49:33,130 --> 00:49:33,530 +clockwise + +383 +00:49:36,510 --> 00:49:42,010 +معناته احيانا هتكون عند ايه AC كوريو اللصوص زائد + +384 +00:49:42,010 --> 00:49:46,470 +AC ستين + +385 +00:49:46,470 --> 00:49:53,650 +درجة خلصنا + +386 +00:49:53,650 --> 00:50:02,630 +هيك ستين درجة ستين درجة ستين عفوا نفس اللي قالي + +387 +00:50:02,630 --> 00:50:04,350 +نفس ال conjunction اللي قالي + +388 +00:50:07,530 --> 00:50:15,870 +ستين درجة و بتكملوا حل 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احنا", "probability": 0.9205729166666666}, {"start": 1146.57, "end": 1147.01, "word": " حسبناها", "probability": 0.9898681640625}, {"start": 1147.01, "end": 1148.99, "word": " كام", "probability": 0.614990234375}, {"start": 1148.99, "end": 1150.29, "word": " ال", "probability": 0.66455078125}, {"start": 1150.29, "end": 1152.99, "word": " radian", "probability": 0.65625}, {"start": 1152.99, "end": 1153.15, "word": " per", "probability": 0.95947265625}, {"start": 1153.15, "end": 1153.55, "word": " second", "probability": 0.92431640625}, {"start": 1153.55, "end": 1153.83, "word": " نعم", "probability": 0.963623046875}], "temperature": 1.0}, {"id": 40, "seek": 118484, "start": 1161.89, "end": 1184.85, "text": "بتطلع هو تطلع نفس القيم 1.025 و ال V P prime اللي due to rotation هتكون V P قصين الأربعين", "tokens": [3555, 2655, 9566, 1211, 3615, 31439, 6055, 9566, 1211, 3615, 8717, 36178, 25062, 32640, 502, 13, 15, 6074, 4032, 2423, 691, 430, 5835, 13672, 1829, 3462, 281, 12447, 8032, 2655, 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"end": 1215.71, "text": "ماشي اعوض هنا اكم تطلع عند ال VV Prime one point two two و هاد شو بتساوي اللي هي وينها", "tokens": [2304, 33599, 1829, 1975, 3615, 2407, 11242, 34105, 1975, 24793, 6055, 9566, 1211, 3615, 43242, 2423, 691, 53, 9655, 472, 935, 732, 732, 4032, 8032, 18513, 13412, 2407, 39894, 3794, 995, 45865, 13672, 1829, 39896, 4032, 9957, 11296], "avg_logprob": -0.43950321276982623, "compression_ratio": 1.168141592920354, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1197.27, "end": 1198.17, "word": "ماشي", "probability": 0.5978190104166666}, {"start": 1198.17, "end": 1198.53, "word": " اعوض", "probability": 0.81060791015625}, {"start": 1198.53, "end": 1198.79, "word": " هنا", "probability": 0.64404296875}, {"start": 1198.79, "end": 1199.01, "word": " اكم", "probability": 0.70166015625}, {"start": 1199.01, "end": 1199.43, "word": " تطلع", "probability": 0.9671630859375}, {"start": 1199.43, "end": 1199.71, "word": " عند", "probability": 0.24609375}, {"start": 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"end": 1213.21, "word": " هي", "probability": 0.8427734375}, {"start": 1213.21, "end": 1215.71, "word": " وينها", "probability": 0.8245442708333334}], "temperature": 1.0}, {"id": 42, "seek": 123833, "start": 1218.58, "end": 1238.34, "text": "بساوية 1.4 2 Omega B ومنها بحسب Omega B عشان تأكدوا نفس الشيء", "tokens": [3555, 3794, 995, 2407, 10632, 502, 13, 19, 568, 27645, 363, 4032, 27842, 11296, 4724, 5016, 35457, 27645, 363, 6225, 8592, 7649, 6055, 10721, 4117, 3215, 14407, 8717, 36178, 25124, 1829, 38207], "avg_logprob": -0.4933712121212121, "compression_ratio": 1.0217391304347827, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 1218.58, "end": 1219.98, "word": "بساوية", "probability": 0.63720703125}, {"start": 1219.98, "end": 1219.98, "word": " 1", "probability": 0.122802734375}, {"start": 1219.98, "end": 1225.88, "word": ".4", "probability": 0.5364990234375}, {"start": 1225.88, "end": 1230.88, "word": " 2", "probability": 0.122314453125}, {"start": 1230.88, "end": 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القيم بتاعتنا", "tokens": [6027, 10721, 2304, 7435, 995, 4724, 1829, 16472, 2655, 14407, 23032, 6027, 3615, 9957, 6055, 1211, 9307, 3660, 6055, 1211, 9307, 3660, 935, 4018, 8717, 9957, 1451, 2843, 2567, 680, 1150, 23758, 2423, 5215, 2423, 7649, 16490, 20292, 8315, 8717, 9566, 1211, 3615, 25062, 32640, 39894, 995, 34268, 8315], "avg_logprob": -0.48375000298023224, "compression_ratio": 1.3021582733812949, "no_speech_prob": 0.0, "words": [{"start": 1253.09, "end": 1254.09, "word": "الأمجا", "probability": 0.549609375}, {"start": 1254.09, "end": 1254.47, "word": " بي", "probability": 0.76708984375}, {"start": 1254.47, "end": 1255.67, "word": " انتوا", "probability": 0.4566446940104167}, {"start": 1255.67, "end": 1255.97, "word": " طالعين", "probability": 0.63018798828125}, {"start": 1255.97, "end": 1256.33, "word": " تلاتة", "probability": 0.833984375}, {"start": 1256.33, "end": 1258.29, "word": " تلاتة", "probability": 0.76458740234375}, {"start": 1258.29, "end": 1258.61, "word": " 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" نطلع", "probability": 0.8841552734375}, {"start": 1271.89, "end": 1272.39, "word": " القيم", "probability": 0.8994140625}, {"start": 1272.39, "end": 1272.97, "word": " بتاعتنا", "probability": 0.890380859375}], "temperature": 1.0}, {"id": 44, "seek": 130204, "start": 1276.1, "end": 1302.04, "text": "بنتطلع مع جنب عشان نعمل acceleration analysis انا عندي ال VPE عندي ال VPE بتساوي 1.596 مع الأفرقة بتعمل 60 درجة", "tokens": [3555, 29399, 9566, 1211, 3615, 20449, 10874, 1863, 3555, 6225, 8592, 7649, 8717, 25957, 1211, 17162, 5215, 1975, 8315, 18871, 16254, 2423, 691, 5208, 18871, 16254, 2423, 691, 5208, 39894, 3794, 995, 45865, 502, 13, 19600, 21, 20449, 16247, 5172, 2288, 28671, 39894, 25957, 1211, 4060, 11778, 47341, 3660], "avg_logprob": -0.26921874940395357, "compression_ratio": 1.2335766423357664, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 1276.1, "end": 1277.04, "word": "بنتطلع", "probability": 0.642919921875}, {"start": 1277.04, "end": 1277.2, "word": " مع", "probability": 0.91357421875}, {"start": 1277.2, "end": 1277.58, "word": " جنب", "probability": 0.88525390625}, {"start": 1277.58, "end": 1277.94, "word": " عشان", "probability": 0.962890625}, {"start": 1277.94, "end": 1278.14, "word": " نعمل", "probability": 0.9283854166666666}, {"start": 1278.14, "end": 1278.44, "word": " acceleration", "probability": 0.93896484375}, {"start": 1278.44, "end": 1279.08, "word": " analysis", "probability": 0.84326171875}, {"start": 1279.08, "end": 1280.22, "word": " انا", "probability": 0.729248046875}, {"start": 1280.22, "end": 1280.6, "word": " عندي", "probability": 0.6763916015625}, {"start": 1280.6, "end": 1280.92, "word": " ال", "probability": 0.95458984375}, {"start": 1280.92, "end": 1281.46, "word": " VPE", "probability": 0.56787109375}, {"start": 1281.46, "end": 1287.7, "word": " عندي", "probability": 0.7222900390625}, {"start": 1287.7, "end": 1287.84, "word": " ال", "probability": 0.9130859375}, {"start": 1287.84, "end": 1288.4, "word": " VPE", "probability": 0.954833984375}, {"start": 1288.4, "end": 1293.56, "word": " بتساوي", "probability": 0.89892578125}, {"start": 1293.56, "end": 1296.3, "word": " 1", "probability": 0.64697265625}, {"start": 1296.3, "end": 1298.06, "word": ".596", "probability": 0.8245442708333334}, {"start": 1298.06, "end": 1298.32, "word": " مع", "probability": 0.89208984375}, {"start": 1298.32, "end": 1298.7, "word": " الأفرقة", "probability": 0.5009765625}, {"start": 1298.7, "end": 1299.28, "word": " بتعمل", "probability": 0.9803059895833334}, {"start": 1299.28, "end": 1301.44, "word": " 60", "probability": 0.5732421875}, {"start": 1301.44, "end": 1302.04, "word": " درجة", "probability": 0.98583984375}], "temperature": 1.0}, {"id": 45, "seek": 133187, "start": 1306.65, "end": 1331.87, "text": "وعندي V relative اشهد ساعة واحد point ومع الرأس هذه meter per second وهذه meter per second", "tokens": [2407, 3615, 1863, 16254, 691, 4972, 1975, 8592, 3224, 3215, 8608, 995, 27884, 36764, 24401, 935, 4032, 2304, 3615, 34892, 10721, 3794, 29538, 9255, 680, 1150, 37037, 24192, 9255, 680, 1150], "avg_logprob": -0.3225097684189677, "compression_ratio": 1.196078431372549, "no_speech_prob": 0.0, "words": [{"start": 1306.65, "end": 1307.97, "word": "وعندي", "probability": 0.7742919921875}, {"start": 1307.97, "end": 1309.29, "word": " V", "probability": 0.39892578125}, {"start": 1309.29, "end": 1309.89, "word": " relative", "probability": 0.62109375}, {"start": 1309.89, "end": 1313.41, "word": " اشهد", "probability": 0.56134033203125}, {"start": 1313.41, "end": 1313.73, "word": " ساعة", "probability": 0.8551432291666666}, {"start": 1313.73, "end": 1315.85, "word": " واحد", "probability": 0.886962890625}, {"start": 1315.85, "end": 1316.17, "word": " point", "probability": 0.91943359375}, {"start": 1316.17, "end": 1319.47, "word": " ومع", "probability": 0.81591796875}, {"start": 1319.47, "end": 1319.95, "word": " الرأس", "probability": 0.93408203125}, {"start": 1319.95, "end": 1323.13, "word": " هذه", "probability": 0.3173828125}, {"start": 1323.13, "end": 1327.99, "word": " meter", "probability": 0.35498046875}, {"start": 1327.99, "end": 1329.15, "word": " per", "probability": 0.92529296875}, {"start": 1329.15, "end": 1329.63, "word": " second", "probability": 0.9375}, {"start": 1329.63, "end": 1330.01, "word": " وهذه", "probability": 0.75048828125}, {"start": 1330.01, "end": 1330.39, "word": " meter", "probability": 0.7314453125}, {"start": 1330.39, "end": 1331.45, "word": " per", "probability": 0.96337890625}, {"start": 1331.45, "end": 1331.87, "word": " second", "probability": 0.9404296875}], "temperature": 1.0}, {"id": 46, "seek": 135744, "start": 1336.46, "end": 1357.44, "text": "و ال Omega B 3.024 Radian per second clockwise و ال Omega A 10 Radian per second clockwise", "tokens": [2407, 2423, 27645, 363, 805, 13, 15, 7911, 9654, 952, 680, 1150, 35790, 4032, 2423, 27645, 316, 1266, 9654, 952, 680, 1150, 35790], "avg_logprob": -0.4023437611758709, "compression_ratio": 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" اربعة", "probability": 0.8673502604166666}, {"start": 2021.11, "end": 2021.43, "word": " لانهم", "probability": 0.6845703125}, {"start": 2021.43, "end": 2021.93, "word": " متعاملين", "probability": 0.88544921875}, {"start": 2021.93, "end": 2022.05, "word": " على", "probability": 0.693359375}, {"start": 2022.05, "end": 2022.41, "word": " بعض", "probability": 0.9912109375}], "temperature": 1.0}, {"id": 69, "seek": 205469, "start": 2027.11, "end": 2054.69, "text": "في V relative اكم حسبناها واحد point اتنين خمسة انا اتوقع AC ايش تطلع قيمتها ستة point واحد تسعة تسعة point واحد تسعة تسعة واحد تسعة تسعة", "tokens": [41185, 691, 4972, 1975, 24793, 11331, 35457, 8315, 11296, 36764, 24401, 935, 1975, 2655, 1863, 9957, 16490, 2304, 3794, 3660, 1975, 8315, 1975, 2655, 30543, 3615, 8157, 1975, 1829, 8592, 6055, 9566, 1211, 3615, 12174, 32640, 2655, 11296, 8608, 2655, 3660, 935, 36764, 24401, 6055, 3794, 27884, 6055, 3794, 27884, 935, 36764, 24401, 6055, 3794, 27884, 6055, 3794, 27884, 36764, 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a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/k1LYO_hNlio_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/k1LYO_hNlio_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..c0df794df62a3ac9bf7605163d79755b33aefe37 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/k1LYO_hNlio_postprocess.srt @@ -0,0 +1,1520 @@ +1 +00:00:05,430 --> 00:00:08,150 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:08,150 --> 00:00:12,450 +وبركاته اليوم هنكمل في مادة نظرية الآلات و هنستكمل + +3 +00:00:12,450 --> 00:00:16,410 +chapter واحد و عشرين balancing of rotating masses + +4 +00:00:16,410 --> 00:00:21,530 +المحاضرة الفاتتة حكينا عن التوزين كتلة دوارة بكتلة + +5 +00:00:21,530 --> 00:00:26,010 +دوارة تقع في نفس المستوى برضه حكينا كيف الموزن + +6 +00:00:26,010 --> 00:00:31,850 +كتلة دوارة باستخدام كتلتين واقعين في مستويين + +7 +00:00:31,850 --> 00:00:36,900 +مختلفين سواء كانت الكتلة بينالكتلة المطلوب توزينها + +8 +00:00:36,900 --> 00:00:41,940 +بين الكتل المستخدم في التوزين أو برا بعدين شوفنا + +9 +00:00:41,940 --> 00:00:45,840 +كيف نوزن مجموعة من الكتل الدوارة واقع في نفس + +10 +00:00:45,840 --> 00:00:49,780 +المستوى بكتلة واقع في نفس المستوى بتاعة الكتل + +11 +00:00:49,780 --> 00:00:57,440 +المراد توزينها حلينا example اليوم هنكمل اليوم + +12 +00:00:57,440 --> 00:01:01,020 +balancing of cellular masses rotating in different + +13 +00:01:01,020 --> 00:01:06,480 +planes انا في عندي مجموعة من الكتلبدوره في مستوات + +14 +00:01:06,480 --> 00:01:11,580 +مختلفة يعني مثلا عندي high shaft فى كتلة هنا فى + +15 +00:01:11,580 --> 00:01:16,820 +كتلة هنا فى كتلة هنا مثلا فى كتلة هنا و هكذا الان + +16 +00:01:16,820 --> 00:01:25,480 +الكتل واقع اكتر من مستوى او بدى اوزنها باستخدام + +17 +00:01:25,480 --> 00:01:29,780 +كتلة واحدة ممكن اوزنها باكتر من كتلة بس هنوزنها + +18 +00:01:29,780 --> 00:01:37,660 +بكتلة واحدة طيب الان انا باين عنديمجموع من الكتل + +19 +00:01:37,660 --> 00:01:48,740 +M1 الها دراع R1 M2 الها دراع R2 و M3 الها دراع R3 + +20 +00:01:48,740 --> 00:01:59,780 +و M4 الها دراع R4 طبعا في زاوية بين M1 و M2 في + +21 +00:01:59,780 --> 00:02:08,810 +زاوية بين M2 و M3و فيه زوابين M3 و M4 بدي اوزنهم + +22 +00:02:08,810 --> 00:02:14,950 +طبعا ال M1 واقع في المستوى واحد و M2 واقع في + +23 +00:02:14,950 --> 00:02:20,170 +المستوى اتنين و M3 في المستوى تلاتة و M4 في + +24 +00:02:20,170 --> 00:02:22,070 +المستوى اربعة و احدة محور الشافت + +25 +00:02:27,820 --> 00:02:33,100 +بدي اوزنهم باستخدام كتلتين عند مستويين مختلفين + +26 +00:02:33,100 --> 00:02:41,360 +يعني عندهين كتلة في المستوى L و كتلة في المستوى M + +27 +00:02:41,360 --> 00:02:46,240 +بدي اعتبر المستوى L هو reference plane المستوى + +28 +00:02:46,240 --> 00:02:51,220 +المرجعي و اشوف بعض كل مستوى عن المستوى المرجعي + +29 +00:02:52,020 --> 00:02:56,120 +المستويات اللي على الشمال المستوى المرجعية بعتبرها + +30 +00:02:56,120 --> 00:02:59,120 +negative والمستويات اللي على يمين ماعتبرها إياش + +31 +00:02:59,120 --> 00:03:06,740 +موجة مثلا ال mass M1 وقع في المستوى واحد اللي هو + +32 +00:03:06,740 --> 00:03:12,740 +على شمال المستوى هذا هتكون بالسلب L1 ال mass 2 + +33 +00:03:12,740 --> 00:03:20,300 +تبعد L2 مستوها مستوى ال mass 3 L3مستوى الماس أربع + +34 +00:03:20,300 --> 00:03:23,700 +الأربع مستوى الماس التانى اللى هستخدمها بالتوزين + +35 +00:03:23,700 --> 00:03:30,680 +تبعد ال M الان + +36 +00:03:30,680 --> 00:03:36,440 +هذه اللى لما ندور ال shaft لما ندور ال shaft فانا + +37 +00:03:36,440 --> 00:03:42,370 +هحط كتلتين M M و M L بحيث يكون النظام متوازنعشان + +38 +00:03:42,370 --> 00:03:46,210 +اتوزل نظام بلزملك شغل تان summation force بالساوية + +39 +00:03:46,210 --> 00:03:54,870 +سفر و summation moment بالساوية سفر الان كل math + +40 +00:03:54,870 --> 00:04:02,590 +هتعمللي قوة طرد مركزي يعني + +41 +00:04:02,590 --> 00:04:03,610 +عندي M واحد + +42 +00:04:14,390 --> 00:04:25,210 +هتعمل فc1 هتعمل فc2 هتعمل + +43 +00:04:25,210 --> 00:04:35,370 +فc3 هتعمل فc4 + +44 +00:04:35,370 --> 00:04:38,390 +طبعا + +45 +00:04:38,390 --> 00:04:39,190 +هذا ال end view + +46 +00:04:42,420 --> 00:04:48,640 +الماس ال هتكون + +47 +00:04:48,640 --> 00:05:00,040 +لها fl والماس m فم + +48 +00:05:00,040 --> 00:05:03,060 +هذه + +49 +00:05:03,060 --> 00:05:08,350 +قوة طرد المركزيبتكون بتجاه ال radial directions + +50 +00:05:08,350 --> 00:05:21,150 +radial directions لان احنا في عيننا جدول عيننا + +51 +00:05:21,150 --> 00:05:29,330 +هيكون جدول العمود الأول المستوى و مرقمين من الشمال + +52 +00:05:29,330 --> 00:05:35,280 +لليمين من الشمال لليمينهيكون مستوى واحد ال نين + +53 +00:05:35,280 --> 00:05:44,080 +تلاتة ام اربعة هاي واحد ال نين تلاتة ام اربعة كاتب + +54 +00:05:44,080 --> 00:05:47,780 +عند القصير بال ال referencing brain هذا المستوى + +55 +00:05:47,780 --> 00:05:52,940 +المرجح و كاتب ال mass عند كل مستوى فعند المستوى + +56 +00:05:52,940 --> 00:05:58,120 +واحد ان احنا كنا عند هنا ام واحد ام ال ام اتنين ام + +57 +00:05:58,120 --> 00:06:08,060 +تلاتة ام ام اربعةو بعدين ال radial position R1 RL + +58 +00:06:08,060 --> 00:06:17,540 +R2 R3 RM R4 طبعا الكتة الهادم على نفس الشفت صح مش + +59 +00:06:17,540 --> 00:06:21,600 +في نفس المستوى لكن كلهم بدوروا بنفس السرعة نفس ال + +60 +00:06:21,600 --> 00:06:24,820 +Omega فانا هحسب ال centrifugal force مقصوم عليها + +61 +00:06:24,820 --> 00:06:29,400 +Omega Square يعني هتكون ال mass في ال radial + +62 +00:06:29,400 --> 00:06:37,940 +distanceالقيمة طبعا هيكون عندي هنا M1R1 MLRL M2R2 + +63 +00:06:37,940 --> 00:06:45,560 +M3R3 MMRM + +64 +00:06:45,560 --> 00:06:54,260 +M4R4 الآن العمود الخامس المسافة من ال reference + +65 +00:06:54,260 --> 00:06:59,400 +plane ال reference plane اللي هو هذا سفر هو سفر + +66 +00:07:00,740 --> 00:07:04,540 +الكتلة واحد جاي على شماله مسافة minus الواحد + +67 +00:07:04,540 --> 00:07:19,160 +الكتلة اتنين الاتنين التلاتة الام الأربعة الان + +68 +00:07:19,160 --> 00:07:24,740 +هنحسب ال moments او + +69 +00:07:24,740 --> 00:07:28,760 +خلنا نحسب اولش ال centrifugal forces + +70 +00:07:37,280 --> 00:07:42,620 +أحنا نحكي أن هذه ال force ديو للكتلة الأولى Fc1 + +71 +00:07:42,620 --> 00:07:54,960 +Fc2 Fc3 Fc4 بعدين Fcm Fcl + +72 +00:07:54,960 --> 00:07:58,660 +عشان يكون ال system متوازن لازم ال polygon ايش + +73 +00:07:58,660 --> 00:08:03,940 +معله يسكر لازم ال polygon يسكر يعني مجموعة ال + +74 +00:08:03,940 --> 00:08:07,580 +forces يعني ال polygon سكر مع مجموعة ال forceszero + +75 +00:08:07,580 --> 00:08:10,000 +summation of force بالساوية zero يعني أول + +76 +00:08:10,000 --> 00:08:20,860 +condition summation لل Fc بالساوية zero هذا كم + +77 +00:08:20,860 --> 00:08:25,360 +معدل بتعطينا؟ + +78 +00:08:25,360 --> 00:08:33,240 +لأ باتجاهين معدلتين يعني بتعطينا هذه اتنين + +79 +00:08:33,240 --> 00:08:33,760 +equations + +80 +00:08:38,550 --> 00:08:47,190 +بعدين ال couple خلّيني + +81 +00:08:47,190 --> 00:08:55,390 +أخد الكتلة حسبي المثال كتلة M1 قوة الطرد المركزي ل + +82 +00:08:55,390 --> 00:09:00,610 +M1 خلّيني + +83 +00:09:00,610 --> 00:09:01,210 +أعرف + +84 +00:09:04,860 --> 00:09:17,180 +أحكي هذا هو ال X ال XY هذا ال X ال + +85 +00:09:17,180 --> 00:09:20,580 +Y XY + +86 +00:09:20,580 --> 00:09:32,300 +هذا ال Z هيكون صح هذا محور الشافة مظبوط وهذه مركز + +87 +00:09:32,300 --> 00:09:39,560 +ال محاورهكذا هاي ال X وهي + +88 +00:09:39,560 --> 00:09:48,580 +إياش ال Y لف ال X على ال Y بتعطينا إياش ال Z لف + +89 +00:09:48,580 --> 00:09:51,460 +ال X على ال Y بتعطينا الإبهام Z + +90 +00:10:05,980 --> 00:10:26,000 +الكتلة M1 هيكون لها ال Fc Fc + +91 +00:10:26,000 --> 00:10:27,420 +1 مظبوط + +92 +00:10:42,530 --> 00:10:52,610 +الـ position vector بتاعها position + +93 +00:10:52,610 --> 00:10:59,910 +vector هيكون باتجاه باتجاه ال X بس اللي مركبة صح + +94 +00:10:59,910 --> 00:11:05,530 +باتجاه ال X اللي مركبة بس بتاخد ال moment بتاع ال + +95 +00:11:05,530 --> 00:11:08,670 +FC1 هيكون ال position vector R1 + +96 +00:11:13,090 --> 00:11:22,450 +أنا مباشرة إذا بطلع من المركز باتجاه ال X اللي هي + +97 +00:11:22,450 --> 00:11:31,950 +R1 بالتجاه + +98 +00:11:31,950 --> 00:11:38,230 +ال I معناته + +99 +00:11:38,230 --> 00:11:42,390 +هتكون عندي هذه هي اللي عندها جزية كتلة هنا + +100 +00:11:47,450 --> 00:11:53,650 +هتكون انديهاي هاد + +101 +00:11:53,650 --> 00:12:01,710 +ال F C 1 صح؟ مشي هنا جاية باتجاه ال X معناته + +102 +00:12:01,710 --> 00:12:07,550 +عشان أصللها هذا + +103 +00:12:07,550 --> 00:12:14,590 +ال R 1 صح؟ هروح باتجاه Z minus + +104 +00:12:16,710 --> 00:12:31,130 +R1 باتجاه الـ K صح ال Y ما هي هي هي هي ال X و ال Y + +105 +00:12:31,130 --> 00:12:40,310 +ال FC1 انا بتطلع هيك لما تمدها هتوصل لمركز هتوصل + +106 +00:12:40,310 --> 00:12:43,730 +إيه؟ المركز معناته ماليهاش مركبات في ال X و ال Y + +107 +00:12:43,730 --> 00:12:49,270 +إيه اللي هي مركبة إيه؟ بال Zمعناة ال moment حوالي + +108 +00:12:49,270 --> 00:13:05,490 +NO هي R1 cross FC1 هي IJK + +109 +00:13:05,490 --> 00:13:11,870 +سفر ناقص + +110 +00:13:11,870 --> 00:13:16,830 +R1 والـ FC1 هو ركّب بس في تجاه ال X + +111 +00:13:19,810 --> 00:13:24,130 +فسي واحد سفر + +112 +00:13:24,130 --> 00:13:29,590 +سفر I + +113 +00:13:29,590 --> 00:13:42,470 +سفر سفر ج ج سفر زاد R واحد R واحد لحظة شوية ال ج + +114 +00:13:42,470 --> 00:13:48,890 +سفر زاد minus minus R واحد + +115 +00:13:53,310 --> 00:14:03,750 +Fc1 باتجاه الـ J الـ K طيب + +116 +00:14:03,750 --> 00:14:11,050 +و ال Fc ك vector واحد + +117 +00:14:11,050 --> 00:14:13,890 +اللي مركب باتجاه ال I + +118 +00:14:23,030 --> 00:14:31,710 +باتجاه ال I معناته يعني ال R واحد باتجاه ال K طب + +119 +00:14:31,710 --> 00:14:36,670 +ركزوا على التجاهات و ال FC واحد باتجاه ال I و ال + +120 +00:14:36,670 --> 00:14:39,810 +cross product بتجاه ال J معناته عمودي على المستوى + +121 +00:14:39,810 --> 00:14:46,710 +المكون من ال R واحد و ال FC واحد معناته ايش؟ بيكون + +122 +00:14:46,710 --> 00:14:48,610 +عمودي على المستوى هذا + +123 +00:14:52,740 --> 00:14:56,740 +يعني هتكون في ال minus في ال minus بس تواني تواني + +124 +00:14:56,740 --> 00:15:11,080 +بس هتكون في ال minus J هات + +125 +00:15:11,080 --> 00:15:16,760 +J انسى ال minus انسى ال minus يعني كويس لأ اللي + +126 +00:15:16,760 --> 00:15:25,210 +بيحكي صح هو اللي بيحكي صح هات minus كويسفي سفر + +127 +00:15:25,210 --> 00:15:36,950 +ناقص ناقص في زائد عشان + +128 +00:15:36,950 --> 00:15:45,650 +تطلع سالب طيب + +129 +00:15:48,390 --> 00:16:02,290 +لما تفكر محدد موجب سالب موجب واضح + +130 +00:16:02,290 --> 00:16:12,970 +انه في زاوية تسعين درجة بين استنتجال force + +131 +00:16:12,970 --> 00:16:16,150 +والازدواج ناتج عنها ال couple + +132 +00:16:19,560 --> 00:16:27,600 +بنفس المنطق بنفس المنطق هيكون في زاوية في زاوية + +133 +00:16:27,600 --> 00:16:36,080 +بين ال fc2 و + +134 +00:16:36,080 --> 00:16:40,080 +ال + +135 +00:16:40,080 --> 00:16:45,800 +couple برضه تسعين درجة هتكون تسعين درجة بس هل هلف + +136 +00:16:45,800 --> 00:16:52,380 +clockwise ولا counter clockwiseباعتمد اذا انا على + +137 +00:16:52,380 --> 00:16:57,780 +الشمال ال reference plane ولا على يمين ال + +138 +00:16:57,780 --> 00:17:02,460 +reference plane لو اعتبرت انه بدأ لف .. انا ممكن + +139 +00:17:02,460 --> 00:17:07,520 +اعتبرها اذا بده عشان اوجد اتجاه ال couple اذا كنت + +140 +00:17:07,520 --> 00:17:10,280 +على الشمال ال reference plane بدأ لف بعكس القارب + +141 +00:17:10,280 --> 00:17:13,470 +الساعة مثلا، بدي اعتبرها موجة، بصيرإذا كنت على + +142 +00:17:13,470 --> 00:17:18,570 +يمينها بدي ألف ال citrucial force تسعين درجة مع + +143 +00:17:18,570 --> 00:17:25,750 +عقاري بالساعة واحد بدي يعكس بيحكي لأ إذا كنت على + +144 +00:17:25,750 --> 00:17:29,710 +الشمال بدي ألف ال citrucial force تسعين درجة + +145 +00:17:29,710 --> 00:17:32,910 +clockwise وإذا كنت على يمين حلف أياش counter + +146 +00:17:32,910 --> 00:17:38,470 +clockwise بصيرة في الحالتين بصيرة في الكتاب عشان + +147 +00:17:38,470 --> 00:17:39,270 +أقولكوا مش خربش + +148 +00:17:44,040 --> 00:17:51,060 +هنا بس هن أرسم هنا اللي + +149 +00:17:51,060 --> 00:17:56,540 +بده أعمل أنسخة بده + +150 +00:17:56,540 --> 00:18:06,660 +أنسخة + +151 +00:18:06,660 --> 00:18:35,800 +Ctrl Cctrl V ماشي + +152 +00:18:35,800 --> 00:18:37,220 +مؤقتا + +153 +00:18:55,720 --> 00:19:02,860 +هذا هو FC1 الكابل + +154 +00:19:02,860 --> 00:19:05,460 +النتج ان هو حكاية على الشمال + +155 +00:19:08,170 --> 00:19:12,870 +بلف تسعين درجة عكس عقارب الـC يعني هاي Fc1 هاي + +156 +00:19:12,870 --> 00:19:20,390 +left تسعين درجة اعطاني ايش؟ C1 على يمين بلف في + +157 +00:19:20,390 --> 00:19:30,870 +العكس يعني هاي اتنين هاي Fc2 هتكون C2 اللي هي هذه + +158 +00:19:30,870 --> 00:19:34,550 +و + +159 +00:19:34,550 --> 00:19:36,890 +تلاتة برضه غير على اليمين هاي Fc3 + +160 +00:19:40,840 --> 00:19:47,680 +الكابل هكون تسعين درجة اصلا هاي C تلاتة هاي C + +161 +00:19:47,680 --> 00:19:52,720 +تلاتة ال + +162 +00:19:52,720 --> 00:19:58,800 +C أربعة هاي + +163 +00:19:58,800 --> 00:20:00,780 +F C أربعة حلف + +164 +00:20:10,640 --> 00:20:25,820 +معقار بالساعة تسعين درجة هاي C4 هاي C4 ال + +165 +00:20:25,820 --> 00:20:36,460 +CM هاي ال M هاي + +166 +00:20:36,460 --> 00:20:36,900 +ال FC + +167 +00:20:42,450 --> 00:20:47,990 +ام هلفها تسعين درجة مع كوربس يعني هاي تسعين درجة + +168 +00:20:47,990 --> 00:21:00,590 +هذه cm اللي هي عياش cm واضحات طيب + +169 +00:21:38,820 --> 00:21:44,960 +الان هو هيلف قبل vectors هيسوي حركة تانية يعني + +170 +00:21:44,960 --> 00:21:51,770 +ملاش لازم مش مشكلةهيسوي حركة تانية لحظة عشان نتذكر + +171 +00:21:51,770 --> 00:22:00,990 +fc1 كان زي هيك fc1 صح؟ و + +172 +00:22:00,990 --> 00:22:07,350 +fc2 كان زي هيك و + +173 +00:22:07,350 --> 00:22:12,810 +fc3 و + +174 +00:22:12,810 --> 00:22:13,830 +fc4 + +175 +00:22:21,050 --> 00:22:24,950 +لما حصلنا احنا ال C1 و C2 و C3 و C4 احنا كنا نرفع + +176 +00:22:24,950 --> 00:22:29,870 +تسعين درجة لو لفناها تسعين اللي على اليمين لفناها + +177 +00:22:29,870 --> 00:22:34,510 +تسعين درجة رجعناها زي ما كان كله لفناه بأثر بأثرش + +178 +00:22:34,510 --> 00:22:44,870 +فهو ايش سوى راح خلّى على اليمين خلّى على اليمين ال + +179 +00:22:44,870 --> 00:22:50,660 +reference planeأنا عندي fc2 حط c2 فهي اعتبرها .. + +180 +00:22:50,660 --> 00:22:57,840 +هذه اتجاهها c2 هذه ال c2 هذه + +181 +00:22:57,840 --> 00:23:09,120 +ال c3 اللي هي اتجاه fc3 fc4 جاي على اليمين اللي + +182 +00:23:09,120 --> 00:23:14,840 +هي هتكون ال c4 و ال cm على اليمين cm + +183 +00:23:16,290 --> 00:23:23,590 +و ال C1 لأنها أجهة على الشمال عكسي اتجاهها بالظبط + +184 +00:23:23,590 --> 00:23:35,610 +و هذه ايش صارت؟ C1 هذا + +185 +00:23:35,610 --> 00:23:42,710 +ايش سوى فيهم؟ ال C2 + +186 +00:23:42,710 --> 00:23:45,550 +بالظبط + +187 +00:23:49,230 --> 00:23:54,830 +خلّين نشوف من خلال مثال بعدين بعمل هذا بيصار ايش + +188 +00:23:54,830 --> 00:24:02,070 +vectors عادية باخد مراكبات باتجاه ال I مراكبات + +189 +00:24:02,070 --> 00:24:07,330 +باتجاه ال J فبيكون ده معادلتين كمان معادلتين + +190 +00:24:07,330 --> 00:24:14,430 +للازدواج يعني أربع معادلات خلّين نشوف من خلال مثال + +191 +00:24:29,900 --> 00:24:39,740 +الـ force polygon هاي ال Fc1 هاي ال Fc1 هاي ال Fc2 + +192 +00:24:39,740 --> 00:24:49,020 +هاي ال Fc2 موازيله Fc3 Fc4 + +193 +00:24:50,040 --> 00:24:55,120 +موازي C4 Fcm + +194 +00:24:55,120 --> 00:25:03,960 +هاي Fcm واضح + +195 +00:25:03,960 --> 00:25:07,880 +طبعا ال CL مش مبينه لإن هى ال reference plane + +196 +00:25:07,880 --> 00:25:18,620 +بيكون عزم الكبل بتاع ال force اللى عند M صفر ايه + +197 +00:25:18,620 --> 00:25:19,620 +الأطوال + +198 +00:25:22,760 --> 00:25:26,240 +أيوة هذا ال couple مقصوم على omega square اللي هي + +199 +00:25:26,240 --> 00:25:32,300 +مثلا minus M1R1L1 M2R2L2 M3 هذا الأساس هذا القيم + +200 +00:25:32,300 --> 00:25:40,580 +نشوف + +201 +00:25:40,580 --> 00:25:41,100 +مثال + +202 +00:25:57,850 --> 00:26:01,490 +A shaft carries four masses A, B, C and D of + +203 +00:26:01,490 --> 00:26:05,390 +magnitudes 200, 300, 400 and 200 kg respectively + +204 +00:26:05,390 --> 00:26:11,810 +and revolving at radii 80, 70, 60, 80 mm in planes + +205 +00:26:11,810 --> 00:26:23,090 +measured from A at يعني هو معطينة أربع كتل A وB وC + +206 +00:26:23,090 --> 00:26:31,520 +وD معطينة إياشمعناته نعرف المستويات اول شي احنا ال + +207 +00:26:31,520 --> 00:26:37,200 +plane + +208 +00:26:37,200 --> 00:26:42,420 +طيب + +209 +00:26:42,420 --> 00:26:47,620 +ماعطينا اربع كتل وهي محور ال shaft عند A مستوى A + +210 +00:26:47,620 --> 00:26:53,700 +ومستوى B ومستوى C ومستوى D وماعطيني قيمة كل كتلةو + +211 +00:26:53,700 --> 00:27:04,860 +ال radial distance بتاعتها لكل كتلة ومعطيني + +212 +00:27:04,860 --> 00:27:16,960 +أبعاد المستويات B عن A وC عن A وD عن A يعني بيعني + +213 +00:27:16,960 --> 00:27:21,220 +تلت مية أربع مية وسبعة مية + +214 +00:27:26,800 --> 00:27:32,660 +معطيني الزوايا بين + +215 +00:27:32,660 --> 00:27:38,920 +A وB,B وC وD وC وD + +216 +00:27:54,500 --> 00:27:57,460 +the balancing masses are to be placed in planes x + +217 +00:27:57,460 --> 00:28:02,140 +and y بدي أحط كتلتين عند المستوى x وعند المستوى y + +218 +00:28:02,140 --> 00:28:07,740 +the distance between planes a and x is one hundred + +219 +00:28:07,740 --> 00:28:16,660 +millimeter بين a و x مائة ملي between + +220 +00:28:16,660 --> 00:28:21,480 +x + +221 +00:28:21,480 --> 00:28:29,230 +and y is four hundredهي X وهي Y مسافة كم؟ أربعمية + +222 +00:28:29,230 --> 00:28:34,590 +and + +223 +00:28:34,590 --> 00:28:43,350 +between X and D و Y and D متين هذا متين + +224 +00:28:49,060 --> 00:28:52,580 +if the balancing masses revolve at a radius of one + +225 +00:28:52,580 --> 00:28:59,620 +hundred millimeter يعني كان ال R بتاعة ال X مية و + +226 +00:28:59,620 --> 00:29:04,540 +ال R بتاعة ال Y مية find their magnitudes and + +227 +00:29:04,540 --> 00:29:08,420 +angular positions من هنا توجد قيمهم و موقعهم + +228 +00:29:08,420 --> 00:29:15,420 +الزاوية طيب يعني خليني أنلقص المثلة أنا عندي الحلم + +229 +00:29:15,420 --> 00:29:30,740 +دي من مستوىA X B C Y D هاي عندي A X + +230 +00:29:30,740 --> 00:29:45,540 +B C Y D ال mass kilogram + +231 +00:29:49,410 --> 00:30:02,910 +الـ A كام؟ مش عارف ف M X عندي ال B عندي ال C و + +232 +00:30:02,910 --> 00:30:12,370 +ال D ميتين هذه M و Y و + +233 +00:30:12,370 --> 00:30:16,550 +ال R من + +234 +00:30:16,550 --> 00:30:28,500 +الميتر ماعطينيهاماش مشكلة هاي خلّيها بالمتر الان + +235 +00:30:28,500 --> 00:30:34,500 +x y حكيها لمية هو صح ايه + +236 +00:30:34,500 --> 00:30:47,800 +أكم one zero ثمانية one zero + +237 +00:30:47,800 --> 00:30:52,080 +ثمانيةيعني point .. لحظة شوية .. أول واحدة كام؟ + +238 +00:30:52,080 --> 00:30:57,900 +point 08 يعني طيب + +239 +00:30:57,900 --> 00:31:01,080 +ثواني + +240 +00:31:12,770 --> 00:31:23,630 +ثمانين ثمانين ستين ثمانين تمانين وال + +241 +00:31:23,630 --> 00:31:28,050 +L سالب + +242 +00:31:28,050 --> 00:31:32,230 +مية بعدين + +243 +00:31:32,230 --> 00:31:35,750 +صفر + +244 +00:31:35,750 --> 00:31:44,860 +ال B تلت مية ناقص مية متينو ال C تبقى تلت مية و ال + +245 +00:31:44,860 --> 00:31:54,820 +D تلت مية ال C أربعية ناقص مية تلت مية و ال Y أربع + +246 +00:31:54,820 --> 00:32:01,940 +مية و ال D ستمية + +247 +00:32:01,940 --> 00:32:05,740 +طيب + +248 +00:32:11,240 --> 00:32:20,620 +اللي هى M فى R M فى R متين فى التمانين على الف + +249 +00:32:20,620 --> 00:32:29,880 +ستاش Point + +250 +00:32:29,880 --> 00:32:30,580 +واحد + +251 +00:32:40,320 --> 00:32:49,460 +واحد و عشرين أربعة و عشرين point واحد point واحد + +252 +00:32:49,460 --> 00:32:58,280 +ستة عشر ستة عشر حد + +253 +00:32:58,280 --> 00:33:02,600 +يمثل Central radial force Fc على Omega Square Fc + +254 +00:33:02,600 --> 00:33:10,930 +على Omega Square من القبل حاليا اللي هي ال Cاللي + +255 +00:33:10,930 --> 00:33:23,370 +هتكون M في R في L صح؟ على أمبجد square ماشي + +256 +00:33:23,370 --> 00:33:29,010 +لأ + +257 +00:33:29,010 --> 00:33:37,710 +انت كنت يعني هتكون عندك سالف سفر + +258 +00:33:41,650 --> 00:33:49,470 +بعدين اربعة point اتنين سبعة + +259 +00:33:49,470 --> 00:33:54,450 +point بعدين + +260 +00:33:54,450 --> 00:33:57,570 +point + +261 +00:33:57,570 --> 00:34:05,670 +بعدين + +262 +00:34:05,670 --> 00:34:07,350 +تسعة point ستة صح + +263 +00:34:15,100 --> 00:34:33,920 +طيب هده هحط كمان عمود عندى ثتا صفر + +264 +00:34:33,920 --> 00:34:40,940 +ال a صفر خمسة + +265 +00:34:40,940 --> 00:34:41,380 +و أربعين + +266 +00:34:47,780 --> 00:34:54,180 +مظبوط ال A + +267 +00:34:54,180 --> 00:35:00,140 +سفر انا بحكي على ال B هذي خمس و أربعين خليها شوية + +268 +00:35:00,140 --> 00:35:08,720 +هذي خمس و أربعين ال C ال C ع كام؟ مية و خمستاشر + +269 +00:35:13,440 --> 00:35:24,500 +و ال D حدث + +270 +00:35:24,500 --> 00:35:30,380 +ثتا لإيش؟ لل Fc فإن + +271 +00:35:30,380 --> 00:35:34,340 +ال theta ل ال couple + +272 +00:35:45,000 --> 00:35:49,740 +خلّيني أبدأ على يمين ال .. ال .. ال .. ال X يعني + +273 +00:35:49,740 --> 00:35:56,020 +بي و سي و واي و دي بي + +274 +00:35:56,020 --> 00:36:01,340 +هتكون نفس ال theta صح؟ هاي ال بي خمسة و أربعين + +275 +00:36:01,340 --> 00:36:08,360 +تيتا تاتا couple بعد ما لفناها هاد مية و خمستاش + +276 +00:36:08,360 --> 00:36:22,830 +خلّيني أسميها هاد theta yهذه θ X و θ Y طيب + +277 +00:36:22,830 --> 00:36:33,150 +هذه هتكون ال θ Y هذه مائتين و خمس و تلاتين و هذه + +278 +00:36:33,150 --> 00:36:37,750 +هتكون مائة + +279 +00:36:37,750 --> 00:36:41,730 +و تمانين خلاص + +280 +00:36:41,730 --> 00:36:42,210 +خلصنا + +281 +00:36:53,790 --> 00:37:07,170 +المجاهي اللي عشان دي Mx My Theta X Theta Y او + +282 +00:37:07,170 --> 00:37:17,050 +ممكن اعتبرها دي اسمها Fcx Fcy + +283 +00:37:19,820 --> 00:37:24,920 +وها دي وها + +284 +00:37:24,920 --> 00:37:35,780 +دي FCH أو CY بعد summation forces باتجاه ال X + +285 +00:37:35,780 --> 00:37:42,360 +summation forces باتجاه + +286 +00:37:42,360 --> 00:37:47,360 +ال X بالساوية سفر + +287 +00:37:51,090 --> 00:38:04,390 +طيب هتكون ستاش كوصين السفر ستاش كوصين ال zero دخلي + +288 +00:38:04,390 --> 00:38:11,710 +للآخر هذه زاد واحد وعشرين كوصين + +289 +00:38:11,710 --> 00:38:18,950 +الخمسة واربعين زاد + +290 +00:38:18,950 --> 00:38:19,990 +اربع وعشرين + +291 +00:38:24,740 --> 00:38:30,900 +cos 115 زاد + +292 +00:38:30,900 --> 00:38:34,460 +16cos + +293 +00:38:34,460 --> 00:38:38,780 +235 + +294 +00:38:38,780 --> 00:38:43,620 +زاد + +295 +00:38:43,620 --> 00:38:50,700 +fcx + +296 +00:38:54,260 --> 00:39:04,620 +زاد طبعا fcx x هذا fcyx + +297 +00:39:04,620 --> 00:39:08,560 +هاي + +298 +00:39:08,560 --> 00:39:13,020 +معادلة معادلة + +299 +00:39:13,020 --> 00:39:17,480 +تانية summation + +300 +00:39:24,080 --> 00:39:28,760 +بساوة zero هتكون + +301 +00:39:28,760 --> 00:39:39,500 +ستاش sign ال zero زاد واحد و عشرين sign الخمسة و + +302 +00:39:39,500 --> 00:39:49,200 +أربعين زاد أربع و عشرين sign المية و خمستاش زاد + +303 +00:39:49,200 --> 00:39:53,320 +ستاش sign الميتين و خمسة و تلاتين + +304 +00:39:59,670 --> 00:40:12,870 +زاد F C X Y زاد F C Y + +305 +00:40:12,870 --> 00:40:23,590 +Y Y هاي اتنين كم جولن دي لحد اللحظة اربعة + +306 +00:40:23,590 --> 00:40:26,030 +طيب + +307 +00:40:27,350 --> 00:40:32,250 +Summation للـ Couples بالتجاه الـ CX هتكون عندي + +308 +00:40:32,250 --> 00:40:36,910 +هين مش + +309 +00:40:36,910 --> 00:40:40,470 +هطلع الإشارة دلوقتي، هتكون عندي زوايا هتكون واحد + +310 +00:40:40,470 --> 00:40:50,190 +وان ستة cosine المية و تمانين طبعا + +311 +00:40:50,190 --> 00:40:54,550 +هذه هتكون سفر زائد + +312 +00:40:54,550 --> 00:40:55,910 +اربعة و اتنين من عشرة + +313 +00:41:01,690 --> 00:41:07,570 +كو ساين الخمسة وأربعين زائد + +314 +00:41:07,570 --> 00:41:19,190 +سبعة واتنين من عشرة كو ساين المية وخمستاش زائد + +315 +00:41:19,190 --> 00:41:19,290 +point + +316 +00:41:27,710 --> 00:41:33,750 +zero four my + +317 +00:41:33,750 --> 00:41:42,730 +لازم + +318 +00:41:42,730 --> 00:41:46,410 +ارجع ال cosine و ال sine احسن لازم ارجع ال cosine + +319 +00:41:46,410 --> 00:41:53,450 +و ال sine احسن هنا لأ مش تمانية لأ هنا هنا حسين + +320 +00:41:53,450 --> 00:42:01,880 +عندي زائد زائدpoint واحد mx + +321 +00:42:01,880 --> 00:42:17,260 +cosine theta x زائد point واحد my cosine theta y + +322 +00:42:17,260 --> 00:42:27,870 +هنا زائد point واحد mx sineثيتا X زائد point واحد + +323 +00:42:27,870 --> 00:42:36,250 +MY صين ثيتا Y احنا وصلنا لحد سبعة واثنين من عشرة + +324 +00:42:36,250 --> 00:42:43,270 +زائد point O four MY + +325 +00:42:43,270 --> 00:42:47,630 +cosine + +326 +00:42:47,630 --> 00:42:51,590 +ثيتا Y + +327 +00:42:54,300 --> 00:42:59,660 +زائد تسعة و ستة و عشرة كوساين + +328 +00:42:59,660 --> 00:43:08,100 +متين و خمسة و تلاتين هذه معادلة هذه واحد هذه اتنين + +329 +00:43:08,100 --> 00:43:14,160 +هذه التلاتة من التلاتة يعني انا لسه لدي مجهولين + +330 +00:43:14,160 --> 00:43:21,180 +المعادلة الرابعة summation لcy هتكون + +331 +00:43:22,020 --> 00:43:40,620 +1.6 sin 180 زاد 4.2 sin 45 زاد 7.2 sin 115 زاد + +332 +00:43:40,620 --> 00:43:48,780 +0.04 my sin θ y + +333 +00:43:50,660 --> 00:43:57,700 +زاد تسعة و ستة من عشرة sign متين و خمس و تلاتين + +334 +00:43:57,700 --> 00:44:01,200 +عندى + +335 +00:44:01,200 --> 00:44:13,760 +.. بس ثواني عندى ال unknowns M X + +336 +00:44:13,760 --> 00:44:18,980 +و M Y و Theta X + +337 +00:44:24,650 --> 00:44:46,050 +أربعة equations لأ + +338 +00:44:46,050 --> 00:44:46,390 +هو + +339 +00:44:56,300 --> 00:45:01,800 +صح لازم يكون السالب موجود ماشي + +340 +00:45:01,800 --> 00:45:04,220 +اللي انا حاسسه يكون مشكلة لما تيجي تحلل لل theta + +341 +00:45:04,220 --> 00:45:11,740 +cosine .. cosine و sine مدك تعرف حالك فانيات ربع + +342 +00:45:11,740 --> 00:45:17,800 +مدك تعرف حالك فانيات ربع يعني جربه لإنه يعني مثلا + +343 +00:45:17,800 --> 00:45:25,620 +خد ال cosine او ال .. ال signبتكون موجبة في الربع + +344 +00:45:25,620 --> 00:45:29,920 +الأول والرابع التاني صح؟ وبتكون سالبة في الرابع + +345 +00:45:29,920 --> 00:45:35,220 +التالت والرابع ال cosine موجبة في الرابع الأول + +346 +00:45:35,220 --> 00:45:41,300 +والرابع سالبة في التاني والتالت التان موجبة في + +347 +00:45:41,300 --> 00:45:46,920 +الرابع الأول الأول والتالت وسالبة في التاني + +348 +00:45:46,920 --> 00:45:53,540 +والرابع فبتكون تنتبه في أنها ربع واحد تكون او + +349 +00:45:55,450 --> 00:46:01,310 +بتسهل المعادلات ايش + +350 +00:46:01,310 --> 00:46:05,170 +بتسويه باخد المعادلة هذه بخلي point O four MY + +351 +00:46:05,170 --> 00:46:08,710 +cosine theta Y و point O four MY cosine theta Y + +352 +00:46:08,710 --> 00:46:10,770 +بيكون على جهة و الباقية على جهة تانية هدول محسوية + +353 +00:46:10,770 --> 00:46:19,580 +الأرقام كويس بعدين بحكي تربع هذه مع هذهبتروح cos + +354 +00:46:19,580 --> 00:46:24,720 +تربيه مع cos تربيه بيصير واحد بتحسب ال MY بتحسب ال + +355 +00:46:24,720 --> 00:46:32,400 +MY متى ما حسبت ال MY من ال MY انت قرد المعادلة + +356 +00:46:32,400 --> 00:46:37,120 +اللي عندك معروف صارت ال point O for MY sin θY على + +357 +00:46:37,120 --> 00:46:40,720 +جهة و ال point O for MY cos θY على جهة بتقسم + +358 +00:46:40,720 --> 00:46:43,820 +المعادلة الأولى على التانية بتحسب التان + +359 +00:46:51,960 --> 00:46:59,100 +ماذا حسبت ال theta y محسوبة + +360 +00:47:00,300 --> 00:47:03,560 +و ال M Y محسوسات هذه معروفة و هذه معروفة نفس + +361 +00:47:03,560 --> 00:47:07,860 +الحركة بتسوي هذه خليها ع جهها و هذه ع جهها بتربط + +362 +00:47:07,860 --> 00:47:13,540 +بتحسب M X و بعدين تقسم هذه ع هذه بتحسب تان X تاتا + +363 +00:47:13,540 --> 00:47:17,400 +X و منها بتحسب تاتا X هاي ميستي تان دايما اتجنب و + +364 +00:47:17,400 --> 00:47:20,880 +تحسب الزوايا باستخدام ال cosine و ال sine + +365 +00:47:25,660 --> 00:47:28,820 +احنا حكينا احنا خلاص اتفقنا عرفنا كيف عملناها + +366 +00:47:28,820 --> 00:47:34,000 +اتفقنا اللي على الشمال بعكسها اللي على الشمال على + +367 +00:47:34,000 --> 00:47:39,020 +الشمال ال reference plane بعكسها هي عندك ال a هي + +368 +00:47:39,020 --> 00:47:46,500 +اتجاهها صفر صارت مية و تمانين لأ + +369 +00:47:46,500 --> 00:47:52,420 +خلاص ال couple ال coupleللـ other centrifugal + +370 +00:47:52,420 --> 00:47:56,040 +forces نفس اتجاه الـ centrifugal forces اللي على + +371 +00:47:56,040 --> 00:48:02,540 +اليمين بقى نفس الاتجاه بعد التدوير احنا دورناه هو + +372 +00:48:02,540 --> 00:48:11,720 +في الحقيقة فيه بينهم تسعين درجة حلوا + +373 +00:48:11,720 --> 00:48:16,640 +ال example هذا بالتفصيل شوفوا ايش بطلع معاكم + +374 +00:48:22,720 --> 00:48:30,820 +مش هتحلو مش هتفهو غير ما تحلو يدوي اه يلو اه + +375 +00:48:30,820 --> 00:48:37,340 +في حد اللي أسئلة؟ ماشي + +376 +00:48:37,340 --> 00:48:41,400 +المحاضرة الجاية chapter اتنين و اشرين اللي هو + +377 +00:48:41,400 --> 00:48:45,760 +balancing of reciprocating masses بتكون الحركة + +378 +00:48:45,760 --> 00:48:51,490 +بتاعة ال mechanical partمش complete rotation بتكون + +379 +00:48:51,490 --> 00:48:53,490 +general plan of motion يعني في rotation و + +380 +00:48:53,490 --> 00:49:01,170 +translation هنتر نرجع للشغل في chapter خمستاشر + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/kf1lWeqlyCw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/kf1lWeqlyCw.srt new file mode 100644 index 0000000000000000000000000000000000000000..a8be77e46bfe5379946976d8609b1453502281c3 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/kf1lWeqlyCw.srt @@ -0,0 +1,591 @@ +1 +00:00:05,500 --> 00:00:09,640 +طيب بسم الله الرحمن الرحيم إن شاء الله اليوم احنا + +2 +00:00:09,640 --> 00:00:13,240 +هنتعلم كيف نرسم الكامات باستخدام ال solid work + +3 +00:00:13,240 --> 00:00:17,480 +طبعا المرة السابقة اتكلمنا عن طريقة تفعيلها و كيف + +4 +00:00:17,480 --> 00:00:21,560 +نفعل ال toolbox بتاع اللي هو الكام اليوم إن شاء + +5 +00:00:21,560 --> 00:00:26,480 +الله هنشوف الطريقة لرسم الكامات طبعا في ال solid + +6 +00:00:26,480 --> 00:00:29,760 +work الطريقة نوع ال follower اللي هو معتمد عنده + +7 +00:00:29,760 --> 00:00:35,790 +اللي هو ال roller follower فقعدنا الواجهة الأولى + +8 +00:00:35,790 --> 00:00:40,330 +طبعا + +9 +00:00:40,330 --> 00:00:45,760 +بالروح النهانعلى ال tools في عندنا ال toolbox طبعا + +10 +00:00:45,760 --> 00:00:49,860 +ال toolbox هي من و انفعلناها من تنزل تحت في ال + +11 +00:00:49,860 --> 00:00:56,020 +tools في عندك add instrument اللي هو هان هي في + +12 +00:00:56,020 --> 00:01:02,060 +عندك اللي هو solid work toolbox library و toolbox + +13 +00:01:02,060 --> 00:01:08,760 +ultimate أو هن التنتين هدول بتفعلهن من هن و من هن + +14 +00:01:08,760 --> 00:01:13,940 +الصحيح من الجانبين يعني بتفعلهم بتحط okay بترجع على + +15 +00:01:13,940 --> 00:01:20,780 +ال tools بتلاقي اللي هو بتلاقي + +16 +00:01:20,780 --> 00:01:25,200 +عندك ال toolbox هنا هنا عندك cams هو اللي هنشتغل + +17 +00:01:25,200 --> 00:01:31,980 +عليه اليوم إن شاء الله طبعا عندك الواجهة الأولى + +18 +00:01:31,980 --> 00:01:38,160 +اللي هي ال setup هتلاقي عندها نوع الوحدات اللي + +19 +00:01:38,160 --> 00:01:42,800 +هتستخدمها احنا غالبا نستخدم ال metric طبعا عندك ال + +20 +00:01:42,800 --> 00:01:46,820 +cam types طبعا احنا اغلب اللي اشتغلنا أو كل اللي + +21 +00:01:46,820 --> 00:01:50,500 +اخدنا معانا في ال chapter السابق اللي هو ال + +22 +00:01:50,500 --> 00:01:56,040 +circular ما تطرقناش لموضوع ال linear فهنعتمد ال + +23 +00:01:56,040 --> 00:02:00,780 +circular بعد هيك بيجي عندك ال follower type احنا + +24 +00:02:00,780 --> 00:02:07,300 +قلنا ان هو هيعتمد اللي هو ال roller لكن هو هنا فيه + +25 +00:02:07,300 --> 00:02:12,720 +برضه أنواع يعني فيه هيكون عندك ال translating اللي + +26 +00:02:12,720 --> 00:02:18,440 +هو بيمر في مركز الكامة و فيه عندك ال offset ممكن ال + +27 +00:02:18,440 --> 00:02:24,900 +offset يكون لليمين أو offset لشمال خلينا و عندك ال + +28 +00:02:24,900 --> 00:02:30,970 +swing اللي هو بيجي كيف زي ال follower بيكون بطلع + +29 +00:02:30,970 --> 00:02:36,190 +و بنزل هيك مش صعود و نزول لأ بطلع بزوايا و بنزلعندك + +30 +00:02:36,190 --> 00:02:40,150 +ال translating نبدأ فيه أول حاجة عندك ال follower + +31 +00:02:40,150 --> 00:02:45,750 +diameter بتحدد ال diameter بتاع ال follower يعني + +32 +00:02:45,750 --> 00:02:50,510 +هلجيت ال follower اللي هيمشي على الكامة بيكون اللي + +33 +00:02:50,510 --> 00:02:53,690 +ديامتر هو هذا ال diameter اللي بدنا نحطه غالبا + +34 +00:02:53,690 --> 00:03:00,890 +بيكون صغير عندك ال radius اللي هنبدأ فيه اللي هو ال + +35 +00:03:00,890 --> 00:03:05,970 +radius بتاع الدائرة الأساسى بتاع الكامة فمثلا نقول + +36 +00:03:05,970 --> 00:03:11,090 +هنا خمسين نطبق على مثال من الكتاب + +37 +00:03:29,210 --> 00:03:34,730 +بناخد مثلا اللي هو المثال اللي شرحنا مثال ثلاثة في + +38 +00:03:34,730 --> 00:03:40,030 +الكتاب هلجيت في المثال ثلاثة في الكتاب عندك ال + +39 +00:03:40,030 --> 00:03:44,250 +radius اللي هو ال minimum radius خمسة أو خمسة و عشرين + +40 +00:03:44,250 --> 00:03:50,840 +خلينا نقول هنا خمسة أو خمسة و عشرين طبعا هو و خلينا نبدأ + +41 +00:03:50,840 --> 00:03:55,160 +ال starting angle من تسعين و clockwise ال rotating + +42 +00:03:55,160 --> 00:04:00,520 +clockwise بعد هيك هلجيت في شغل مهمة اللي هو المرة + +43 +00:04:00,520 --> 00:04:05,720 +السابقة برضه سألناها اللي هو انه هل ال الكامة لما + +44 +00:04:05,720 --> 00:04:10,000 +نمشي عليها ال roller نلاحظ ان في زي offset بين ال + +45 +00:04:10,000 --> 00:04:15,540 +مركز ال roller و اللي هو ال path بتاع الكامة + +46 +00:04:16,990 --> 00:04:21,810 +فالمسافة هذه بتكون حسب ما أنا لاحظت بتكون ثابتة + +47 +00:04:21,810 --> 00:04:28,810 +يعني مقدار ثابت اللي هو نصف قطر ال follower فمثلا + +48 +00:04:28,810 --> 00:04:34,090 +احنا هنا حددنا ال radius خمسة و عشرين و حددنا ال + +49 +00:04:34,090 --> 00:04:38,270 +diameter بتاع ال follower واحد فعندما نجهز الكائنات + +50 +00:04:38,270 --> 00:04:44,190 +في النهاية نيجي نجيس ال radius اللي هيطلع عندنا + +51 +00:04:44,190 --> 00:04:49,650 +هنلاقيه 24.5 اللي هو ال radius بتاع الفلوجة اقترحنا + +52 +00:04:49,650 --> 00:04:53,550 +منه ال radius بتاع الفلوجة طب خلينا بعد هيك بعد ما + +53 +00:04:53,550 --> 00:04:58,610 +نخلص setup بنروح على نوع ال motion اللي هنستخدمها + +54 +00:04:58,610 --> 00:05:06,400 +في الفترات بتاعة الكائنات طبعا عشان نضيف ال motion + +55 +00:05:06,400 --> 00:05:12,160 +نبدأ من add طبعا أول حاجة في المثال هتكون عندنا + +56 +00:05:12,160 --> 00:05:18,440 +فترة صعود اللي هو مئة و عشرين درجة و نوع الحركة + +57 +00:05:18,440 --> 00:05:23,640 +فيه simple + +58 +00:05:23,640 --> 00:05:28,760 +harmonic motion اللي هي في ال solid harmonic طبعا + +59 +00:05:28,760 --> 00:05:34,220 +ال ending radius اللي هو أقصى مسافة اللي بده + +60 +00:05:34,220 --> 00:05:36,900 +يطلعها الفلور أو اللي هي ال stroke يعني + +61 +00:05:36,900 --> 00:05:44,220 +ما عطيناها خمسين بده اياها تطلع خمسين فخمسين زائد + +62 +00:05:44,220 --> 00:05:49,280 +الخمسة و عشرين بتاعة ال starting radius فبطلع + +63 +00:05:49,280 --> 00:05:50,300 +عندنا خمسة و سبعين + +64 +00:05:56,010 --> 00:05:58,830 +و ال degree of motion بيكون مديكيها في السؤال اللي + +65 +00:05:58,830 --> 00:06:05,070 +هي 120 درجة بعد + +66 +00:06:05,070 --> 00:06:09,910 +هيك في عندنا فترة دورة سكون نرجع هنا و نضيف دورة + +67 +00:06:09,910 --> 00:06:14,670 +طبعا في الدورة ال radius ثابت فما فيش داعي أننا نضيفه + +68 +00:06:14,670 --> 00:06:20,670 +الدورة عندنا هنا ثلاثين درجة بعد هيك فيه يعني ان + +69 +00:06:20,670 --> 00:06:25,810 +برضه simple harmonic motion نزول هينزل لو يعني + +70 +00:06:25,810 --> 00:06:29,770 +هيرجع لل radius الأساسي اللي هو 25 لكن الزاوية + +71 +00:06:29,770 --> 00:06:37,510 +هتكون 60 درجة بعد هيك برضه الدورة التلقائي هو بعبيلك + +72 +00:06:37,510 --> 00:06:41,330 +اياها لعين ثلاث مئة و ستين درجة بتحط okay هيك إن ال + +73 +00:06:41,330 --> 00:06:46,670 +motion جهزت بعد هيك بنروح ل creation طبعا هنا ل + +74 +00:06:46,670 --> 00:06:51,750 +creation خليني أول حاجة أعبي القيم هذا و بعد ما + +75 +00:06:51,750 --> 00:07:00,290 +تطلع الكامة أشرح لكم كل رقم معناها بعبر خليني أشرحها + +76 +00:07:00,290 --> 00:07:04,970 +بالنسبة لل + +77 +00:07:04,970 --> 00:07:10,210 +blank outside diameter اللي هو شايفين اللي اللي + +78 +00:07:10,210 --> 00:07:12,430 +اللي اللي اللي اللي اللي اللي اللي اللي اللي + +79 +00:07:12,430 --> 00:07:12,550 +اللي اللي اللي اللي اللي اللي اللي اللي اللي + +80 +00:07:12,550 --> 00:07:13,050 +اللي اللي اللي اللي اللي اللي اللي اللي اللي + +81 +00:07:13,050 --> 00:07:13,670 +اللي اللي اللي اللي اللي اللي اللي اللي اللي + +82 +00:07:13,670 --> 00:07:14,450 +اللي اللي اللي اللي اللي اللي اللي اللي اللي + +83 +00:07:14,450 --> 00:07:24,410 +اللي اللي اللي اللي اللي اللي اللي + +84 +00:07:24,410 --> 00:07:30,150 +الليلل الكامة كان خمسة وسبعين فخلينا نقول إنه .. + +85 +00:07:30,150 --> 00:07:33,090 +خلينا نحط الدائرة تحت الدائرة هذه نقول مئة و خمسين + +86 +00:07:33,090 --> 00:07:38,870 +.. مئة و خمسين عندك ال thickness ال thickness هو + +87 +00:07:38,870 --> 00:07:46,030 +عبارة عن سماكة الدائرة هذه اللي بدنا نحطها حوالين + +88 +00:07:46,030 --> 00:07:52,870 +الكامة مع سماكة الكامة نفسها فخليني نقول إنه خمسة + +89 +00:07:52,870 --> 00:08:03,950 +و عشرين تحت اللي هو هيهان اللي هو نور محمد في ال + +90 +00:08:03,950 --> 00:08:09,900 +track type and depth هنا في ال depth بتحدد اللي هو + +91 +00:08:09,900 --> 00:08:14,940 +ال thickness بتاع الكامة لحاله فاحنا فوق هنقولنا + +92 +00:08:14,940 --> 00:08:19,040 +خمسة و عشرين خليني نقول إن عشرة منهم هتروح للكامة + +93 +00:08:19,040 --> 00:08:23,560 +وبالتالي القمستاشر التانية هتكون لل circle أو + +94 +00:08:23,560 --> 00:08:30,060 +للستوانة اللي احنا عاملينها طيب نرجع فوق ال + +95 +00:08:30,060 --> 00:08:36,500 +diameter and length هلجيتها + +96 +00:08:39,310 --> 00:08:46,450 +هي الأفضل طيب هالجيت + +97 +00:08:46,450 --> 00:08:55,550 +هتشكل عندنا هتكون هي هنا الكامة قلنا عشرة إيش + +98 +00:08:55,550 --> 00:09:00,850 +ميلي بعدين هتيجي الدائرة اللي تحت و قلنا هذه هتكون + +99 +00:09:00,850 --> 00:09:07,180 +خمسة عشر ميلي هلجيت في حيكون عندنا في النص هنا حيكون + +100 +00:09:07,180 --> 00:09:12,620 +في عندنا hole تمام حوالين ال hole في هنا زي circle + +101 +00:09:12,620 --> 00:09:17,920 +صغيرة أو اسطوانة صغيرة بتكون زي نسبتها الاثنين في + +102 +00:09:17,920 --> 00:09:21,200 +بعض نقعدها الاثنين في بعض واحدة بتكون من تحت و + +103 +00:09:21,200 --> 00:09:29,000 +واحدة من فوق هلجيت بالنسبة لل near diameter اللي + +104 +00:09:29,000 --> 00:09:34,390 +هو اللي فوق هذه جدش ال diameter تبعها و التانية ال + +105 +00:09:34,390 --> 00:09:40,430 +far اللي تحت هذه ممكن نخليهم زي بعض و ممكن نغيرها + +106 +00:09:40,430 --> 00:09:46,250 +خليني احنا نحدد نقول ان كل التنتين زي بعض هذه + +107 +00:09:46,250 --> 00:09:52,350 +عشرون و هذه مثلا عشرون و المسافة ال length اللي هي + +108 +00:09:52,350 --> 00:09:58,960 +الارتفاع تبعها كم تكون طولها خليني أقول إنه + +109 +00:09:58,960 --> 00:10:08,320 +هانخليها خمسة أو كثير خمسة خليها اثنين و + +110 +00:10:08,320 --> 00:10:14,360 +هان اثنين هلجيتها بالنسبة لل blank fillet radius + +111 +00:10:14,360 --> 00:10:20,000 +و الشانفر اللي هو لو لو بدك تعمل لل .. لل .. + +112 +00:10:20,000 --> 00:10:23,380 +للستوانة هذه اللي عملناها الصغيرة اللي فوق لو بدك + +113 +00:10:23,380 --> 00:10:28,760 +تعملها شانفر أو fillet ممكن تضيفوها يعني كخيار + +114 +00:10:28,760 --> 00:10:32,700 +optional هذا مش مش إجبار يعني انك تعبيه فخليني + +115 +00:10:32,700 --> 00:10:38,420 +احنا بنفسي نحطهم عندك ال hole ها دي اللي هي قلنا + +116 +00:10:38,420 --> 00:10:41,100 +اللي هتيجي في النص اللي هيقعد فيها ال shaft اللي + +117 +00:10:41,100 --> 00:10:48,600 +هيلف عليه اللي هو ال .. ال كام خليني نقول .. خليني + +118 +00:10:48,600 --> 00:10:54,220 +نحط برضه عشرين أو لأ اللي فوق عشرين لازم تكون أقل + +119 +00:10:54,220 --> 00:10:58,560 +من إيش ال near hub و ال far hub لازم تكون أقل منه + +120 +00:10:58,560 --> 00:11:14,830 +فخليني نقول إنه خمسة عشر مثلا أو عشان أو عشان بالنسبة + +121 +00:11:14,830 --> 00:11:22,710 +لل resolution type and value صراحة أنا مش فاكر + +122 +00:11:22,710 --> 00:11:29,670 +بالضبط لكن أنا فاكر إنه حطينا قيمة زي هيك + +123 +00:11:43,600 --> 00:11:48,040 +أه احنا خلي على ال inner مبدأ ينهجت لو عملنا + +124 +00:11:48,040 --> 00:11:54,000 +create هيطلع + +125 +00:11:54,000 --> 00:12:01,750 +ان هي الكامة هي هنا الكامة اللي قلنا عنها هنا ال + +126 +00:12:01,750 --> 00:12:07,530 +.. هذه ال near hub و تحت هنلاقي ال far hub هنا ال + +127 +00:12:07,530 --> 00:12:11,630 +hole و ده كان ال circle اللي .. اللي حكيناه اللي + +128 +00:12:11,630 --> 00:12:16,470 +بتطلع قطرها اللي هو 150 الدائرة لها و ال thickness + +129 +00:12:16,470 --> 00:12:20,890 +لو يجينا نتأكد من حساباتنا خليني نقول على ال + +130 +00:12:20,890 --> 00:12:28,860 +evaluate ال major هنلاقي المسافة من هنا لهنا اللي هو + +131 +00:12:28,860 --> 00:12:41,280 +خمسة عشر ميلي المسافة من هنا لهنا هتكون + +132 +00:12:41,280 --> 00:12:45,940 +برضه عشرة ميلي مش + +133 +00:12:45,940 --> 00:12:47,260 +عارف مالها مش جاية + +134 +00:12:55,460 --> 00:13:03,220 +هي عشرة ملي اللي هي هان هذا بشكل عام طبعا ممكن + +135 +00:13:03,220 --> 00:13:10,220 +احنا نغير طبعا لو .. لو دققنا في النظر ده عام + +136 +00:13:10,220 --> 00:13:14,620 +اتطلعنا + +137 +00:13:14,620 --> 00:13:17,600 +بين الشكل اللي طلع عندنا يعني هنا و الشكل اللي + +138 +00:13:17,600 --> 00:13:24,260 +موجود في الكتاب هنلاقي تقريبا نفس الشكل لكن في .. + +139 +00:13:28,700 --> 00:13:33,540 +اه نفس الحاجة هجيتها لو ب .. عشان الموضوع اللي هو + +140 +00:13:33,540 --> 00:13:39,280 +اتكلمنا عنه ال offset نتأكد منه كتطبيق يعني لو + +141 +00:13:39,280 --> 00:13:46,480 +رحنا هيحطينا مثلا نقطة على أي مسافة في ال circle و + +142 +00:13:46,480 --> 00:13:49,420 +رحنا جسنا من ال center لنقطة هذه + +143 +00:13:52,930 --> 00:13:57,910 +هنلاقيه المسافة عبارة عن أربعة و عشرين و نص فهو هي + +144 +00:13:57,910 --> 00:14:02,930 +.. هتكون ال .. ال path بتاع ال .. الكائنات هيكون + +145 +00:14:02,930 --> 00:14:07,130 +ال radius بتاعه عبارة عن ال radius اللي احنا حطناه + +146 +00:14:07,130 --> 00:14:12,610 +ناقص ال radius بتاع ال follower هذا بشكل عام بعد + +147 +00:14:12,610 --> 00:14:17,510 +هيك ممكن الأنواع التانية ممكن كل واحد بشكل فردي + +148 +00:14:17,510 --> 00:14:21,150 +يحاول يجرب و يتوسع فيها زي ما هو diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/kf1lWeqlyCw_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/kf1lWeqlyCw_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..8aaa3fad83136f3f985f2e5d4a9a947062de886b --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/kf1lWeqlyCw_postprocess.srt @@ -0,0 +1,592 @@ +1 +00:00:05,500 --> 00:00:09,640 +طيب بسم الله الرحمن الرحيم ان شاء الله اليوم احنا + +2 +00:00:09,640 --> 00:00:13,240 +هنتعلم كيف نرسم الكامات باستخدام ال solid work + +3 +00:00:13,240 --> 00:00:17,480 +طبعا المرة السابقة اتكلمنا عن طريقة تفعيلها و كيف + +4 +00:00:17,480 --> 00:00:21,560 +نفعل ال toolbox بتاع اللي هو الكام اليوم ان شاء + +5 +00:00:21,560 --> 00:00:26,480 +الله هنشوف الطريقة لرسم الكامات طبعا في ال solid + +6 +00:00:26,480 --> 00:00:29,760 +work الطريقة نوع ال follower اللي هو معتمد عنده + +7 +00:00:29,760 --> 00:00:35,790 +اللي هو ال ruler followerفقعدنا الواجهة الأولى + +8 +00:00:35,790 --> 00:00:40,330 +طبعا + +9 +00:00:40,330 --> 00:00:45,760 +بالروح النهانعلى ال tools في عندنا ال toolbox طبعا + +10 +00:00:45,760 --> 00:00:49,860 +ال toolbox هي من و انفعلناها من تنزل تحت في ال + +11 +00:00:49,860 --> 00:00:56,020 +tools في عندك add instrument اللي هو هان هي في + +12 +00:00:56,020 --> 00:01:02,060 +عندك اللي هو solid work toolbox library و toolbox + +13 +00:01:02,060 --> 00:01:08,760 +ultimate او هن التنتين هدول بتفعلهن من هن و من هن + +14 +00:01:08,760 --> 00:01:13,940 +الصحيح من الجانبين يعني بتفعلهم بتحط okayبترجع على + +15 +00:01:13,940 --> 00:01:20,780 +ال tools بتلاقي اللي هو بتلاقي + +16 +00:01:20,780 --> 00:01:25,200 +عندك ال toolbox هنا هنا عندك cams هو اللي هنشتغل + +17 +00:01:25,200 --> 00:01:31,980 +عليه اليوم ان شاء الله طبعا عندك الواجهة الأولى + +18 +00:01:31,980 --> 00:01:38,160 +اللي هي ال setup هتلاقي عندها نوع الوحدات اللي + +19 +00:01:38,160 --> 00:01:42,800 +هتستخدمها احنا غالبا نستخدم ال metricطبعا عندك ال + +20 +00:01:42,800 --> 00:01:46,820 +cam types طبعا احنا اغلب اللي اشتغلنا او كل اللي + +21 +00:01:46,820 --> 00:01:50,500 +اخدنا معانا في ال chapter السابق اللي هو ال + +22 +00:01:50,500 --> 00:01:56,040 +circular ماتطرقناش لموضوع ال linear فهنعتمد ال + +23 +00:01:56,040 --> 00:02:00,780 +circular بعد هيك بيجي عندك ال follower type احنا + +24 +00:02:00,780 --> 00:02:07,300 +قلنا ان هو هيعتمداللي هو ال ruler لكن هو هنا فيه + +25 +00:02:07,300 --> 00:02:12,720 +برضه أنواع يعني فيه هيكون عندك ال translating اللي + +26 +00:02:12,720 --> 00:02:18,440 +هو بيمر في مركز الكامة وفيه عندك ال offset ممكن ال + +27 +00:02:18,440 --> 00:02:24,900 +offset يكون لليمين أو offset لشمال خلينا و عندك ال + +28 +00:02:24,900 --> 00:02:30,970 +swing اللي هو بيجي كيف زي الال follower بيكون بطلع + +29 +00:02:30,970 --> 00:02:36,190 +و بنزل هيك مش صعود و نزول لأ بطلع بزايا و بنزلعندك + +30 +00:02:36,190 --> 00:02:40,150 +ال translating نبدأ فيه أول حاجة عندك ال follower + +31 +00:02:40,150 --> 00:02:45,750 +diameter بتحدد ال diameter بتاع ال follower يعني + +32 +00:02:45,750 --> 00:02:50,510 +هلجيت ال follower اللي هيمشي على الكامة بيكون اللي + +33 +00:02:50,510 --> 00:02:53,690 +ديامتر هو هذا ال diameter اللي بدنا نحطه غالبا + +34 +00:02:53,690 --> 00:03:00,890 +بيكون صغير عندك ال radius اللي هنبدأ فيهاللي هو ال + +35 +00:03:00,890 --> 00:03:05,970 +radius بتاع الدول الأساسى بتاع الكامة فمثلا نقول + +36 +00:03:05,970 --> 00:03:11,090 +هنا خمسين نطبق على مثال من الكتاب + +37 +00:03:29,210 --> 00:03:34,730 +بناخد مثلا اللي هو المثال اللي شرحنا مثال تلاتة في + +38 +00:03:34,730 --> 00:03:40,030 +الكتاب هلجيت في المثال تلاتة في الكتاب عندك ال + +39 +00:03:40,030 --> 00:03:44,250 +radius اللي هو ال minimum radius خمسة أو عشرين + +40 +00:03:44,250 --> 00:03:50,840 +خلينا نقول هنا خمسة أو عشرينطبعا هو و خلينا نبدأ + +41 +00:03:50,840 --> 00:03:55,160 +ال starting angle من تسعين و clockwise ال rotating + +42 +00:03:55,160 --> 00:04:00,520 +clockwise بعد هيك هلجيت في شغل مهمة اللي هو المرة + +43 +00:04:00,520 --> 00:04:05,720 +السابقة برضه سألناها اللي هو انه هل ال ال كامة لما + +44 +00:04:05,720 --> 00:04:10,000 +نمشي عليها ال floor نلاحظ ان في زي offset بين ال + +45 +00:04:10,000 --> 00:04:15,540 +مركز ال ruler و اللي هو ال path بتاع الكامة + +46 +00:04:16,990 --> 00:04:21,810 +فالمسافة هذه بتكون حسب ما انا لاحظت بتكون ثابتة + +47 +00:04:21,810 --> 00:04:28,810 +يعني مقدار ثابت اللي هو نص قطر ال follower فمثلا + +48 +00:04:28,810 --> 00:04:34,090 +احنا هنا حددنا ال radius خمسة و عشرين و حددنا ال + +49 +00:04:34,090 --> 00:04:38,270 +diameter بتاع ال follower واحدفعندما نجهز الكائنات + +50 +00:04:38,270 --> 00:04:44,190 +في النهاية نيجي نجيس ال radius اللي هيطلع عندنا + +51 +00:04:44,190 --> 00:04:49,650 +هنلاقيه 24.5 اللي هو ال radius بتاع الفلغة اقترحنا + +52 +00:04:49,650 --> 00:04:53,550 +منه ال radius بتاع الفلغة طب خلينا بعد هيك بعد ما + +53 +00:04:53,550 --> 00:04:58,610 +نخلص setup بنروح على نوع ال motion اللي هنستخدمها + +54 +00:04:58,610 --> 00:05:06,400 +في الفترات بتاعة الكائناتطبعا عشان نضيف ال motion + +55 +00:05:06,400 --> 00:05:12,160 +نبدأ من اد طبعا اول حاجة في المثال هتكون عندنا + +56 +00:05:12,160 --> 00:05:18,440 +فترة صعود اللي هو مية و عشرين درجة و نوع الحركة + +57 +00:05:18,440 --> 00:05:23,640 +فيه simple + +58 +00:05:23,640 --> 00:05:28,760 +harmonic motion اللي هي في ال solid harmonicطبعا + +59 +00:05:28,760 --> 00:05:34,220 +ال ending gradius اللى هو اقصى مسافة اللى بده + +60 +00:05:34,220 --> 00:05:36,900 +يطلعها الفلور او اللى هى ال stroke يعنى + +61 +00:05:36,900 --> 00:05:44,220 +ماعطيناياها خمسين بدهيا يطلع خمسين فخمسين زاد + +62 +00:05:44,220 --> 00:05:49,280 +الخمسة و عشرين بتاعة ال starting gradius فبطلع + +63 +00:05:49,280 --> 00:05:50,300 +عندنا خمسة و سبعين + +64 +00:05:56,010 --> 00:05:58,830 +و ال degree of motion بيكون يدكيها في السؤال اللي + +65 +00:05:58,830 --> 00:06:05,070 +هي 120 درجة بعد + +66 +00:06:05,070 --> 00:06:09,910 +هيك في عندنا فترة دول سكون نرجع هنا و نضيف دول + +67 +00:06:09,910 --> 00:06:14,670 +طبعا في الدول ال radius ثابت ففيش داعي أننا نضيفه + +68 +00:06:14,670 --> 00:06:20,670 +الدول عندنا هنا تلاتين درجةبعد هيك فيه يعني ان + +69 +00:06:20,670 --> 00:06:25,810 +برضه simple harmonic motion نزول هينزل لو يعني + +70 +00:06:25,810 --> 00:06:29,770 +هيرجع لل radius الأساسي اللي هو 25 لكن الزاوية + +71 +00:06:29,770 --> 00:06:37,510 +هتكون 60 درجة بعد هيك برضه الدوللتلقائي هو بعبيلك + +72 +00:06:37,510 --> 00:06:41,330 +اياه لعين تلت مية و ستين درجة بتحط okay هيك ان ال + +73 +00:06:41,330 --> 00:06:46,670 +motion جهزت بعد هيك بنروح ل creation طبعا هنا ل + +74 +00:06:46,670 --> 00:06:51,750 +creation خليني اول حاجة اعب القيم هذا و بعد ما + +75 +00:06:51,750 --> 00:07:00,290 +تطلع الكامة اشرحلكم كل رقم معناش بعبرخلّيني أشرحها + +76 +00:07:00,290 --> 00:07:04,970 +بالنسبة لل + +77 +00:07:04,970 --> 00:07:10,210 +blank outside diameter اللي هو شايفين اللي اللي + +78 +00:07:10,210 --> 00:07:12,430 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +79 +00:07:12,430 --> 00:07:12,550 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +80 +00:07:12,550 --> 00:07:13,050 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +81 +00:07:13,050 --> 00:07:13,670 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +82 +00:07:13,670 --> 00:07:14,450 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +83 +00:07:14,450 --> 00:07:24,410 +اللي اللي اللي اللي اللي اللي اللي + +84 +00:07:24,410 --> 00:07:30,150 +الليللكامة كان خمسة وسبعين فخلينا نقول انه .. + +85 +00:07:30,150 --> 00:07:33,090 +خلينا نحط الدائمة تحت الدائرة هذه نقول مية و خمسين + +86 +00:07:33,090 --> 00:07:38,870 +.. مية و خمسين عندك ال thickness ال thickness هو + +87 +00:07:38,870 --> 00:07:46,030 +عبارة عن سماكة الدائرة هذه اللي بدنا نحطها حوالين + +88 +00:07:46,030 --> 00:07:52,870 +الكامة مع سماكة الكامة نفسهافخلّينا نقول إنه خمسة + +89 +00:07:52,870 --> 00:08:03,950 +و عشرين تحت اللي هو هيوهان اللي هو نور محمد في ال + +90 +00:08:03,950 --> 00:08:09,900 +track type and depth هنا في ال depth بتحدداللي هو + +91 +00:08:09,900 --> 00:08:14,940 +ال thickness بتاع الكامة لحاله فاحنا فوق هنقولنا + +92 +00:08:14,940 --> 00:08:19,040 +خمسة و عشرين خلّينا نقول إن عشرة منهم هتروح للكامة + +93 +00:08:19,040 --> 00:08:23,560 +وبالتالي القمستاشر التانية هتكون لل circle أو + +94 +00:08:23,560 --> 00:08:30,060 +للستوانة اللي احنا عاملينها طيب نرجع فوق ال + +95 +00:08:30,060 --> 00:08:36,500 +diameter and length هلجيتها + +96 +00:08:39,310 --> 00:08:46,450 +هي الأفضل طيب هالجيت + +97 +00:08:46,450 --> 00:08:55,550 +هتشكل عندنا هتكون هى هنا الكامة قولنا عشرة إيش + +98 +00:08:55,550 --> 00:09:00,850 +ميلي بعدين هتيجي الدائرة اللى تحت وقولنا هذه هتكون + +99 +00:09:00,850 --> 00:09:07,180 +خمستاشر ميليهلجيت في حيكون عندنا في النص هنا حيكون + +100 +00:09:07,180 --> 00:09:12,620 +في عندنا hall تمام حوالين ال hall في هنا زي circle + +101 +00:09:12,620 --> 00:09:17,920 +صغيرة او أسوان صغيرة بتكون زي نسبتها الإتنين في + +102 +00:09:17,920 --> 00:09:21,200 +بعض نقعدها الإتنين في بعض واحدة بتكون من تحت و + +103 +00:09:21,200 --> 00:09:29,000 +واحدة من فوق هلجيت بالنسبة لل near diameter اللي + +104 +00:09:29,000 --> 00:09:34,390 +هو اللي فوق هذه جدش ال diameter تبعهاوالتانية ال + +105 +00:09:34,390 --> 00:09:40,430 +far اللي تحت هذه ممكن نخليهم زي بعض و ممكن نغيرها + +106 +00:09:40,430 --> 00:09:46,250 +خليني احنا نحدد نقول ان كل التنتين زي بعض هذه + +107 +00:09:46,250 --> 00:09:52,350 +عشرين وهذه مثلا عشرين والمسافة ال length اللي هي + +108 +00:09:52,350 --> 00:09:58,960 +الارتفاع تبعها كم تكون طولهاخلّيني أقول إنه + +109 +00:09:58,960 --> 00:10:08,320 +هانخلّيها خمسة أو كثير خمسة خلّيها اتنين و + +110 +00:10:08,320 --> 00:10:14,360 +هان اتنينهلجيتها بالنسبة لل blank fillet radius + +111 +00:10:14,360 --> 00:10:20,000 +والشانفر اللي هو لو لو بدك تعمل لل .. لل .. + +112 +00:10:20,000 --> 00:10:23,380 +للستوانة هذه اللي عملناها الصغيرة اللي فوق لو بدك + +113 +00:10:23,380 --> 00:10:28,760 +تعملها شانفر او fillet ممكن تضيفوها يعني كخيار + +114 +00:10:28,760 --> 00:10:32,700 +optional هذا مش مش إجبار يعني انك تعبيه فخليني + +115 +00:10:32,700 --> 00:10:38,420 +احنا بنفسي نحطهمعندك ال hole ها دي اللي هي جولنا + +116 +00:10:38,420 --> 00:10:41,100 +اللي هتيجي في النص اللي هيقعد فيها ال shaft اللي + +117 +00:10:41,100 --> 00:10:48,600 +هيلف عليه اللي هو ال .. ال كام خلينا نقول .. خلينا + +118 +00:10:48,600 --> 00:10:54,220 +نحط برضه عشرين أو لأ اللي فوق عشرين لازم تكون أقل + +119 +00:10:54,220 --> 00:10:58,560 +من إيش ال near hub و ال far hub لازم تكون أقل منه + +120 +00:10:58,560 --> 00:11:14,830 +فخلينا نقول إنه خمستاش مثلا أو عشانأو عشان بالنسبة + +121 +00:11:14,830 --> 00:11:22,710 +لل resolution type and value صراحة انا مش فاكر + +122 +00:11:22,710 --> 00:11:29,670 +بالظبط لكن انا فاكر انه حطينا قيمة زي هيك + +123 +00:11:43,600 --> 00:11:48,040 +أه احنا خلّي على ال inner مبدأ ينهجت لو اعملنا + +124 +00:11:48,040 --> 00:11:54,000 +create هيطلع + +125 +00:11:54,000 --> 00:12:01,750 +ان هي الكامرهى هنا الكامة اللى جولنا عنها هنا ال + +126 +00:12:01,750 --> 00:12:07,530 +.. هذه ال near hub و تحت هنلاقي ال far hub هنا ال + +127 +00:12:07,530 --> 00:12:11,630 +hall و ده كان ال circle اللى .. اللى حكيناه اللى + +128 +00:12:11,630 --> 00:12:16,470 +بتطلع قطرها اللى هو 150 الدائمة لها و ال thickness + +129 +00:12:16,470 --> 00:12:20,890 +لو يجينا نتأكد من حساباتنا خلينا نقول على ال + +130 +00:12:20,890 --> 00:12:28,860 +evaluate ال major هنلاقي المسافة من هنالهن اللي هو + +131 +00:12:28,860 --> 00:12:41,280 +خمستاشر ميلي المسافة من هن لهن هتكون + +132 +00:12:41,280 --> 00:12:45,940 +برضه عشرة ميلي مش + +133 +00:12:45,940 --> 00:12:47,260 +عارف مالها مش جاية + +134 +00:12:55,460 --> 00:13:03,220 +هي عشرة ملي اللي هي هان هذا بشكل عام طبعا ممكن + +135 +00:13:03,220 --> 00:13:10,220 +احنا نغير طبعا لو .. لو دججنا في النظر ده عام + +136 +00:13:10,220 --> 00:13:14,620 +اتطلعنا + +137 +00:13:14,620 --> 00:13:17,600 +بين الشكل اللي طلع عندها يعني هان و الشكل اللي + +138 +00:13:17,600 --> 00:13:24,260 +موجود في الكتاب هنلاقي تقريبا نفس الشكل لكن في .. + +139 +00:13:28,700 --> 00:13:33,540 +اه نفس الحاجة هجيتها لو ب .. عشان الموضوع اللي هو + +140 +00:13:33,540 --> 00:13:39,280 +اتكلمنا عنه ال offset نتأكد منه كتطبيق يعني لو + +141 +00:13:39,280 --> 00:13:46,480 +رحنا هيحطينا مثلا نقطة على أي مسافة في ال circle و + +142 +00:13:46,480 --> 00:13:49,420 +رحنا جسنا من ال center لنقطة هذه + +143 +00:13:52,930 --> 00:13:57,910 +هنلاقش المسافة عبارة عن اربع و عشرين و نص فهو هي + +144 +00:13:57,910 --> 00:14:02,930 +.. هتكون ال .. ال path بتاع ال .. الكائنات هيكون + +145 +00:14:02,930 --> 00:14:07,130 +ال radius بتاعه عبارة عن ال radius اللي احنا حطناه + +146 +00:14:07,130 --> 00:14:12,610 +ناقص ال radius بتاع ال follower هذا بشكل عام بعد + +147 +00:14:12,610 --> 00:14:17,510 +هيك ممكن الأنواع التانية ممكن كل واحد بشكل فردي + +148 +00:14:17,510 --> 00:14:21,150 +يحاول يجرب و يتوسع فيها زي ما هو + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/kf1lWeqlyCw_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/kf1lWeqlyCw_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..e853e258571e18b2fdcc2bba58b55d290fab57fd --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/kf1lWeqlyCw_raw.srt @@ -0,0 +1,608 @@ +1 +00:00:05,500 --> 00:00:09,640 +طيب بسم الله الرحمن الرحيم ان شاء الله اليوم احنا + +2 +00:00:09,640 --> 00:00:13,240 +هنتعلم كيف نرسم الكامات باستخدام ال solid work + +3 +00:00:13,240 --> 00:00:17,480 +طبعا المرة السابقة اتكلمنا عن طريقة تفعيلها و كيف + +4 +00:00:17,480 --> 00:00:21,560 +نفعل ال toolbox بتاع اللي هو الكام اليوم ان شاء + +5 +00:00:21,560 --> 00:00:26,480 +الله هنشوف الطريقة لرسم الكامات طبعا في ال solid + +6 +00:00:26,480 --> 00:00:29,760 +work الطريقة نوع ال follower اللي هو معتمد عنده + +7 +00:00:29,760 --> 00:00:35,790 +اللي هو ال ruler followerفقعدنا الواجهة الأولى + +8 +00:00:35,790 --> 00:00:40,330 +طبعا + +9 +00:00:40,330 --> 00:00:45,760 +بالروح النهانعلى ال tools في عندنا ال toolbox طبعا + +10 +00:00:45,760 --> 00:00:49,860 +ال toolbox هي من و انفعلناها من تنزل تحت في ال + +11 +00:00:49,860 --> 00:00:56,020 +tools في عندك add instrument اللي هو هان هي في + +12 +00:00:56,020 --> 00:01:02,060 +عندك اللي هو solid work toolbox library و toolbox + +13 +00:01:02,060 --> 00:01:08,760 +ultimate او هن التنتين هدول بتفعلهن من هن و من هن + +14 +00:01:08,760 --> 00:01:13,940 +الصحيح من الجانبين يعني بتفعلهم بتحط okayبترجع على + +15 +00:01:13,940 --> 00:01:20,780 +ال tools بتلاقي اللي هو بتلاقي + +16 +00:01:20,780 --> 00:01:25,200 +عندك ال toolbox هنا هنا عندك cams هو اللي هنشتغل + +17 +00:01:25,200 --> 00:01:31,980 +عليه اليوم ان شاء الله طبعا عندك الواجهة الأولى + +18 +00:01:31,980 --> 00:01:38,160 +اللي هي ال setup هتلاقي عندها نوع الوحدات اللي + +19 +00:01:38,160 --> 00:01:42,800 +هتستخدمها احنا غالبا نستخدم ال metricطبعا عندك ال + +20 +00:01:42,800 --> 00:01:46,820 +cam types طبعا احنا اغلب اللي اشتغلنا او كل اللي + +21 +00:01:46,820 --> 00:01:50,500 +اخدنا معانا في ال chapter السابق اللي هو ال + +22 +00:01:50,500 --> 00:01:56,040 +circular ماتطرقناش لموضوع ال linear فهنعتمد ال + +23 +00:01:56,040 --> 00:02:00,780 +circular بعد هيك بيجي عندك ال follower type احنا + +24 +00:02:00,780 --> 00:02:07,300 +قلنا ان هو هيعتمداللي هو ال ruler لكن هو هنا فيه + +25 +00:02:07,300 --> 00:02:12,720 +برضه أنواع يعني فيه هيكون عندك ال translating اللي + +26 +00:02:12,720 --> 00:02:18,440 +هو بيمر في مركز الكامة وفيه عندك ال offset ممكن ال + +27 +00:02:18,440 --> 00:02:24,900 +offset يكون لليمين أو offset لشمال خلينا و عندك ال + +28 +00:02:24,900 --> 00:02:30,970 +swing اللي هو بيجي كيف زي الال follower بيكون بطلع + +29 +00:02:30,970 --> 00:02:36,190 +و بنزل هيك مش صعود و نزول لأ بطلع بزايا و بنزلعندك + +30 +00:02:36,190 --> 00:02:40,150 +ال translating نبدأ فيه أول حاجة عندك ال follower + +31 +00:02:40,150 --> 00:02:45,750 +diameter بتحدد ال diameter بتاع ال follower يعني + +32 +00:02:45,750 --> 00:02:50,510 +هلجيت ال follower اللي هيمشي على الكامة بيكون اللي + +33 +00:02:50,510 --> 00:02:53,690 +ديامتر هو هذا ال diameter اللي بدنا نحطه غالبا + +34 +00:02:53,690 --> 00:03:00,890 +بيكون صغير عندك ال radius اللي هنبدأ فيهاللي هو ال + +35 +00:03:00,890 --> 00:03:05,970 +radius بتاع الدول الأساسى بتاع الكامة فمثلا نقول + +36 +00:03:05,970 --> 00:03:11,090 +هنا خمسين نطبق على مثال من الكتاب + +37 +00:03:29,210 --> 00:03:34,730 +بناخد مثلا اللي هو المثال اللي شرحنا مثال تلاتة في + +38 +00:03:34,730 --> 00:03:40,030 +الكتاب هلجيت في المثال تلاتة في الكتاب عندك ال + +39 +00:03:40,030 --> 00:03:44,250 +radius اللي هو ال minimum radius خمسة أو عشرين + +40 +00:03:44,250 --> 00:03:50,840 +خلينا نقول هنا خمسة أو عشرينطبعا هو و خلينا نبدأ + +41 +00:03:50,840 --> 00:03:55,160 +ال starting angle من تسعين و clockwise ال rotating + +42 +00:03:55,160 --> 00:04:00,520 +clockwise بعد هيك هلجيت في شغل مهمة اللي هو المرة + +43 +00:04:00,520 --> 00:04:05,720 +السابقة برضه سألناها اللي هو انه هل ال ال كامة لما + +44 +00:04:05,720 --> 00:04:10,000 +نمشي عليها ال floor نلاحظ ان في زي offset بين ال + +45 +00:04:10,000 --> 00:04:15,540 +مركز ال ruler و اللي هو ال path بتاع الكامة + +46 +00:04:16,990 --> 00:04:21,810 +فالمسافة هذه بتكون حسب ما انا لاحظت بتكون ثابتة + +47 +00:04:21,810 --> 00:04:28,810 +يعني مقدار ثابت اللي هو نص قطر ال follower فمثلا + +48 +00:04:28,810 --> 00:04:34,090 +احنا هنا حددنا ال radius خمسة و عشرين و حددنا ال + +49 +00:04:34,090 --> 00:04:38,270 +diameter بتاع ال follower واحدفعندما نجهز الكائنات + +50 +00:04:38,270 --> 00:04:44,190 +في النهاية نيجي نجيس ال radius اللي هيطلع عندنا + +51 +00:04:44,190 --> 00:04:49,650 +هنلاقيه 24.5 اللي هو ال radius بتاع الفلغة اقترحنا + +52 +00:04:49,650 --> 00:04:53,550 +منه ال radius بتاع الفلغة طب خلينا بعد هيك بعد ما + +53 +00:04:53,550 --> 00:04:58,610 +نخلص setup بنروح على نوع ال motion اللي هنستخدمها + +54 +00:04:58,610 --> 00:05:06,400 +في الفترات بتاعة الكائناتطبعا عشان نضيف ال motion + +55 +00:05:06,400 --> 00:05:12,160 +نبدأ من اد طبعا اول حاجة في المثال هتكون عندنا + +56 +00:05:12,160 --> 00:05:18,440 +فترة صعود اللي هو مية و عشرين درجة و نوع الحركة + +57 +00:05:18,440 --> 00:05:23,640 +فيه simple + +58 +00:05:23,640 --> 00:05:28,760 +harmonic motion اللي هي في ال solid harmonicطبعا + +59 +00:05:28,760 --> 00:05:34,220 +ال ending gradius اللى هو اقصى مسافة اللى بده + +60 +00:05:34,220 --> 00:05:36,900 +يطلعها الفلور او اللى هى ال stroke يعنى + +61 +00:05:36,900 --> 00:05:44,220 +ماعطيناياها خمسين بدهيا يطلع خمسين فخمسين زاد + +62 +00:05:44,220 --> 00:05:49,280 +الخمسة و عشرين بتاعة ال starting gradius فبطلع + +63 +00:05:49,280 --> 00:05:50,300 +عندنا خمسة و سبعين + +64 +00:05:56,010 --> 00:05:58,830 +و ال degree of motion بيكون يدكيها في السؤال اللي + +65 +00:05:58,830 --> 00:06:05,070 +هي 120 درجة بعد + +66 +00:06:05,070 --> 00:06:09,910 +هيك في عندنا فترة دول سكون نرجع هنا و نضيف دول + +67 +00:06:09,910 --> 00:06:14,670 +طبعا في الدول ال radius ثابت ففيش داعي أننا نضيفه + +68 +00:06:14,670 --> 00:06:20,670 +الدول عندنا هنا تلاتين درجةبعد هيك فيه يعني ان + +69 +00:06:20,670 --> 00:06:25,810 +برضه simple harmonic motion نزول هينزل لو يعني + +70 +00:06:25,810 --> 00:06:29,770 +هيرجع لل radius الأساسي اللي هو 25 لكن الزاوية + +71 +00:06:29,770 --> 00:06:37,510 +هتكون 60 درجة بعد هيك برضه الدوللتلقائي هو بعبيلك + +72 +00:06:37,510 --> 00:06:41,330 +اياه لعين تلت مية و ستين درجة بتحط okay هيك ان ال + +73 +00:06:41,330 --> 00:06:46,670 +motion جهزت بعد هيك بنروح ل creation طبعا هنا ل + +74 +00:06:46,670 --> 00:06:51,750 +creation خليني اول حاجة اعب القيم هذا و بعد ما + +75 +00:06:51,750 --> 00:07:00,290 +تطلع الكامة اشرحلكم كل رقم معناش بعبرخلّيني أشرحها + +76 +00:07:00,290 --> 00:07:04,970 +بالنسبة لل + +77 +00:07:04,970 --> 00:07:10,210 +blank outside diameter اللي هو شايفين اللي اللي + +78 +00:07:10,210 --> 00:07:12,430 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +79 +00:07:12,430 --> 00:07:12,430 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +80 +00:07:12,430 --> 00:07:12,550 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +81 +00:07:12,550 --> 00:07:13,050 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +82 +00:07:13,050 --> 00:07:13,050 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +83 +00:07:13,050 --> 00:07:13,050 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +84 +00:07:13,050 --> 00:07:13,670 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +85 +00:07:13,670 --> 00:07:13,670 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +86 +00:07:13,670 --> 00:07:14,450 +اللي اللي اللي اللي اللي اللي اللي اللي اللي اللي + +87 +00:07:14,450 --> 00:07:24,410 +اللي اللي اللي اللي اللي اللي اللي + +88 +00:07:24,410 --> 00:07:30,150 +الليللكامة كان خمسة وسبعين فخلينا نقول انه .. + +89 +00:07:30,150 --> 00:07:33,090 +خلينا نحط الدائمة تحت الدائرة هذه نقول مية و خمسين + +90 +00:07:33,090 --> 00:07:38,870 +.. مية و خمسين عندك ال thickness ال thickness هو + +91 +00:07:38,870 --> 00:07:46,030 +عبارة عن سماكة الدائرة هذه اللي بدنا نحطها حوالين + +92 +00:07:46,030 --> 00:07:52,870 +الكامة مع سماكة الكامة نفسهافخلّينا نقول إنه خمسة + +93 +00:07:52,870 --> 00:08:03,950 +و عشرين تحت اللي هو هيوهان اللي هو نور محمد في ال + +94 +00:08:03,950 --> 00:08:09,900 +track type and depth هنا في ال depth بتحدداللي هو + +95 +00:08:09,900 --> 00:08:14,940 +ال thickness بتاع الكامة لحاله فاحنا فوق هنقولنا + +96 +00:08:14,940 --> 00:08:19,040 +خمسة و عشرين خلّينا نقول إن عشرة منهم هتروح للكامة + +97 +00:08:19,040 --> 00:08:23,560 +وبالتالي القمستاشر التانية هتكون لل circle أو + +98 +00:08:23,560 --> 00:08:30,060 +للستوانة اللي احنا عاملينها طيب نرجع فوق ال + +99 +00:08:30,060 --> 00:08:36,500 +diameter and length هلجيتها + +100 +00:08:39,310 --> 00:08:46,450 +هي الأفضل طيب هالجيت + +101 +00:08:46,450 --> 00:08:55,550 +هتشكل عندنا هتكون هى هنا الكامة قولنا عشرة إيش + +102 +00:08:55,550 --> 00:09:00,850 +ميلي بعدين هتيجي الدائرة اللى تحت وقولنا هذه هتكون + +103 +00:09:00,850 --> 00:09:07,180 +خمستاشر ميليهلجيت في حيكون عندنا في النص هنا حيكون + +104 +00:09:07,180 --> 00:09:12,620 +في عندنا hall تمام حوالين ال hall في هنا زي circle + +105 +00:09:12,620 --> 00:09:17,920 +صغيرة او أسوان صغيرة بتكون زي نسبتها الإتنين في + +106 +00:09:17,920 --> 00:09:21,200 +بعض نقعدها الإتنين في بعض واحدة بتكون من تحت و + +107 +00:09:21,200 --> 00:09:29,000 +واحدة من فوق هلجيت بالنسبة لل near diameter اللي + +108 +00:09:29,000 --> 00:09:34,390 +هو اللي فوق هذه جدش ال diameter تبعهاوالتانية ال + +109 +00:09:34,390 --> 00:09:40,430 +far اللي تحت هذه ممكن نخليهم زي بعض و ممكن نغيرها + +110 +00:09:40,430 --> 00:09:46,250 +خليني احنا نحدد نقول ان كل التنتين زي بعض هذه + +111 +00:09:46,250 --> 00:09:52,350 +عشرين وهذه مثلا عشرين والمسافة ال length اللي هي + +112 +00:09:52,350 --> 00:09:58,960 +الارتفاع تبعها كم تكون طولهاخلّيني أقول إنه + +113 +00:09:58,960 --> 00:10:08,320 +هانخلّيها خمسة أو كثير خمسة خلّيها اتنين و + +114 +00:10:08,320 --> 00:10:14,360 +هان اتنينهلجيتها بالنسبة لل blank fillet radius + +115 +00:10:14,360 --> 00:10:20,000 +والشانفر اللي هو لو لو بدك تعمل لل .. لل .. + +116 +00:10:20,000 --> 00:10:23,380 +للستوانة هذه اللي عملناها الصغيرة اللي فوق لو بدك + +117 +00:10:23,380 --> 00:10:28,760 +تعملها شانفر او fillet ممكن تضيفوها يعني كخيار + +118 +00:10:28,760 --> 00:10:32,700 +optional هذا مش مش إجبار يعني انك تعبيه فخليني + +119 +00:10:32,700 --> 00:10:38,420 +احنا بنفسي نحطهمعندك ال hole ها دي اللي هي جولنا + +120 +00:10:38,420 --> 00:10:41,100 +اللي هتيجي في النص اللي هيقعد فيها ال shaft اللي + +121 +00:10:41,100 --> 00:10:48,600 +هيلف عليه اللي هو ال .. ال كام خلينا نقول .. خلينا + +122 +00:10:48,600 --> 00:10:54,220 +نحط برضه عشرين أو لأ اللي فوق عشرين لازم تكون أقل + +123 +00:10:54,220 --> 00:10:58,560 +من إيش ال near hub و ال far hub لازم تكون أقل منه + +124 +00:10:58,560 --> 00:11:14,830 +فخلينا نقول إنه خمستاش مثلا أو عشانأو عشان بالنسبة + +125 +00:11:14,830 --> 00:11:22,710 +لل resolution type and value صراحة انا مش فاكر + +126 +00:11:22,710 --> 00:11:29,670 +بالظبط لكن انا فاكر انه حطينا قيمة زي هيك + +127 +00:11:43,600 --> 00:11:48,040 +أه احنا خلّي على ال inner مبدأ ينهجت لو اعملنا + +128 +00:11:48,040 --> 00:11:54,000 +create هيطلع + +129 +00:11:54,000 --> 00:12:01,750 +ان هي الكامرهى هنا الكامة اللى جولنا عنها هنا ال + +130 +00:12:01,750 --> 00:12:07,530 +.. هذه ال near hub و تحت هنلاقي ال far hub هنا ال + +131 +00:12:07,530 --> 00:12:11,630 +hall و ده كان ال circle اللى .. اللى حكيناه اللى + +132 +00:12:11,630 --> 00:12:16,470 +بتطلع قطرها اللى هو 150 الدائمة لها و ال thickness + +133 +00:12:16,470 --> 00:12:20,890 +لو يجينا نتأكد من حساباتنا خلينا نقول على ال + +134 +00:12:20,890 --> 00:12:28,860 +evaluate ال major هنلاقي المسافة من هنالهن اللي هو + +135 +00:12:28,860 --> 00:12:41,280 +خمستاشر ميلي المسافة من هن لهن هتكون + +136 +00:12:41,280 --> 00:12:45,940 +برضه عشرة ميلي مش + +137 +00:12:45,940 --> 00:12:47,260 +عارف مالها مش جاية + +138 +00:12:55,460 --> 00:13:03,220 +هي عشرة ملي اللي هي هان هذا بشكل عام طبعا ممكن + +139 +00:13:03,220 --> 00:13:10,220 +احنا نغير طبعا لو .. لو دججنا في النظر ده عام + +140 +00:13:10,220 --> 00:13:14,620 +اتطلعنا + +141 +00:13:14,620 --> 00:13:17,600 +بين الشكل اللي طلع عندها يعني هان و الشكل اللي + +142 +00:13:17,600 --> 00:13:24,260 +موجود في الكتاب هنلاقي تقريبا نفس الشكل لكن في .. + +143 +00:13:28,700 --> 00:13:33,540 +اه نفس الحاجة هجيتها لو ب .. عشان الموضوع اللي هو + +144 +00:13:33,540 --> 00:13:39,280 +اتكلمنا عنه ال offset نتأكد منه كتطبيق يعني لو + +145 +00:13:39,280 --> 00:13:46,480 +رحنا هيحطينا مثلا نقطة على أي مسافة في ال circle و + +146 +00:13:46,480 --> 00:13:49,420 +رحنا جسنا من ال center لنقطة هذه + +147 +00:13:52,930 --> 00:13:57,910 +هنلاقش المسافة عبارة عن اربع و عشرين و نص فهو هي + +148 +00:13:57,910 --> 00:14:02,930 +.. هتكون ال .. ال path بتاع ال .. الكائنات هيكون + +149 +00:14:02,930 --> 00:14:07,130 +ال radius بتاعه عبارة عن ال radius اللي احنا حطناه + +150 +00:14:07,130 --> 00:14:12,610 +ناقص ال radius بتاع ال follower هذا بشكل عام بعد + +151 +00:14:12,610 --> 00:14:17,510 +هيك ممكن الأنواع التانية ممكن كل واحد بشكل فردي + +152 +00:14:17,510 --> 00:14:21,150 +يحاول يجرب و يتوسع فيها زي ما هو + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/koegwpOu6sE.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/koegwpOu6sE.srt new file mode 100644 index 0000000000000000000000000000000000000000..c3ddccb7ac4f44f6addf0264605fa78ffa4dd942 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/koegwpOu6sE.srt @@ -0,0 +1,1862 @@ +1 +00:00:05,160 --> 00:00:07,860 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:07,860 --> 00:00:11,920 +وبركاته هنكمل في مادة نظرية الآلات المحاضرة اللي + +3 +00:00:11,920 --> 00:00:15,080 +فاتت كنا نحكي عنها الـ .. الـ cams and followers + +4 +00:00:15,080 --> 00:00:20,720 +المحاضرة اللي فاتت حلنا مثال كيف نستنتج شكل الـ cam + +5 +00:00:20,720 --> 00:00:24,960 +أو الـ profile بتاع الـ cam من خلال معرفة نوع الحركة + +6 +00:00:24,960 --> 00:00:28,790 +بتاع الـ follower الآن طبعا احنا درسنا أول نوع من + +7 +00:00:28,790 --> 00:00:31,530 +نوع الحركة اللي هو الـ follower بتحرك بـ uniform, + +8 +00:00:31,710 --> 00:00:37,530 +velocity حلينا example لـ sharp edge follower في + +9 +00:00:37,530 --> 00:00:40,610 +حالتين لما كان الـ axis بتاع الـ follower بمر في الـ + +10 +00:00:40,610 --> 00:00:44,110 +axis بتاع الـ cam و الحالة التانية كان الـ axis + +11 +00:00:44,110 --> 00:00:48,400 +بتاعها offset عن الـ axis بتاع الـ cam ورسمناها على + +12 +00:00:48,400 --> 00:00:52,320 +الـ solid work شوفنا الـ procedure اليوم هنكمل في + +13 +00:00:52,320 --> 00:00:56,140 +نوع ثاني من أنواع الحركة اللي هي الحركة التوافقية + +14 +00:00:56,140 --> 00:01:01,920 +البسيطة اللي هي simple harmonic motion إيش + +15 +00:01:01,920 --> 00:01:06,920 +يعني الـ simple harmonic motion simple harmonic + +16 +00:01:06,920 --> 00:01:10,720 +motion إذا أنا عندي دائرة + +17 +00:01:19,070 --> 00:01:25,770 +هذه دائرة وفي particle بلفّ حولين دائرة هذه بسرعة + +18 +00:01:25,770 --> 00:01:29,710 +منتظمة في particle بلفّ حولين دائرة هذه بسرعة + +19 +00:01:29,710 --> 00:01:35,610 +منتظمة هذه + +20 +00:01:35,610 --> 00:01:40,630 +الـ particle الإسقاط على الـ particle على المحور + +21 +00:01:40,630 --> 00:01:50,660 +الرأسي اللي هو أيّاش P prime موقع المسافة هذه أو + +22 +00:01:50,660 --> 00:01:56,060 +المسافة هذه كلها إيه شو يساوي الـ + +23 +00:01:56,060 --> 00:02:00,660 +radius خلينا نسمّيه + +24 +00:02:00,660 --> 00:02:06,700 +هذه ازاي خلينا نحكي θ مثلا معناته + +25 +00:02:06,700 --> 00:02:12,060 +هذه المسافة إيه شو يساوي R + +26 +00:02:12,060 --> 00:02:15,500 +Cos + +27 +00:02:15,500 --> 00:02:24,170 +θمعناه موقع النقطة P على المحور Y التي هي R Cos θ + +28 +00:02:24,170 --> 00:02:27,650 +projection لأن النقطة هذه لو أنا اتبعت النقطة هذه + +29 +00:02:27,650 --> 00:02:33,290 +كأنه أنا مسلط هذه حيطة ومسلط ضوء عليها فتشوف + +30 +00:02:33,290 --> 00:02:37,810 +النقطة هذه هتكون طالعة بدور الـ particle بس أنا + +31 +00:02:37,810 --> 00:02:41,450 +مركز على الـ projection تها هتكون طالعة ونازلة + +32 +00:02:43,430 --> 00:02:47,070 +الحركة هذه بتاعتها تابعة cosine أو sine الـ cosine + +33 +00:02:47,070 --> 00:02:50,570 +ما هي نفس الـ sine بس الـ cosine مزاحة 90 درجة عن الـ + +34 +00:02:50,570 --> 00:02:56,270 +sine فالحركة اللي بتتابع cosine function أو sine + +35 +00:02:56,270 --> 00:03:00,630 +function بسمّيها simple harmonic motion فبتكون أنا + +36 +00:03:00,630 --> 00:03:08,450 +عندي الـ P prime فالـ follower إذا بتتابع الحركة + +37 +00:03:08,450 --> 00:03:11,710 +يعني بتحرك simple harmonic motion كما لو أنّه في + +38 +00:03:11,710 --> 00:03:15,780 +particle بنفحّ حولينا دائرة وأنا بتتبع الإسقاط هذا + +39 +00:03:15,780 --> 00:03:20,040 +تمثّل حركة الـ follower في الحياة اللي بحكيها الـ + +40 +00:03:20,040 --> 00:03:26,220 +follower بتحرك بـ simple harmonic motion طبعا الـ + +41 +00:03:26,220 --> 00:03:30,100 +simple harmonic motion فيه اندلاع تلات منحنيات فيه + +42 +00:03:30,100 --> 00:03:33,360 +منحنى للـ displacement للـ velocity وللـ + +43 +00:03:33,360 --> 00:03:37,060 +acceleration لأن إذا الـ simple harmonic motion + +44 +00:03:37,060 --> 00:03:41,780 +روحت قسمت الدائرة + +45 +00:03:48,690 --> 00:03:53,310 +إذا قسمت هذه مثلا، واحد، اثنين، ثلاثة، أربعة، + +46 +00:03:53,310 --> 00:03:57,370 +خمسة، ستة، سبعة، ثمانية، هين هقسم ثمانية، هين + +47 +00:03:57,370 --> 00:04:02,130 +أقسم، هين الزوايا متساوية، هدي هاي، واحد، اثنين، + +48 +00:04:02,130 --> 00:04:07,950 +ثلاثة، أربعة، خمسة، ستة، سبعة، ثمانية، ونفس الشيء + +49 +00:04:07,950 --> 00:04:14,990 +هين هي واحد، اثنين، ثلاثة، أربعة، خمسة، ستة، سبعة، + +50 +00:04:14,990 --> 00:04:24,470 +ثمانية أنا بهمني النقطة هذه بمدّ يعني هي النقطة + +51 +00:04:24,470 --> 00:04:27,770 +الأولى، هي النقطة الثانية، هي النقطة الثالثة، + +52 +00:04:27,770 --> 00:04:34,150 +النقطة الرابعة، الخامسة، السادسة، السابعة، الثامنة، + +53 +00:04:34,150 --> 00:04:34,850 +التاسعة + +54 +00:04:39,260 --> 00:04:45,020 +فالـ forward بيطلع بيطلع حركته نفس حركة إسقاط + +55 +00:04:45,020 --> 00:04:49,060 +النقطة واحد وإسقاط النقطة اثنين وإسقاط النقطة + +56 +00:04:49,060 --> 00:04:52,760 +ثلاثة وإسقاط النقطة أربعة وإسقاط خمسة وإسقاط ستة + +57 +00:04:52,760 --> 00:04:59,980 +وإسقاط سبعة وإسقاط ثمانية هذه + +58 +00:04:59,980 --> 00:05:08,320 +الرأسيّة هتمثّل الـ theta الـ theta بتاعة الـ cam في + +59 +00:05:08,320 --> 00:05:16,540 +الصعود في عندي θ o بتطلع الكلمة مسافة S بعدين + +60 +00:05:16,540 --> 00:05:23,820 +بتثبت عند S لزاوية معيّنة بعدين بتنزل بعدين تثبت + +61 +00:05:23,820 --> 00:05:31,240 +بعدين بتدوريش وتتكرّر طبعا واضح الـ slope هنا zero + +62 +00:05:31,240 --> 00:05:37,480 +والـ slope هنا zero يعني هنا فيه minimum وهنا فيه + +63 +00:05:37,480 --> 00:05:42,400 +maximum معناه الـ speed هي متكونّة zero وهنا zero + +64 +00:05:42,400 --> 00:05:46,260 +وده لو كان لديك two levels إذا كان لديك minimum + +65 +00:05:46,260 --> 00:05:48,780 +level و maximum level عشان تنتقل بين الـ minimum والـ + +66 +00:05:48,780 --> 00:05:55,840 +maximum مستحيل تنتقل مباشر لازم تنتقل في + +67 +00:05:55,840 --> 00:06:00,560 +inflection أو بتنتقل من maximum لـ minimum لازم + +68 +00:06:00,560 --> 00:06:04,320 +تنقلب لازم + +69 +00:06:04,320 --> 00:06:10,150 +سير انقلب فإذا دائما عندك diamond إذا في عندك + +70 +00:06:10,150 --> 00:06:14,010 +minimum و maximum دائما يكون بينهم نقطة انقلاب + +71 +00:06:14,010 --> 00:06:21,630 +نقطة انقلاب هيكون الـ second derivative إيش يساوي؟ + +72 +00:06:21,630 --> 00:06:26,690 +zero هتكون هذه الـ acceleration معناته بتكون ساوي + +73 +00:06:26,690 --> 00:06:29,990 +يعني الـ inflection point في النص هتكون تقريبا zero + +74 +00:06:29,990 --> 00:06:32,450 +إذا الـ acceleration هي الـ zero الـ acceleration هي + +75 +00:06:32,450 --> 00:06:36,890 +الـ slope بتاع السرعة بتكون السرعة أيش؟ maximum فهنا + +76 +00:06:36,890 --> 00:06:41,590 +ستكون السرعة أيش maximum طبعا + +77 +00:06:41,590 --> 00:06:43,390 +هنا الـ displacement ستبقى ثابتة بقى أنّها displacement لسه + +78 +00:06:43,390 --> 00:06:49,910 +شمالها zero الـ acceleration هنا في البداية واضح الـ + +79 +00:06:49,910 --> 00:06:56,450 +slope بيكون maximum بعدين هيوصل لـ zero بعدين هيقلّ هي + +80 +00:06:56,450 --> 00:07:03,570 +maximum، zero، بعدين هيزيد باتجاه المعاكس، بعدين + +81 +00:07:03,570 --> 00:07:10,670 +zero، بعدين فجأة بتزيد، بتزيد باتجاه المعاكس، هدي + +82 +00:07:10,670 --> 00:07:15,950 +إيش الـ acceleration، وهدي الـ velocity + +83 +00:07:32,350 --> 00:07:42,190 +الآن الـ theta + +84 +00:07:42,190 --> 00:07:45,670 +a هي الزاوية اللي بتدورها الـ cam خلال فترة الصعود + +85 +00:07:45,670 --> 00:07:49,510 +والـ cam تتحرك بسرعة زاوية منتظمة، معناه تتزامن + +86 +00:07:49,510 --> 00:07:53,250 +الصعود، إيش هو الزاوية؟ الزاوية علشان على omega + +87 +00:07:56,190 --> 00:08:01,870 +زي ما حكينا الـ P' هذه بتنفّذ simple harmonic motion + +88 +00:08:01,870 --> 00:08:05,350 +اللي هي إسقاط النقطة P لـ particle بدور بسرعة + +89 +00:08:05,350 --> 00:08:14,590 +منتظمة بسرعة زاوية Omega السرعة + +90 +00:08:14,590 --> 00:08:20,890 +المحيطية الـ preferable speed VB هتكون تساوي فترة + +91 +00:08:20,890 --> 00:08:21,870 +الصعوبة بتطلع أيّاش + +92 +00:08:25,190 --> 00:08:32,350 +محيط دائرة محيط الدائرة كام الـ πاي في S قطر محيط + +93 +00:08:32,350 --> 00:08:35,690 +في الدائرة كام هتكون باي S على اثنين فهتكون + +94 +00:08:35,690 --> 00:08:40,590 +السرعة المسافة على زمان باي S على اثنين على T أو + +95 +00:08:40,590 --> 00:08:42,770 +و θ o على ω + +96 +00:08:51,680 --> 00:08:54,580 +الـ maximum velocity and maximum acceleration of a + +97 +00:08:54,580 --> 00:08:58,100 +follower on out stroke اللي هي هتكون VO اللي هي + +98 +00:08:58,100 --> 00:09:02,660 +بسوة πي ω في S على اثنين θ o والـ maximum + +99 +00:09:02,660 --> 00:09:06,460 +acceleration اللي هي هتكون بي سكوير ω سكوير S + +100 +00:09:06,460 --> 00:09:09,500 +على اثنين θ o لكل تربيع نفس الشيء في الـ return + +101 +00:09:09,500 --> 00:09:13,960 +stroke هيكون في عندي السرعة في الرجوع + +102 +00:09:15,370 --> 00:09:19,590 +الـ maximum by ω S على اثنين θ R والـ + +103 +00:09:19,590 --> 00:09:23,750 +maximum by ω S على اثنين θ R والـ maximum + +104 +00:09:23,750 --> 00:09:23,830 +by ω S على اثنين θ R والـ maximum by ω + +105 +00:09:23,830 --> 00:09:29,770 +S على اثنين θ R و + +106 +00:09:29,770 --> 00:09:33,330 +الـ maximum by ω S على اثنين θ R والـ + +107 +00:09:33,330 --> 00:09:33,350 +maximum by ω S على اثنين θ R والـ maximum + +108 +00:09:33,350 --> 00:09:33,830 +by ω S على اثنين θ R والـ maximum by ω + +109 +00:09:33,830 --> 00:09:35,270 +S على اثنين θ R والـ maximum by ω S على + +110 +00:09:35,270 --> 00:09:35,790 +اثنين θ R والـ maximum by ω S على اثنين + +111 +00:09:35,790 --> 00:09:38,170 +θ R والـ maximum by ω S على اثنين θ R و + +112 +00:09:38,170 --> 00:09:41,490 +الـ maximum by ω S على اثنين θ R والـ + +113 +00:09:41,490 --> 00:09:42,010 +maximum by ω S على اثنين θ R والـ maximum + +114 +00:09:42,010 --> 00:09:44,770 +by ω S على اثنين θ R والـ maximum by ω + +115 +00:09:44,770 --> 00:09:50,060 +S على اثنين θ هتصعد الـ follower أربعين ملي متر في أوّل + +116 +00:09:50,060 --> 00:09:56,860 +تسعين درجة دوران للـ cam طبعا الـ cam الـ .. الـ .. + +117 +00:09:56,860 --> 00:10:02,320 +الـ .. الـ follower بيمشي في simple harmonic motion و + +118 +00:10:02,320 --> 00:10:05,240 +بعدين بيصير فترة سكون في نفس الموقع للـ .. للـ .. للـ + +119 +00:10:05,240 --> 00:10:09,800 +follower الثلاثين درجة الثانية وبعدين في الستين درجة + +120 +00:10:09,800 --> 00:10:15,610 +الثانية بنزل الـ follower بـ simple harmonicmotion يعني + +121 +00:10:15,610 --> 00:10:20,210 +عندي تسعين وثلاثين تسعين وثلاثين مئة وعشرين و + +122 +00:10:20,210 --> 00:10:25,070 +ستين مئة وثمانين المئة وثمانين المتبقية بيظلّ الـ + +123 +00:10:25,070 --> 00:10:29,410 +flower at the lowest position بعدين بتكرّر الدورة + +124 +00:10:29,410 --> 00:10:33,350 +كمان مرّة طيّب احنا حكينا الدورة المتبقية مئة و + +125 +00:10:33,350 --> 00:10:40,190 +ثمانين درجة بيكون فيها فترة سكون مطلوب ارسم الـ + +126 +00:10:40,190 --> 00:10:43,270 +profile بتاع الـ cam لما يكون line و stroke of + +127 +00:10:43,270 --> 00:10:45,230 +forward passed through the axis of the cam شفت إذا + +128 +00:10:45,230 --> 00:10:49,630 +كان محور الـ .. الـ .. الـ .. الـ forward مرّ في محور + +129 +00:10:49,630 --> 00:10:56,250 +الكامة الآن خليني أترجمه للشكل أنا عندي أوّل تسعين + +130 +00:10:56,250 --> 00:11:02,910 +درجة أوّل تسعين درجة دوران للكام بيطلع أربعين ملي + +131 +00:11:04,910 --> 00:11:09,530 +بعدين ثلاثين درجة ثانية وضلّوا محله، بعدين ستين + +132 +00:11:09,530 --> 00:11:14,170 +درجة ثانية بنزل، المئة واثنين درجة متباقية إيش؟ + +133 +00:11:14,170 --> 00:11:19,570 +ضلّوا مكانه، بعدين بكرّر الدورة كمان مرّة طبعا الـ + +134 +00:11:19,570 --> 00:11:22,130 +simple harmonic motion معناته هأعمل صوم نصف دائرة + +135 +00:11:22,130 --> 00:11:27,980 +هنا الآن إذا جزأت ستّ .. واحد .. اثنين .. ثلاثة .. + +136 +00:11:27,980 --> 00:11:30,420 +أربعة .. خمسة .. ست بنات هنا هأجزئ كام .. ستة .. + +137 +00:11:30,420 --> 00:11:32,980 +واحد .. اثنين .. ثلاثة .. أربعة .. خمسة .. ستة و + +138 +00:11:32,980 --> 00:11:38,700 +هنا واحد .. اثنين .. ثلاثة .. أربعة .. خمسة .. ستة + +139 +00:11:38,700 --> 00:11:49,700 +ببساطة أنا على الـ solid work طبعا + +140 +00:11:49,700 --> 00:11:54,850 +هم أعطيني معلومات هنا معطينا the radius of the base + +141 +00:11:54,850 --> 00:12:01,390 +circle of the cam is 40 millimeters يعني + +142 +00:12:01,390 --> 00:12:05,110 +هرسم دائرة الـ base circle اللي هي نصف القطر قيمته + +143 +00:12:05,110 --> 00:12:13,210 +يعني القطر رايح ثمانين من هنا هأحاول هذه الثمانين + +144 +00:12:13,210 --> 00:12:16,810 +هأروح + +145 +00:12:16,810 --> 00:12:20,730 +أعمل هأرسم + +146 +00:12:20,730 --> 00:12:21,770 +نصف دائرة هنا + +147 +00:12:34,020 --> 00:12:45,780 +وهأكون راسم خط من هنا وأسحب خطوط من هنا و + +148 +00:12:45,780 --> 00:12:50,780 +برسم الدوائر هذه برسم + +149 +00:12:50,780 --> 00:12:55,380 +الدوائر هذه لأنّ المسافة في حين يكون الـ form + +150 +00:12:55,380 --> 00:12:58,040 +بالنسبة للمسافة بين كل دائرة والثانية كانت ثابتة + +151 +00:12:58,040 --> 00:13:02,380 +لكن في حين تستخدم الـ harmonic motion مش ثابتة + +152 +00:13:02,380 --> 00:13:10,050 +مختلفة فمتى رسمتِ الدوائر هذه طبعا واضح الـ cam هذه + +153 +00:13:10,050 --> 00:13:18,390 +بتدور clockwise عشان يرتفع الآن عندي .. عندي أوّل + +154 +00:13:18,390 --> 00:13:21,570 +شيء تسعين درجة هاي .. عندي هنا الجزء الستة هين + +155 +00:13:21,570 --> 00:13:25,250 +واحد اثنين ثلاثة أربعة خمسة ستة يعني تسعين على ستة + +156 +00:13:25,250 --> 00:13:30,610 +كام؟ خمسة عشر درجة وبعمل خطوط بعدين عندي ثلاثين درجة + +157 +00:13:30,610 --> 00:13:36,290 +سكون بعدين ستين درجة اللي هي انخبوط وبعدها 180 درجة + +158 +00:13:36,290 --> 00:13:40,690 +سكون الآن + +159 +00:13:40,690 --> 00:13:47,070 +هذه هي النقطة الأولى تقاطع الخط مع الخط ده هذه + +160 +00:13:47,070 --> 00:13:55,290 +النقطة الثانية هذه النقطة الثالثة الرابعة الخامسة + +161 +00:13:55,290 --> 00:13:59,410 +إيش السادسة بعدها بعمل care fit بينهم + +162 +00:14:03,170 --> 00:14:09,090 +طبعا هنا ثلاثين درجة ثابت أنا بنزل نزول هذه النقطة + +163 +00:14:09,090 --> 00:14:14,530 +بعدين + +164 +00:14:14,530 --> 00:14:20,610 +care fit بعدين هاداش ثابتة بيكون بصمت الـ profile + +165 +00:14:20,610 --> 00:14:24,950 +بتاعة الـ cam خليني + +166 +00:14:24,950 --> 00:14:29,650 +أنفّذها على solid work على السريع أنا + +167 +00:14:29,650 --> 00:14:30,930 +هأفتح part جديد + +168 +00:14:40,440 --> 00:14:44,520 +هأبدأ sketch على الـ top view هأبدأ أرسم من الـ base + +169 +00:14:44,520 --> 00:14:51,600 +circle الـ base circle كام قيمته قيمته ثمانين اللي + +170 +00:14:51,600 --> 00:14:57,600 +نصف قيمته أربعين طيّب + +171 +00:14:57,600 --> 00:15:01,940 +هأبدأ + +172 +00:15:01,940 --> 00:15:04,800 +أرسم خط من هنا + +173 +00:15:09,920 --> 00:15:15,200 +خليني أضع مجازته أربعين + +174 +00:15:15,200 --> 00:15:27,060 +وأربعين ثمانين صح هاي ثمانين بعدين + +175 +00:15:27,060 --> 00:15:33,060 +هرسمهم هرسمهم + +176 +00:15:33,060 --> 00:15:36,640 +دائرة دائرة + +177 +00:15:38,690 --> 00:15:44,370 +محيطها هي + +178 +00:15:44,370 --> 00:15:50,150 +نقطة + +179 +00:15:50,150 --> 00:15:55,550 +هنا أو + +180 +00:15:55,550 --> 00:16:04,090 +tangent أو كنت أرسم arc أو + +181 +00:16:04,090 --> 00:16:15,430 +كنت أرسم arc وين الـ arc؟ أيوة يعني + +182 +00:16:15,430 --> + +201 +00:19:00,560 --> 00:19:04,340 +ليش زي مينية وخمسين؟ لأن بديت مش من الأول بديت لو + +202 +00:19:04,340 --> 00:19:06,500 +من الأول حكيت مينية وثمانية والعدد سبعة + +203 +00:19:13,560 --> 00:19:21,660 +معناته حرصهم دوائر هاي circle هاي مركز دائرة اللي + +204 +00:19:21,660 --> 00:19:30,760 +جايب يمر في النقطة هذه وحرصه كمان دائرة مركزها و + +205 +00:19:30,760 --> 00:19:37,100 +بعدين كمان دائرة و + +206 +00:19:37,100 --> 00:19:37,840 +كمان دائرة + +207 +00:19:42,650 --> 00:19:48,470 +وكمان دائرة إيش بعدين؟ + +208 +00:19:48,470 --> 00:19:58,470 +آخر دائرة طيب + +209 +00:19:58,470 --> 00:20:01,950 +الآن + +210 +00:20:01,950 --> 00:20:11,760 +رسمت الدوائر الآن بدي أعمل الكامة بدي أعمل الكامة + +211 +00:20:11,760 --> 00:20:17,100 +بقى أنا هأخذ الخط الأولاني هذا بدي أعمله secular + +212 +00:20:17,100 --> 00:20:23,080 +pattern لأن + +213 +00:20:23,080 --> 00:20:32,600 +المركز هيه والـ entity اللي هو الخط هذا والزاوية + +214 +00:20:32,600 --> 00:20:35,900 +الزاوية + +215 +00:20:35,900 --> 00:20:40,460 +تسعين والعدد سبعة + +216 +00:20:45,780 --> 00:20:57,180 +مظبوط زي هيك هأعمل + +217 +00:20:57,180 --> 00:21:07,300 +كمان pattern المركز + +218 +00:21:07,300 --> 00:21:10,440 +هاي المركز والـ entity + +219 +00:21:18,200 --> 00:21:33,060 +أنت تأخذ هذا والزاوية ثلاثين والعدد اثنين ناقصة + +220 +00:21:33,060 --> 00:21:41,160 +صح؟ آخر + +221 +00:21:41,160 --> 00:21:42,980 +إيش عنده؟ ستين + +222 +00:21:52,210 --> 00:22:03,130 +هأختار الخط هذا والعدد أكمنه سبعة والزاوية ستين + +223 +00:22:03,130 --> 00:22:09,110 +و + +224 +00:22:09,110 --> 00:22:14,750 +نعكس الاتجاه هيك + +225 +00:22:14,750 --> 00:22:22,760 +خلصنا إيش الخطوط؟ خليني أنا يعني هذا أول نقطة وهذه + +226 +00:22:22,760 --> 00:22:26,880 +الثانية بدي أنظفها trim + +227 +00:22:46,940 --> 00:22:53,340 +لاحظ شوية هذا أول واحدة + +228 +00:22:53,340 --> 00:22:57,720 +هاي + +229 +00:22:57,720 --> 00:23:03,860 +والواحدة هاي الثانية + +230 +00:23:03,860 --> 00:23:07,740 +الثالثة + +231 +00:23:07,740 --> 00:23:17,330 +ثواني بس الرابعة بعدين فيش غلطة لحظة لأ لأ لأ صح + +232 +00:23:17,330 --> 00:23:23,130 +كان صح ماشي عندنا الـ .. هاي صفر واحد اثنين ثلاثة + +233 +00:23:23,130 --> 00:23:37,570 +هاي أربعة هاي خمسة وهي ستة صح؟ طيب + +234 +00:23:37,570 --> 00:23:40,890 +خليني + +235 +00:23:40,890 --> 00:23:43,710 +أمسح الـ .. الخط هذا + +236 +00:24:05,430 --> 00:24:11,350 +هو طيب هأعمل + +237 +00:24:11,350 --> 00:24:12,970 +إيه؟ spline + +238 +00:24:15,050 --> 00:24:37,870 +بين النقطة هذه هاي + +239 +00:24:37,870 --> 00:24:47,270 +رسمنا الـ biz الأولاني الآن الثاني هنبدأ نعمل يعني + +240 +00:24:47,270 --> 00:24:59,030 +احنا هذه أول نقطة هي الـ trim هنشيل هذه صح؟ بعدين + +241 +00:24:59,030 --> 00:25:09,650 +هذه بعدين هذه بعدين هذه بعدين مظبوط زي هيك؟ بعدين + +242 +00:25:09,650 --> 00:25:13,290 +هذه بعدين + +243 +00:25:13,290 --> 00:25:14,030 +هذه صح؟ + +244 +00:25:27,390 --> 00:25:45,090 +بعدين هنمسح طيب + +245 +00:25:45,090 --> 00:25:48,390 +هأعمل spline + +246 +00:26:14,860 --> 00:26:15,400 +طيب + +247 +00:27:26,740 --> 00:27:28,520 +يعني هي كل الشغل في زي التنظيف + +248 +00:27:32,670 --> 00:27:34,250 +أنت عايز شغل وأنا عايز أتنقل + +249 +00:28:28,880 --> 00:28:32,660 +هيك بتطلع شكل الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. + +250 +00:28:32,660 --> 00:28:33,060 +الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. ال + +251 +00:28:33,060 --> 00:28:33,120 +الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. ال + +252 +00:28:33,120 --> 00:28:33,760 +.. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. ال + +253 +00:28:33,760 --> 00:28:34,580 +الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. ال + +254 +00:28:34,580 --> 00:28:35,000 +.. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. الـ .. ال + +255 +00:28:35,000 --> 00:28:36,940 +.. الـ .. الـ ..الـ ..الـ ..الـ ..الـ ..الـ ..الخلّيني + +256 +00:28:36,940 --> 00:28:48,500 +أرسم لها الـ .. الـ .. الـ .. الـ shaft خلّيني + +257 +00:28:48,500 --> 00:29:01,600 +أعمله مثلًا هاي الثلاثين فلت + +258 +00:29:01,600 --> 00:29:11,520 +لاشلأ هي هادى عندك smooth الحركة شايف؟ اه هيك + +259 +00:29:11,520 --> 00:29:17,120 +عملنا إيش؟ كام؟ بعدين أكملها extrude ده أمر ثاني + +260 +00:29:17,120 --> 00:29:20,340 +نشوف الحالة الثانية لو عندي الـ .. + +261 +00:29:31,130 --> 00:29:35,690 +مش قادمتوا خيار بالبرنامج يوصف هو أقل بيانات يوصف + +262 +00:29:35,690 --> 00:29:41,390 +كامل إحنا أنت بتحكي فيه خيار؟ فيه خيار وأرجع لي + +263 +00:29:41,390 --> 00:29:47,050 +إياه عزايا بس مرة ليه؟ بقى مرة جاهز وأرجع لي إياه + +264 +00:29:47,050 --> 00:29:50,430 +على + +265 +00:29:50,430 --> 00:29:55,790 +أي حال لو مش موجود خيار ممكن تبرمجه في الـ software + +266 +00:29:55,790 --> 00:30:01,060 +بيعطيلك فرصة إنك تبرمج إنك تعمل برنامجو تحطه داخل + +267 +00:30:01,060 --> 00:30:06,220 +الـ solid work أنا برمجت في الـ AutoCAD عملت برنامج + +268 +00:30:06,220 --> 00:30:11,360 +للتروس automatic مثلًا هنا بتعطيله مواصفات تحت حركة + +269 +00:30:11,360 --> 00:30:14,860 +تتكيل الـ motion of the follower وبتعطيله الـ + +270 +00:30:14,860 --> 00:30:21,280 +stroke وبتعطيله الـ base الـ circle ونوع الحركة + +271 +00:30:21,280 --> 00:30:25,980 +اسمها harmonic motion بس عشان تبرمجه بدك + +272 +00:30:25,980 --> 00:30:29,160 +graphics اللي اشتغلوا تحاولوا لـ math mathematical + +273 +00:30:29,160 --> 00:30:34,080 +equations موجودة بتبرمج وبيصير تشتغل ضمن الـ solid + +274 +00:30:34,080 --> 00:30:39,320 +work بيصير يعني command سميها cam مثلًا cam + +275 +00:30:39,320 --> 00:30:43,380 +creation بيسألك من وين الـ center of the cam يعني + +276 +00:30:43,380 --> 00:30:46,280 +أنا متوقع الأسئلة اللي سألكيها أو الأسئلة اللي + +277 +00:30:46,280 --> 00:30:51,740 +لازم تحطها center of the cam الـ base circle نوع الـ + +278 +00:30:51,740 --> 00:30:55,410 +follower إذا sharp .. يعني نأخذ عصر مثال .. إذا + +279 +00:30:55,410 --> 00:31:01,390 +sharp edge المفروض يسألك السؤال الثاني هل الـ axis + +280 +00:31:01,390 --> 00:31:05,530 +.. الـ axis بتاع الـ floor مر في الـ axis بتاع الـ cam + +281 +00:31:05,530 --> 00:31:10,430 +ولا لأ؟ وإذا offset .. يديش الـ offset distance؟ + +282 +00:31:10,430 --> 00:31:14,550 +بعدين .. الآن بعدين بدك تحكي النوع simple harmonic + +283 +00:31:14,550 --> 00:31:17,690 +motion .. نوع الـ motion هل هي simple harmonic + +284 +00:31:17,690 --> 00:31:21,860 +motion ولا الـ power speed ولا أي نوع حركة ثانية؟ و + +285 +00:31:21,860 --> 00:31:29,980 +هتسأل كمان الـ stroke وتحكي اللي هو الخطة تلكها + +286 +00:31:29,980 --> 00:31:35,320 +بتاعتك مثلًا أول تسعين درجة صعود مثلًا ثلاثين درجة + +287 +00:31:35,320 --> 00:31:40,320 +هبوط كمان تسعين درجة تسعين ثلاثين درجة سكون تسعين + +288 +00:31:40,320 --> 00:31:45,980 +درجة هبوط مثلًا والباقي إيش سكون فهذه كل الـ inputs + +289 +00:31:45,980 --> 00:31:50,010 +بتدخل إليك مهور يرسملك إياه الآن بنفع تفرع صدورك؟ + +290 +00:31:50,010 --> 00:31:55,350 +اه بنفع، إذا موجودة استخدمها، مش موجودة اعملها + +291 +00:31:55,350 --> 00:32:01,270 +برنامج، واللي بيعملها برنامج إيه له bonus، عشرة + +292 +00:32:01,270 --> 00:32:06,670 +بالمئة، عصّه لدورك صعب يا دكتور؟ ماتسألش السؤال + +293 +00:32:06,670 --> 00:32:09,570 +هذا يا دكتور كلمة اللي عمال يعني، اللي عمال يروح + +294 +00:32:09,570 --> 00:32:13,410 +الصور دي يعني، يدور، يتعرف، يدور، يدور، يدور، + +295 +00:32:13,410 --> 00:32:14,750 +يدور، يدور، يدور، يدور، يدور، يدور، يدور، يدور، + +296 +00:32:14,750 --> 00:32:16,670 +يدور، يدور، يدور، يدور، يدور، يدور، يدور، يدور، + +297 +00:32:16,670 --> 00:32:26,990 +يدور، يدور، يأنا ماجربتش بس أنا متأكد موجودة طيب + +298 +00:32:26,990 --> 00:32:32,790 +الحالة الثانية إنه .. إنه هيكون الـ axis of the + +299 +00:32:32,790 --> 00:32:37,550 +flower offset عشرين ملي متر إذا offset في البداية + +300 +00:32:37,550 --> 00:32:45,330 +.. بداية الحركة تطلع هنا هي محور الـ follower وهي + +301 +00:32:45,330 --> 00:32:51,750 +مركز إيش الكامة واضح إن المحور بتاع الـ follower في + +302 +00:32:51,750 --> 00:32:57,050 +البداية tangent للـ offset circle معناته اللي هأسويه + +303 +00:32:57,050 --> 00:33:03,870 +هذا نقطة البداية من مركز الكام هوصل إيش من O لـ A و + +304 +00:33:03,870 --> 00:33:07,030 +بعدين حكينا أول تسعين درجة أول تسعين درجة إيش + +305 +00:33:07,030 --> 00:33:13,720 +هتكون صعود والثلاثين بعدها إيش سكون بعدين ستين + +306 +00:33:13,720 --> 00:33:19,540 +هبوط ومية وثمانين درجة إيش سكون لأن التسعين درجة + +307 +00:33:19,540 --> 00:33:23,760 +أنا بدأت من هنا بقسمها لإيش على ست مرات في الحالة + +308 +00:33:23,760 --> 00:33:26,860 +هادئة عشان تفهموا إن الستة هي الثابت ممكن حد يقسم + +309 +00:33:26,860 --> 00:33:29,600 +سبعة وحد ثمانية مش .. مشفضل يكون ستة بالظبط + +310 +00:33:31,350 --> 00:33:34,390 +الأساس اللي بدك هي أنت خليها اعمل ست تجسيمات إذا + +311 +00:33:34,390 --> 00:33:36,870 +عملت ست تجسيمات في الـ .. في الـ .. في الـ .. في + +312 +00:33:36,870 --> 00:33:40,650 +التسعين درجة بدك تعمل ست .. ست .. ست تجسيمات في + +313 +00:33:40,650 --> 00:33:44,590 +إيه؟ في الـ camp بتاعة الـ floor في التسعين أو ستين + +314 +00:33:44,590 --> 00:33:51,470 +وبصوا نفس الشيء هتطبق الناس في التجسيمة طيب عندك + +315 +00:33:51,470 --> 00:33:58,710 +هنا طبعًا التسعين درجة هيقسمها على ستة هتكون خمسة عشر + +316 +00:34:01,770 --> 00:34:06,770 +الآن من تقاطع يعني أنا أخذت أول خمسة عشر رسمت خط هيمر + +317 +00:34:06,770 --> 00:34:13,730 +في النقطة من O لـ واحد ماشي من واحد بعمل tangent للـ + +318 +00:34:13,730 --> 00:34:21,030 +.. للـ offset circle للـ offset circle بعدين بمد + +319 +00:34:21,030 --> 00:34:25,630 +الخط الـ tangent هذا بشوف وين بتقاطع مع أول دائرة + +320 +00:34:25,630 --> 00:34:28,570 +بتاعة الـ symbol harmonic motion + +321 +00:34:30,160 --> 00:34:41,180 +خلينا نشوفها من خلال solidwork هأعمل + +322 +00:34:41,180 --> 00:34:48,460 +sketch على الـ top view هأبدأ أرسم الـ base circle + +323 +00:34:48,460 --> 00:34:54,620 +اللي هي قطرها كم؟ ثمانين + +324 +00:35:00,090 --> 00:35:11,230 +وهأرسم أكبر دائرة اللي هي هتكون يعني + +325 +00:35:11,230 --> 00:35:14,410 +هتكون عندي أربعين وأربعين وتبعين هتكون قطرها كم؟ + +326 +00:35:14,410 --> 00:35:21,610 +مئة وستين معناته + +327 +00:35:21,610 --> 00:35:24,930 +الـ flower هذا يتمثل إيش الشوط بتاع الـ flower + +328 +00:35:31,600 --> 00:35:36,040 +حرص مدائرة بين + +329 +00:35:36,040 --> 00:35:46,980 +هذه طيب + +330 +00:35:46,980 --> 00:35:53,920 +اه + +331 +00:35:53,920 --> 00:35:58,800 +اه اه مئة وستين + +332 +00:36:01,690 --> 00:36:22,710 +خلّيني أعمل arc هتأخذ + +333 +00:36:22,710 --> 00:36:29,970 +الـ center خلّيني أرسم خط بينهم خط هنا بعدين هأرسم + +334 +00:36:55,350 --> 00:37:05,700 +اركي هأرسم دائرة بطريقة ثانية النص هذا ماشي هيك + +335 +00:37:05,700 --> 00:37:09,880 +حلناها طيب + +336 +00:37:09,880 --> 00:37:13,040 +أنا + +337 +00:37:13,040 --> 00:37:15,120 +حاكين عنها offset بقى أنت حارسها من الـ offset + +338 +00:37:15,120 --> 00:37:22,320 +circle حكي لي عشرين حارسها من دايرة اه؟ + +339 +00:37:22,320 --> 00:37:27,850 +على فكرة اللي بيحكي محمد صح الـدار الكبير مش نفس + +340 +00:37:27,850 --> 00:37:31,810 +مركز اللي صغيرة، بقى أنا أتحمس حنا اللي صغيرة هذه + +341 +00:37:31,810 --> 00:37:37,070 +ايوة لأنه كان هو كان يعطيني warning هو إذا انتبهت له + +342 +00:37:37,070 --> 00:37:43,350 +طيب + +343 +00:37:43,350 --> 00:37:50,590 +هاي الـ circle اه + +344 +00:37:50,590 --> 00:37:53,550 +اه هذا الـ warning اللي بيحكي على الذاكرة circle + +345 +00:37:57,900 --> 00:38:03,220 +وهاي كمان بالمرة أنا عارف ممكن تعمل ميت أنا فاهم + +346 +00:38:03,220 --> 00:38:09,100 +أول + +347 +00:38:09,100 --> 00:38:17,060 +دائرة هي الـ offset أكم أربعين الـ offset والـ base + +348 +00:38:17,060 --> 00:38:21,480 +ثمانين + +349 +00:38:21,480 --> 00:38:24,480 +والخارجية + +350 +00:38:27,420 --> 00:38:37,440 +5 أنا عارف وهذه 68 مظبوط + +351 +00:38:37,440 --> 00:38:45,620 +فأنا هأرسم خط بين هذه + +352 +00:38:45,620 --> 00:38:51,100 +وبعدين + +353 +00:38:51,100 --> 00:38:52,040 +هأرسم دائرة + +354 +00:39:04,430 --> 00:39:10,750 +لأن محور .. محور الـ .. محور الـ الـ follower أول + +355 +00:39:10,750 --> 00:39:23,110 +نقطة هيكون جاي هذا + +356 +00:39:23,110 --> 00:39:30,750 +محور يعيش الـ follower معناته + +357 +00:39:30,750 --> 00:39:40,730 +أول نقطة هنعمل لها trim أول + +358 +00:39:40,730 --> 00:39:51,090 +نقطة هتكون بعدين + +359 +00:39:51,090 --> 00:40:02,890 +هأعمل تسعين درجة ستة معناته هأعمل ماشي + +360 +00:40:09,160 --> 00:40:22,700 +هذه ستة والزاوية تسعين بدي أشوف أعكس أظبط + +361 +00:40:22,700 --> 00:40:29,840 +واحد، + +362 +00:40:29,840 --> 00:40:33,520 +اثنين، ثلاثة، أربعة، خمسة Control Z + +363 +00:40:41,760 --> 00:40:47,040 +عنا عند هنا سبعة إحنا غلطنا وحطيناها ستة مظبوط + +364 +00:40:47,040 --> 00:40:56,800 +هاي تسعين أو نعكس الاتجاه ماشي + +365 +00:40:56,800 --> 00:41:01,620 +هيك مظبوط هنعمل بعدها ثلاثين درجة + +366 +00:41:11,310 --> 00:41:24,510 +ساوي ثلاثين درجة وهاد هيكون اثنين بعدين + +367 +00:41:24,510 --> 00:41:26,830 +هنعمل كمان واحدة ستين + +368 +00:42:02,140 --> 00:42:07,840 +مظبوط طيب واحدة واحدة خلينا نسمي الدوائر بعدين + +369 +00:42:07,840 --> 00:42:17,640 +بنجلع الـ tangent نسمي الدائرة هذه خلنا نرسم خلنا + +370 +00:42:17,640 --> 00:42:22,600 +نعمل circle pattern أو خلنا بفضل أنا .. خلنا نمسح + +371 +00:42:22,600 --> 00:42:31,480 +الخط هذا وأرسم خط من مركز الدائرة هذه لحد + +372 +00:42:31,480 --> 00:42:31,660 +هنا + +373 +00:42:34,620 --> 00:42:50,940 +بعدين هدوره مية + +374 +00:42:50,940 --> 00:42:54,800 +وثمانين العدد + +375 +00:42:54,800 --> 00:42:56,300 +ده كم سبعة + +376 +00:43:04,130 --> 00:43:07,470 +تفريش معايا هيك أو هيك يعني ممكن أعكس وممكن + +377 +00:43:07,470 --> 00:43:10,630 +أعكس إيش؟ لأ خليها على الجهة دي أحسن عشان هتكون عندي + +378 +00:43:10,630 --> 00:43:18,010 +زحمة على الجهة الثانية صح؟ طيب هأبدأ أرسم دوائر + +379 +00:43:41,990 --> 00:43:42,770 +أنا راحت الدائرة + +380 +00:44:18,060 --> 00:44:23,260 +مظبوط أجل الشكل + +381 +00:44:23,260 --> 00:44:31,140 +هذه تدايق على غلط؟ + +382 +00:44:31,140 --> 00:44:34,780 +ماشي + +383 +00:44:50,510 --> 00:44:55,630 +اللي أنا هأرسم tangent lines أول tangent line هي + +384 +00:44:55,630 --> 00:45:07,030 +معمول صح؟ صح هأرسم خط line طيب + +401 +00:48:58,220 --> 00:49:05,980 +اللي عملناها هاي + +402 +00:49:05,980 --> 00:49:10,860 +ال tangent بعدين + +403 +00:49:10,860 --> 00:49:18,700 +هذا مع هذا هاي ال tangent بعدين + +404 +00:49:18,700 --> 00:49:25,360 +هذا مع هذا هاي ال tangent + +405 +00:49:28,410 --> 00:49:38,830 +بعدين هذا مع هذا tangent آه + +406 +00:49:38,830 --> 00:49:53,310 +أيه هذا طيب ماشي هذا مع هذا هاي ال tangent لأ + +407 +00:49:53,310 --> 00:49:57,930 +هذيك لأ لأ هذيك بتكون fully defined ما فيش شيء ثاني + +408 +00:49:59,700 --> 00:50:06,180 +هذه العملات هذه + +409 +00:50:06,180 --> 00:50:16,700 +مع .. مع هذا high tangent بعدين + +410 +00:50:16,700 --> 00:50:22,580 +high + +411 +00:50:22,580 --> 00:50:23,160 +tangent + +412 +00:50:30,580 --> 00:50:38,020 +هيك خلصناها كلهم صح؟ طيب هلّقيت + +413 +00:50:38,020 --> 00:50:43,480 +حنرجع لموضوع المدّ حنروح + +414 +00:50:43,480 --> 00:50:55,580 +ال trim extend يعني هذه الأولى دايرة هذه الثانية هذه + +415 +00:50:55,580 --> 00:50:59,640 +بعدين + +416 +00:51:08,860 --> 00:51:20,720 +هيك صح بتظهر؟ بعدين؟ + +417 +00:51:45,960 --> 00:51:50,620 +المهم من ال extend أن هو لما تكون في نص الخط بيروح + +418 +00:51:50,620 --> 00:51:53,380 +بيشوف هو بتطلع و مين و وين من ال extend بعض الأحيان + +419 +00:51:53,380 --> 00:51:56,760 +بتخربش هو فببدأ تغير موقع ال click واضح؟ + +420 +00:52:16,750 --> 00:52:22,890 +كمان واحدة صح؟ + +421 +00:52:22,890 --> 00:52:29,330 +خلاص + +422 +00:52:29,330 --> 00:52:31,490 +صح؟ + +423 +00:52:37,990 --> 00:52:48,570 +هيك صح هيك + +424 +00:52:48,570 --> 00:52:53,110 +خلاص صح؟ مظبوط؟ + +425 +00:52:53,110 --> 00:52:57,910 +طيب + +426 +00:52:57,910 --> 00:53:01,730 +خلينا + +427 +00:53:01,730 --> 00:53:03,910 +نشيل شغلات + +428 +00:53:10,920 --> 00:53:23,600 +subline ولا subline؟ subline ولا + +429 +00:53:23,600 --> 00:53:24,940 +subline + +430 +00:53:31,210 --> 00:53:39,730 +طيب حاليًا هنعمل ال subline subline طيب + +431 +00:53:39,730 --> 00:53:59,430 +نجرب + +432 +00:53:59,430 --> 00:54:00,670 +نكمله مرة واحدة + +433 +00:54:14,200 --> 00:54:20,340 +هذه عملنا spline طيب + +434 +00:54:20,340 --> 00:54:31,120 +صح + +435 +00:54:31,120 --> 00:54:35,520 +إنك صورت ثلاثين درجة يعني مش صح بس أنا المفروض تكمل + +436 +00:54:35,520 --> 00:54:39,120 +دائرة يعني + +437 +00:54:39,120 --> 00:54:41,720 +المفروض تعمل spline هنا و spline هنا خلينا نعمل + +438 +00:54:41,720 --> 00:54:47,440 +Ctrl Z خليني + +439 +00:54:47,440 --> 00:54:54,480 +أرسم الدائرة خلينا + +440 +00:54:54,480 --> 00:54:55,380 +نمسح الدول بس + +441 +00:55:04,650 --> 00:55:09,970 +حرص دائرة اللي + +442 +00:55:09,970 --> 00:55:20,050 +هي أكملها كترها مائة و ستين مائة + +443 +00:55:20,050 --> 00:55:25,070 +و ستين نعمل + +444 +00:55:25,070 --> 00:55:29,050 +ال tram هو + +445 +00:55:29,050 --> 00:55:34,130 +خلينا نعمل ال tram هذه ماشي + +446 +00:55:37,320 --> 00:55:58,800 +بدي أعمل ايش spline بدي + +447 +00:55:58,800 --> 00:56:00,680 +أكمل هشوف ايش يصير معايا + +448 +00:56:17,240 --> 00:56:22,500 +واضح بتطلعش نفسها لو ال spline ايش معناه spline + +449 +00:56:22,500 --> 00:56:30,160 +معناته curve بين النقاط بحيث يكون smooth بحيث يكون + +450 +00:56:30,160 --> 00:56:40,050 +ايش smooth آه فيعني أنا حمسّ الحاجة ده أعمل spline + +451 +00:56:40,050 --> 00:56:57,290 +خشوا + +452 +00:56:57,290 --> 00:57:00,350 +على الإعدادات وشوفوا الفرق بين ال spline و care fit + +453 +00:57:00,350 --> 00:57:01,410 +في فرق بينهم + +454 +00:57:15,730 --> 00:57:39,030 +عن ال trim ايش + +455 +00:57:39,030 --> 00:57:45,210 +رأيك أنت ايش رأيك أنت ايش رأيك بيطلع دقيق ولا مش دقيق؟ + +456 +00:57:46,650 --> 00:57:52,970 +ليش بيطلع دقيق؟ بتتعمل + +457 +00:57:52,970 --> 00:57:57,350 +care fit care fit كل ما تعطي بيانات أكثر بتعطي دقة + +458 +00:57:57,350 --> 00:58:12,290 +أكثر هتعمل لي + +459 +00:58:12,290 --> 00:58:14,570 +مشكلة هذا احتمال لأ ضبطت + +460 +00:58:21,160 --> 00:58:30,120 +Control Z لاحظوا + +461 +00:58:30,120 --> 00:58:37,500 +اللي هتروح تعملش زي هيك هتحاول تحرك بتحرك ال + +462 +00:58:37,500 --> 00:58:42,420 +spline معك Control Z لأن هو أساسًا جاي من الاثنين + +463 +00:58:42,420 --> 00:58:50,490 +سيكوينس يعني هتحاولش تعملش زي هيكتخرب الدنيا ال + +464 +00:58:50,490 --> 00:58:55,150 +tip ولا الشغل هذه لأن + +465 +00:58:55,150 --> 00:58:59,090 +هو ظاهريًا لك ممسوح بس هو مخزن عنده في البرنامج + +466 +00:58:59,090 --> 00:59:03,610 +البيانات هذه مخزنة أما إذا مسحت حقيقة كل شخص + +467 +00:59:03,610 --> 00:59:11,270 +هتخسره Ctrl Z هنعمل + +468 +00:59:11,270 --> 00:59:11,950 +trim معناته + +469 +00:59:36,710 --> 00:59:38,530 +يعني العملية مضمونة + +470 +01:00:08,880 --> 01:00:15,180 +هي ضايقش هي؟ هي طبعًا ضايقة الحاجات الخفيفة طيب + +471 +01:00:26,260 --> 01:00:28,640 +هذه ايش الكامة اللي حصلنا عليها + +472 +01:01:04,590 --> 01:01:12,930 +ماشي ال offset بيكون أحسن يا دكتور ال offset آه + +473 +01:01:12,930 --> 01:01:18,690 +بيقلل آه بس هو في كل الأحوال يعني ما فيش حد بيستخدم + +474 +01:01:18,690 --> 01:01:27,400 +sharp edge ال exam البعد اللي هو على ال ..طبعًا هذا + +475 +01:01:27,400 --> 01:01:32,200 +الشكل هذا بيعطينا simple harmonic motion لل .. لل + +476 +01:01:32,200 --> 01:01:39,260 +follower بحيث أول تسعين درجة بيطلع simple harmonic + +477 +01:01:39,260 --> 01:01:43,860 +motion أربعين ملي بعدين سكون لمدة ثلاثين درجة + +478 +01:01:43,860 --> 01:01:48,380 +بعدين لمدة ستين درجة بنزل كمان أربعين ملم وتانية + +479 +01:01:48,380 --> 01:01:52,340 +درجة بيكونش سكون وها كذا هذه الأشكال بتشوفها كثير + +480 +01:01:52,340 --> 01:01:57,470 +في مكان الخياطة .. الكامة فإحنا بنصمم شكل الكامة بناءً + +481 +01:01:57,470 --> 01:02:01,630 +على حركة ال follower طبعًا اللي ممكن أعمله + +482 +01:02:01,630 --> 01:02:04,750 +mathematical derivation based on mathematical + +483 +01:02:04,750 --> 01:02:10,090 +derivation ممكن أرسم الكامة ببرنامج ده الكامة وأدخله + +484 +01:02:10,090 --> 01:02:14,760 +على solid work شوفوا اللي هو ما يسمى في ال solid + +485 +01:02:14,760 --> 01:02:20,800 +work اللي هو ال automation أو reproduction methods + +486 +01:02:20,800 --> 01:02:25,280 +كيف تتسرّع الشغل والإنتاج لأن كل مرة هترسم كامة + +487 +01:02:25,280 --> 01:02:30,400 +هتاخد وقت كثير وبعدين أنت إذا رسمتها اليوم بعد + +488 +01:02:30,400 --> 01:02:38,200 +شهر هتنسى هتضطر ترجع ترجع ل تفاصيل صح؟ آه ف .. في + +489 +01:02:38,200 --> 01:02:40,840 +ال inventor و ال inventor آه ال inventor تحطي + +490 +01:02:40,840 --> 01:02:44,200 +المعلومات ويقول لك احنا نرسم طريقة ثانية بتروح + +491 +01:02:44,200 --> 01:02:47,520 +للإنفنتر تحكي له انظر ارسم لي إياها بعدين احفظها + +492 +01:02:47,520 --> 01:02:50,400 +على ال inventor step file و خذها على صلة work هاي + +493 +01:02:50,400 --> 01:02:55,380 +طريقة ثانية ثالثة يعني + +494 +01:02:55,380 --> 01:02:59,080 +بصي تنتقل بين البرامج مش كل البرامج يكون perfect في + +495 +01:02:59,080 --> 01:03:02,420 +كل شيء بس احتمال تكون موجودة في الصلة work أنك + +496 +01:03:02,420 --> 01:03:06,320 +ترسم automatic لل camp إذا مش موجودة تقدر تعمل + +497 +01:03:06,320 --> 01:03:11,700 +برنامج لها إذا موجودة في ال inventor هيُريح لك + +498 +01:03:11,700 --> 01:03:13,620 +تشتغلها على ال inventor وبعدين ناخذها على ال + +499 +01:03:13,620 --> 01:03:24,360 +thread work آه ماشي هنعمل file save as + +500 +01:03:49,190 --> 01:03:52,090 +طيب و خلصنا المحاضرة، أعطيكم العفو diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/koegwpOu6sE_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/koegwpOu6sE_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..7eb20a153a9130021141a3e7e8bda47d17fbef19 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/koegwpOu6sE_postprocess.srt @@ -0,0 +1,2000 @@ +1 +00:00:05,160 --> 00:00:07,860 +بسم الله الرحمن الرحيم السلام عليكم ورحمة الله + +2 +00:00:07,860 --> 00:00:11,920 +وبركاته هنكمل في مادة نظرية الآلات المحاضرة اللي + +3 +00:00:11,920 --> 00:00:15,080 +فاتت كنا نحكي عنها ال .. ال cams and followers + +4 +00:00:15,080 --> 00:00:20,720 +المحاضرة اللي فاتت حلنا مثال كيف نستنتج شكل ال cam + +5 +00:00:20,720 --> 00:00:24,960 +أو ال profile بتاع ال cam من خلال معرفة نوع الحركة + +6 +00:00:24,960 --> 00:00:28,790 +بتاع ال followerالان طبعا احنا درسنا اول نوع من + +7 +00:00:28,790 --> 00:00:31,530 +نوع الحركة اللي هو ال follower بتحرك ب uniform, + +8 +00:00:31,710 --> 00:00:37,530 +velocity حلينا example ل sharp edge follower في + +9 +00:00:37,530 --> 00:00:40,610 +حالتين لما كان ال axis بتاع ال follower بمر في ال + +10 +00:00:40,610 --> 00:00:44,110 +axis بتاع ال camp و الحالة التانية كان ال axis + +11 +00:00:44,110 --> 00:00:48,400 +بتاعها offset عن ال axis بتاع ال campو رسمناها على + +12 +00:00:48,400 --> 00:00:52,320 +ال solid work شوفنا ال procedure اليوم هنكمل في + +13 +00:00:52,320 --> 00:00:56,140 +نوع تاني من أنواع الحركة اللي هي الحركة التوافقية + +14 +00:00:56,140 --> 00:01:01,920 +البسيطة اللي هي simple harmonic motion ايش + +15 +00:01:01,920 --> 00:01:06,920 +يعني ال simple harmonic motion simple harmonic + +16 +00:01:06,920 --> 00:01:10,720 +motion اذا انا عندي دائرة + +17 +00:01:19,070 --> 00:01:25,770 +هذه دائرة و في particle بلف حوالين دائرة هذه بسرعة + +18 +00:01:25,770 --> 00:01:29,710 +منتظمة في particle بلف حوالين دائرة هذه بسرعة + +19 +00:01:29,710 --> 00:01:35,610 +منتظمة هذه + +20 +00:01:35,610 --> 00:01:40,630 +ال particle الإسقاط على ال particle على المحور + +21 +00:01:40,630 --> 00:01:50,660 +الرأسي اللي هو أياش P primeموقع المسافة هذه او + +22 +00:01:50,660 --> 00:01:56,060 +المسافة هذه كلها ايه شو يساوي ال + +23 +00:01:56,060 --> 00:02:00,660 +radius خلينا نسميه + +24 +00:02:00,660 --> 00:02:06,700 +هذه ازاي خلينا نحكي θ مثلا معناته + +25 +00:02:06,700 --> 00:02:12,060 +هذه المسافة ايه شو يساوي R + +26 +00:02:12,060 --> 00:02:15,500 +Cos + +27 +00:02:15,500 --> 00:02:24,170 +θمعناة موقع النقطة P على المحور Y التي هي R Cos θ + +28 +00:02:24,170 --> 00:02:27,650 +projection لان النقطة هذه لو انا اتبع النقطة هذه + +29 +00:02:27,650 --> 00:02:33,290 +كأنه انا مسلط هذه حيطة و مسلط ضوء عليها فتشوف + +30 +00:02:33,290 --> 00:02:37,810 +النقطة هذه هتكون طالعة بدور ال particle بس انا + +31 +00:02:37,810 --> 00:02:41,450 +مركز على ال projection تها هتكون طالعة و نازلة + +32 +00:02:43,430 --> 00:02:47,070 +الحركة هذه بتاعتها تابعة cosine او sine ال cosine + +33 +00:02:47,070 --> 00:02:50,570 +ما هي نفس ال sine بس ال cosine مزاحة 90 درجة عن ال + +34 +00:02:50,570 --> 00:02:56,270 +sine فالحركة اللي بتتابع cosine function او sine + +35 +00:02:56,270 --> 00:03:00,630 +function بسميها simple harmonic motion فبتكون انا + +36 +00:03:00,630 --> 00:03:08,450 +عندي ال P prime فال follower اذا بتتابع الحركة + +37 +00:03:08,450 --> 00:03:11,710 +يعني بتحرك simple harmonic motion كما لو انه في + +38 +00:03:11,710 --> 00:03:15,780 +particleبنفح حوالينا دائرة و أنا بتتبع الإسقاط هذا + +39 +00:03:15,780 --> 00:03:20,040 +تمثل حركة ال follower في الحياة اللي بحكيها ال + +40 +00:03:20,040 --> 00:03:26,220 +follower بتحرك ب simple harmonic motion طبعا ال + +41 +00:03:26,220 --> 00:03:30,100 +simple harmonic motion فيه اندلاع تلت منحنيات فيه + +42 +00:03:30,100 --> 00:03:33,360 +منحنى لل displacement لل velocity و لل + +43 +00:03:33,360 --> 00:03:37,060 +acceleration لأن اذا ال simple harmonic motion + +44 +00:03:37,060 --> 00:03:41,780 +روحت قسمت الدائرة + +45 +00:03:48,690 --> 00:03:53,310 +إذا قسمت هذه مثلا، واحد، اتنين، تلاتة، أربعة، + +46 +00:03:53,310 --> 00:03:57,370 +خمسة، ستة، سبعة، تمانية، هين هقسم تمانية، هين + +47 +00:03:57,370 --> 00:04:02,130 +أقسم، هين الزوايا متساوية، هدي هاي، واحد، اتنين، + +48 +00:04:02,130 --> 00:04:07,950 +تلاتة، أربعة، خمسة، ستة، سبعة، تمانية، ونفس الاشي + +49 +00:04:07,950 --> 00:04:14,990 +هينهي واحد، اتنين، تلاتة، اربعة، خمسة، ستة، سبعة، + +50 +00:04:14,990 --> 00:04:24,470 +تمانية أنا بهمني النقطة هذه بمد يعني هي النقطة + +51 +00:04:24,470 --> 00:04:27,770 +الأولى، هي النقطة التانية، هي النقطة التالتة، + +52 +00:04:27,770 --> 00:04:34,150 +النقطة الرابعة، الخمسة، السادسة، سبعة، التمنة، + +53 +00:04:34,150 --> 00:04:34,850 +التاسعة + +54 +00:04:39,260 --> 00:04:45,020 +فالـ forward بيطلع بيطلع حركته نفس حركة أسقاط + +55 +00:04:45,020 --> 00:04:49,060 +النقطة واحد و أسقاط النقطة اتنين و أسقاط النقطة + +56 +00:04:49,060 --> 00:04:52,760 +تلاتة و أسقاط النقطة أربع و أسقاط خمسة و أسقاط ستة + +57 +00:04:52,760 --> 00:04:59,980 +و أسقاط سبعة و أسقاط تمانية هذه + +58 +00:04:59,980 --> 00:05:08,320 +الرأسية هتمثل الـ theta الـ theta بتاعة الكمفي + +59 +00:05:08,320 --> 00:05:16,540 +الصعود في عندى theta o بتطلع الكلمة مسافة S بعدين + +60 +00:05:16,540 --> 00:05:23,820 +بتثبت عند S لزاوية معينة بعدين بتنزل بعدين تثبت + +61 +00:05:23,820 --> 00:05:31,240 +بعدين تتدوريش و تتكرر طبعا واضح ال slope هنا zero + +62 +00:05:31,240 --> 00:05:37,480 +و ال slope هنا zeroيعني هنا فيه minimum وهنا فيه + +63 +00:05:37,480 --> 00:05:42,400 +maximum معناه ال speed هي متكونه zero وهنا zero + +64 +00:05:42,400 --> 00:05:46,260 +وده لو كان لديك two levels اذا كان لديك minimum + +65 +00:05:46,260 --> 00:05:48,780 +level و maximum level عشان تنتقل بين ال minimum و + +66 +00:05:48,780 --> 00:05:55,840 +ال maximum مستحيل تنتقل مباشر لازم تنتقل في + +67 +00:05:55,840 --> 00:06:00,560 +inflection او بتنتقل من maximum ل minimum لازم + +68 +00:06:00,560 --> 00:06:04,320 +تنقلب لازم + +69 +00:06:04,320 --> 00:06:10,150 +سيراشانقلاب فإذا دائما عندك diamond إذا في عندك + +70 +00:06:10,150 --> 00:06:14,010 +minimum و maximum دائما يكون بينهم نقطة انقلاب + +71 +00:06:14,010 --> 00:06:21,630 +نقطة انقلاب هيكون ال second derivative ايش يساوي؟ + +72 +00:06:21,630 --> 00:06:26,690 +zero هتكون هذه ال acceleration معناته بتكون ساوي + +73 +00:06:26,690 --> 00:06:29,990 +يعني ال inflection point في النص هتكون تقريبا zero + +74 +00:06:29,990 --> 00:06:32,450 +إذا ال acceleration هي ال zero ال acceleration هي + +75 +00:06:32,450 --> 00:06:36,890 +ال slope بتاع الصرعة بتكون الصرعة أيش؟ maximumفهنا + +76 +00:06:36,890 --> 00:06:41,590 +ستكون السرعياش maximum طبعا + +77 +00:06:41,590 --> 00:06:43,390 +هنا الدسفلية ستبقى ثابتة بقى انها دسفلية لسه + +78 +00:06:43,390 --> 00:06:49,910 +شمالها زيرو ال acceleration هنا في البداية واضح ال + +79 +00:06:49,910 --> 00:06:56,450 +slope بيكون maximum بعدين هيوصل لزيرو بعدين هيقلهي + +80 +00:06:56,450 --> 00:07:03,570 +maximum، zero، بعدين هزيد بالاتجاه المعاكس، بعدين + +81 +00:07:03,570 --> 00:07:10,670 +zero، بعدين فجأة بتزيد، بتزيد اتجاه المعاكس، هدي + +82 +00:07:10,670 --> 00:07:15,950 +إيش ال acceleration، و هدي ال velocity + +83 +00:07:32,350 --> 00:07:42,190 +الان ال theta + +84 +00:07:42,190 --> 00:07:45,670 +a هي الزاوية اللى بتدورها الكام خلال فترة الصعود + +85 +00:07:45,670 --> 00:07:49,510 +والكام تتحرك بسرعة زاوية منتظرة، معناه تتزامن + +86 +00:07:49,510 --> 00:07:53,250 +الصعود، ايش هو الزاوية؟ الزاوية علشان على omega + +87 +00:07:56,190 --> 00:08:01,870 +زي ما حكينا ال P' هذه بتنفذ simple harmonic motion + +88 +00:08:01,870 --> 00:08:05,350 +اللي هي أسقاط النقطة P ل particle بدور بسرعة + +89 +00:08:05,350 --> 00:08:14,590 +منتظمة بسرعة زاوية Omega السرعة + +90 +00:08:14,590 --> 00:08:20,890 +المحيطية ال preferable speed VB هتكون تساوي فترة + +91 +00:08:20,890 --> 00:08:21,870 +الصعوبة بتطلع أياش + +92 +00:08:25,190 --> 00:08:32,350 +مص دائرة محيط الدائرة اكام الـ πاي في اس الكتر مص + +93 +00:08:32,350 --> 00:08:35,690 +في الدائرة اكام هتكون باي اس على اتنين فهتكون + +94 +00:08:35,690 --> 00:08:40,590 +السرعه المسافه على زمان باي اس على اتنين على تي او + +95 +00:08:40,590 --> 00:08:42,770 +و تيتا او على امجا + +96 +00:08:51,680 --> 00:08:54,580 +الـ maximum velocity and maximum acceleration of a + +97 +00:08:54,580 --> 00:08:58,100 +follower on out stroke اللي هي هتكون VO اللي هي + +98 +00:08:58,100 --> 00:09:02,660 +بسوة πي أميجا في S على اتنين تتا او و ال maximum + +99 +00:09:02,660 --> 00:09:06,460 +acceleration اللي هي هتكون بي سكوير أميجا سكوير S + +100 +00:09:06,460 --> 00:09:09,500 +على اتنين تتا او لكل تربيع نفس الشيء في ال retain + +101 +00:09:09,500 --> 00:09:13,960 +stroke هكون في عندي السرعة في الرجوع + +102 +00:09:15,370 --> 00:09:19,590 +الـ maximum by omega S على اتنين تاته R و ال + +103 +00:09:19,590 --> 00:09:23,750 +maximum by omega S على اتنين تاته R و ال maximum + +104 +00:09:23,750 --> 00:09:23,830 +by omega S على اتنين تاته R و ال maximum by omega + +105 +00:09:23,830 --> 00:09:29,770 +S على اتنين تاته R و + +106 +00:09:29,770 --> 00:09:33,330 +ال maximum by omega S على اتنين تاته R و ال + +107 +00:09:33,330 --> 00:09:33,350 +maximum by omega S على اتنين تاته R و ال maximum + +108 +00:09:33,350 --> 00:09:33,830 +by omega S على اتنين تاته R و ال maximum by omega + +109 +00:09:33,830 --> 00:09:35,270 +S على اتنين تاته R و ال maximum by omega S على + +110 +00:09:35,270 --> 00:09:35,790 +اتنين تاته R و ال maximum by omega S على اتنين + +111 +00:09:35,790 --> 00:09:38,170 +تاته R و ال maximum by omega S على اتنين تاته R و + +112 +00:09:38,170 --> 00:09:41,490 +ال maximum by omega S على اتنين تاته R و ال + +113 +00:09:41,490 --> 00:09:42,010 +maximum by omega S على اتنين تاته R و ال maximum + +114 +00:09:42,010 --> 00:09:44,770 +by omega S على اتنين تاته R و ال maximum by omega + +115 +00:09:44,770 --> 00:09:50,060 +S على اتنين تاتههتصعد الفلور اربعين ملي متر فى اول + +116 +00:09:50,060 --> 00:09:56,860 +تسعين درجة دوران لل camp طبعا ال camp ال .. ال .. + +117 +00:09:56,860 --> 00:10:02,320 +ال .. الفلور بيمشي في simple harmonic motion و + +118 +00:10:02,320 --> 00:10:05,240 +بعدين بيصير فترة سكون في نفس الموقع لل .. لل .. لل + +119 +00:10:05,240 --> 00:10:09,800 +فلور التلاتين درجة التانية و بعدين فى الستين درجة + +120 +00:10:09,800 --> 00:10:15,610 +التانية بنزل الفلور ب simple harmonicمواشين يعني + +121 +00:10:15,610 --> 00:10:20,210 +عندي تسعين و تلاتين تسعين و تلاتين مية و عشري و + +122 +00:10:20,210 --> 00:10:25,070 +ستين مية و تمانين المية و تمانين المتبقية بيظل ال + +123 +00:10:25,070 --> 00:10:29,410 +flower at the lowest position بعدين بتكرر الدورة + +124 +00:10:29,410 --> 00:10:33,350 +كمان مرة طيب احنا حكينا الدورة المتبقية مية و + +125 +00:10:33,350 --> 00:10:40,190 +تمانين درجةبيكون فيها فترة سكون مطلوب ارسم ال + +126 +00:10:40,190 --> 00:10:43,270 +profile بتاع ال cam لما يكون line و stroke of + +127 +00:10:43,270 --> 00:10:45,230 +forward passed through the axis of the cam شفت اذا + +128 +00:10:45,230 --> 00:10:49,630 +كان محور ال .. ال .. ال .. ال forward مر في محور + +129 +00:10:49,630 --> 00:10:56,250 +الكامة الآن خليني اترجمه للشكل انا عندي اول تسعين + +130 +00:10:56,250 --> 00:11:02,910 +درجة اول تسعين درجة دوران للكام بطلع اربعين ملي + +131 +00:11:04,910 --> 00:11:09,530 +بعدين تلاتية درجة تانية وضلوا محله، بعدين ستية + +132 +00:11:09,530 --> 00:11:14,170 +درجة تالية بنزل، المية و اتنين درجة متباقية ايش؟ + +133 +00:11:14,170 --> 00:11:19,570 +ضلوا مكانه، بعدين بكرر الدورة كمان مرة طبعا ال + +134 +00:11:19,570 --> 00:11:22,130 +simple harmonic motion معناته هعمل صوم نص دائرة + +135 +00:11:22,130 --> 00:11:27,980 +هنالأن إذا جزأت ست .. واحد .. اتنين .. تلاتة .. + +136 +00:11:27,980 --> 00:11:30,420 +أربعة .. خمسة .. ست بنات هنا هجز أكم .. ستة .. + +137 +00:11:30,420 --> 00:11:32,980 +واحد .. اتنين .. تلاتة .. أربعة .. خمسة .. ستة و + +138 +00:11:32,980 --> 00:11:38,700 +هنا واحد .. اتنين .. تلاتة .. أربعة .. خمسة .. ستة + +139 +00:11:38,700 --> 00:11:49,700 +ببساطة أنا على ال solid work طبعا + +140 +00:11:49,700 --> 00:11:54,850 +هم أعطيني معلومات هنامعطينا the radius of the base + +141 +00:11:54,850 --> 00:12:01,390 +circle of the cam is 40 millimeters يعني + +142 +00:12:01,390 --> 00:12:05,110 +هرسم دائرة ال base circle اللي هي نص القطر قريه + +143 +00:12:05,110 --> 00:12:13,210 +يعني القطر رايح تمانين من هنا هحاول هذه التمانين + +144 +00:12:13,210 --> 00:12:16,810 +هروح + +145 +00:12:16,810 --> 00:12:20,730 +اعمل هرسم + +146 +00:12:20,730 --> 00:12:21,770 +نص دائرة هنا + +147 +00:12:34,020 --> 00:12:45,780 +و هكون راسم خط من هنا و أسحب خطوط من هنا و + +148 +00:12:45,780 --> 00:12:50,780 +برسم الدواير هذه برسم + +149 +00:12:50,780 --> 00:12:55,380 +الدواير هذه لأن المسافة في حين يكون ال form + +150 +00:12:55,380 --> 00:12:58,040 +بالنسبة للمسافة بين كل ديار و التانية كانت ثابتة + +151 +00:12:58,040 --> 00:13:02,380 +لكن في حين تستخدم ال harmonic motion مش ثابتة + +152 +00:13:02,380 --> 00:13:10,050 +مختلفةفمتى رسمتي الدوائر هذه طبعا واضح الكام هذي + +153 +00:13:10,050 --> 00:13:18,390 +بتدور clockwise عشان يرتفع الان عندي .. عندي اول + +154 +00:13:18,390 --> 00:13:21,570 +شئ تسعين درجة هاي .. عندي هنا الجزاء الستة هين + +155 +00:13:21,570 --> 00:13:25,250 +واحد اتنين تلاتة اربعة خمسة ستة يعني تسعين على ستة + +156 +00:13:25,250 --> 00:13:30,610 +كم؟ خمساشر درجة و بعمل خطوط بعدين عندي تلاتين درجة + +157 +00:13:30,610 --> 00:13:36,290 +سكون بعدين ستين درجةاللي هي خبوط و بعدها 180 درجة + +158 +00:13:36,290 --> 00:13:40,690 +سكون الأن + +159 +00:13:40,690 --> 00:13:47,070 +هذه هي النقطة الأولى تقاطع الخطة مع الخطة ده هذه + +160 +00:13:47,070 --> 00:13:55,290 +النقطة التانية هذه النقطة التالتة الرابعة الخامسة + +161 +00:13:55,290 --> 00:13:59,410 +إيش السادسة بعدها بعمل care fit بينهم + +162 +00:14:03,170 --> 00:14:09,090 +طبعا هنا تلاتين درجة ثابت انا بنزل نزول هذه النقطة + +163 +00:14:09,090 --> 00:14:14,530 +بعدين + +164 +00:14:14,530 --> 00:14:20,610 +care fit بعدين هاداش تابتك بيكون بصمت ال profile + +165 +00:14:20,610 --> 00:14:24,950 +بتاعة ال cam خليني + +166 +00:14:24,950 --> 00:14:29,650 +انفذها على solid work على السريع انا + +167 +00:14:29,650 --> 00:14:30,930 +هفتح part جديد + +168 +00:14:40,440 --> 00:14:44,520 +هبدأ sketch على ال top view هبدأ أرسم من ال base + +169 +00:14:44,520 --> 00:14:51,600 +circle ال base circle أكم كترها كترها تمانين اللي + +170 +00:14:51,600 --> 00:14:57,600 +نص كترها أربعين طيب + +171 +00:14:57,600 --> 00:15:01,940 +هبدأ + +172 +00:15:01,940 --> 00:15:04,800 +أرسم خط من هنا + +173 +00:15:09,920 --> 00:15:15,200 +خلّيني أضع مجازته اربعين + +174 +00:15:15,200 --> 00:15:27,060 +واربعين تمانين صح هاي تمانين بعدين + +175 +00:15:27,060 --> 00:15:33,060 +حرصهم حرصهم + +176 +00:15:33,060 --> 00:15:36,640 +دائرة دائرة + +177 +00:15:38,690 --> 00:15:44,370 +مص قطرها هي + +178 +00:15:44,370 --> 00:15:50,150 +نقطة + +179 +00:15:50,150 --> 00:15:55,550 +هنا أو + +180 +00:15:55,550 --> 00:16:04,090 +tangent أو كنت أرسم arc أو + +181 +00:16:04,090 --> 00:16:15,430 +كنت أرسم arcوين ال arc؟ ايوة يعني + +182 +00:16:15,430 --> 00:16:21,630 +هي tangent بنعدله + +183 +00:16:21,630 --> 00:16:26,330 +هذا تمانين + +184 +00:16:26,330 --> 00:16:31,550 +ماشي + +185 +00:16:31,550 --> 00:16:33,690 +هرسم arc + +186 +00:16:48,410 --> 00:16:57,950 +هي بالنقطة هذه خليني اطلع و احكي ال radius ال + +187 +00:16:57,950 --> 00:16:59,630 +radius بتاع الدائرة هذه + +188 +00:17:05,950 --> 00:17:09,390 +ان القطب كان عربيه معناه ريدر 29 صحيح معناه مرسوم + +189 +00:17:09,390 --> 00:17:26,010 +الدائرة صح ماشي طيب الان خليني ارسم خط line خليني + +190 +00:17:26,010 --> 00:17:31,290 +اعمله trim اول شي خليني + +191 +00:17:31,290 --> 00:17:33,530 +اعمل زاوية هادة + +192 +00:17:38,250 --> 00:17:50,950 +هذه خمس عشر تلاتين + +193 +00:17:50,950 --> 00:17:52,090 +درجة صحيح + +194 +00:18:11,660 --> 00:18:16,140 +هذه تلاتين درجة بعدين + +195 +00:18:16,140 --> 00:18:24,440 +هعمل اللي هو pattern هاخد + +196 +00:18:24,440 --> 00:18:36,120 +النقطة هذه العدد + +197 +00:18:36,120 --> 00:18:39,100 +هيكون ستة + +198 +00:18:41,680 --> 00:18:49,220 +ستة و الزاوية أكم؟ ستة و تسعين او من خدمة ال .. + +199 +00:18:49,220 --> 00:18:56,480 +مينية و خمسين و عكس الاتجاه طب ليش انت على مينية و + +200 +00:18:56,480 --> 00:19:00,560 +خمسين؟ + +201 +00:19:00,560 --> 00:19:04,340 +ليش زي مينية و خمسين لأن بديت مش من الأول بديت لو + +202 +00:19:04,340 --> 00:19:06,500 +من الأول حكيت مينية و تمانية و العدل سبعة + +203 +00:19:13,560 --> 00:19:21,660 +معناته حرصهم دوائر هاي circle هاي مركز دايرة اللي + +204 +00:19:21,660 --> 00:19:30,760 +جايب يمر في النقطة هذه و حرصه كمان دايرة مركزها و + +205 +00:19:30,760 --> 00:19:37,100 +بعدين كمان دايرة و + +206 +00:19:37,100 --> 00:19:37,840 +كمان دايرة + +207 +00:19:42,650 --> 00:19:48,470 +و كمان دائرة ايش بعدين + +208 +00:19:48,470 --> 00:19:58,470 +اخر دائرة طيب + +209 +00:19:58,470 --> 00:20:01,950 +الان + +210 +00:20:01,950 --> 00:20:11,760 +رسمت الدوائر الان بدي اعمل الكامة بدي اعملالكامة + +211 +00:20:11,760 --> 00:20:17,100 +بقى أنا هتحلف الخط الأولاني هذا بدي أعمله secular + +212 +00:20:17,100 --> 00:20:23,080 +pattern لأن + +213 +00:20:23,080 --> 00:20:32,600 +المركز هيه وال entity اللي هو الخط هذا و الزاوية + +214 +00:20:32,600 --> 00:20:35,900 +الزاوية + +215 +00:20:35,900 --> 00:20:40,460 +تسعين و العدد سبعة + +216 +00:20:45,780 --> 00:20:57,180 +مظبوط زي هيك هعمل + +217 +00:20:57,180 --> 00:21:07,300 +كمان pattern المركز + +218 +00:21:07,300 --> 00:21:10,440 +هاي المركز و ال entity + +219 +00:21:18,200 --> 00:21:33,060 +انت تلخط هذا و الزاوية تلاتين و العدد اتنين ناكسة + +220 +00:21:33,060 --> 00:21:41,160 +صح؟ اخر + +221 +00:21:41,160 --> 00:21:42,980 +إش عنده؟ ستين + +222 +00:21:52,210 --> 00:22:03,130 +هأختار الخط هذا و العدد أكمنه سبعة و الزاوية ستين + +223 +00:22:03,130 --> 00:22:09,110 +و + +224 +00:22:09,110 --> 00:22:14,750 +نعكس الاتجاه هيك + +225 +00:22:14,750 --> 00:22:22,760 +خلصنا أياش الخطوطخليني انا يعني هذا اول نقطة و هذه + +226 +00:22:22,760 --> 00:22:26,880 +التانية بدي انظفها trim + +227 +00:22:46,940 --> 00:22:53,340 +لاحظ شوية هذا أول واحدة + +228 +00:22:53,340 --> 00:22:57,720 +هاي + +229 +00:22:57,720 --> 00:23:03,860 +والواحدة هاي التانية + +230 +00:23:03,860 --> 00:23:07,740 +التالتة + +231 +00:23:07,740 --> 00:23:17,330 +ثوان بس الرابعة بعدين فيش غلطأه لحظة لأ لأ لأ صح + +232 +00:23:17,330 --> 00:23:23,130 +كان صح ماشي عندنا ال .. هاي سفر واحد اتنين تلاتة + +233 +00:23:23,130 --> 00:23:37,570 +هاي أربعة هاي خمسة وهي ستة صح؟ طيب + +234 +00:23:37,570 --> 00:23:40,890 +خليني + +235 +00:23:40,890 --> 00:23:43,710 +أمسح ال .. الخط هذا + +236 +00:24:05,430 --> 00:24:11,350 +هو طيب هعمل + +237 +00:24:11,350 --> 00:24:12,970 +إيه؟ spline + +238 +00:24:15,050 --> 00:24:37,870 +بين النقطة هذه هاي + +239 +00:24:37,870 --> 00:24:47,270 +رسمنا ال biz الأولاني الآن التاني هنبدأ نعمليعني + +240 +00:24:47,270 --> 00:24:59,030 +احنا هذه اول نقطة هي ال trim هنشيل هذه صح؟ بعدين + +241 +00:24:59,030 --> 00:25:09,650 +هذه بعدين هذه بعدين هذه بعدين مظبوط زي هيك؟ بعدين + +242 +00:25:09,650 --> 00:25:13,290 +هذه بعدين + +243 +00:25:13,290 --> 00:25:14,030 +هذه صح؟ + +244 +00:25:27,390 --> 00:25:45,090 +بعدين هنمسح طيب + +245 +00:25:45,090 --> 00:25:48,390 +هعمل spline + +246 +00:26:14,860 --> 00:26:15,400 +طيب + +247 +00:27:26,740 --> 00:27:28,520 +يعني هي كل الشغل في زي التنظيف + +248 +00:27:32,670 --> 00:27:34,250 +انت عايز شغل و انا عايز اتنقل + +249 +00:28:28,880 --> 00:28:32,660 +هيك بتطلع شكل ال .. ال .. ال .. ال .. ال .. ال .. + +250 +00:28:32,660 --> 00:28:33,060 +ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال + +251 +00:28:33,060 --> 00:28:33,120 +ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال + +252 +00:28:33,120 --> 00:28:33,760 +.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. + +253 +00:28:33,760 --> 00:28:34,580 +ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال + +254 +00:28:34,580 --> 00:28:35,000 +.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. + +255 +00:28:35,000 --> 00:28:36,940 +.. ال .. ال ..ال ..ال ..ال ..ال ..ال ..الخلّيني + +256 +00:28:36,940 --> 00:28:48,500 +أرسم لها ال .. ال .. ال .. ال shaft خلّيني + +257 +00:28:48,500 --> 00:29:01,600 +أعمله مثلا هاي التلاتين فلت + +258 +00:29:01,600 --> 00:29:11,520 +لاشلأ هي هادى عندك smooth الحركة شايف؟ اه هيك + +259 +00:29:11,520 --> 00:29:17,120 +عملنا ياش؟ كام؟ بعدين اكتملها extrude ده امر تانى + +260 +00:29:17,120 --> 00:29:20,340 +نشوف الحالة التانية لو عندى ال .. + +261 +00:29:31,130 --> 00:29:35,690 +مش قادمتوا خيار بالبرنامج يوصف هو أقلي بيانات يوصف + +262 +00:29:35,690 --> 00:29:41,390 +كامل احنا انت بتحكي فيه خيار؟ فيه خيار وارجيني + +263 +00:29:41,390 --> 00:29:47,050 +اياه عزايا بس مرة ليه؟ بقى مرة جاهز وارجيني اياه + +264 +00:29:47,050 --> 00:29:50,430 +على + +265 +00:29:50,430 --> 00:29:55,790 +اي حال لو مش موجود خيار ممكن تبرمجه في ال software + +266 +00:29:55,790 --> 00:30:01,060 +بيعطيلك فرصة انك تبرمج انك تعمل برنامجو تحطه داخل + +267 +00:30:01,060 --> 00:30:06,220 +ال solid work انا برمجت في ال AutoCAD عملت برنامج + +268 +00:30:06,220 --> 00:30:11,360 +للتروس automatic مثلا هنا بتعطيله مواصفات تحت حركة + +269 +00:30:11,360 --> 00:30:14,860 +تتكيل ال motion of the follower و بتعطيله ال + +270 +00:30:14,860 --> 00:30:21,280 +stroke و بتعطيله ال base ال circle و نوع الحركة + +271 +00:30:21,280 --> 00:30:25,980 +اسمها harmonic motion بس عشان تبرمجه بدكال + +272 +00:30:25,980 --> 00:30:29,160 +graphics اللى اشتغلوا تحاولوا ل math mathematical + +273 +00:30:29,160 --> 00:30:34,080 +equations موجودة بتمربج و بيصير تشتغل ضمن ال solid + +274 +00:30:34,080 --> 00:30:39,320 +work بيصير يعني command سميها cam مثلا cam + +275 +00:30:39,320 --> 00:30:43,380 +creation بيسألك من وين ال center of the cam يعني + +276 +00:30:43,380 --> 00:30:46,280 +انا متوقع الأسئلة اللى سألكيها او الأسئلة اللى + +277 +00:30:46,280 --> 00:30:51,740 +لازم تحطها center of the cam ال base circle نوع ال + +278 +00:30:51,740 --> 00:30:55,410 +followerإذا sharp .. يعني لناخد عصر مثال .. إذا + +279 +00:30:55,410 --> 00:31:01,390 +sharp edge المفروض يسألك السؤال التاني هل ال axis + +280 +00:31:01,390 --> 00:31:05,530 +.. ال axis بتاع ال floor مر في ال axis بتاع ال cam + +281 +00:31:05,530 --> 00:31:10,430 +ولا لأ؟ وإذا offset .. يديش ال offset distance؟ + +282 +00:31:10,430 --> 00:31:14,550 +بعدين .. الآن بعدين بدك تحكي النوع simple harmonic + +283 +00:31:14,550 --> 00:31:17,690 +motion .. نوع ال motion هل هي simple harmonic + +284 +00:31:17,690 --> 00:31:21,860 +motion ولا ال power speed ولا أي نوع حركة تانية؟و + +285 +00:31:21,860 --> 00:31:29,980 +هتسأل كمان ال stroke و تحكي اللي هو الخطة تلكها + +286 +00:31:29,980 --> 00:31:35,320 +بتاعتك مثلا أول تسعين درجة صعود مثلا تلاتين درجة + +287 +00:31:35,320 --> 00:31:40,320 +هبوط كمان تسعين درجة تسعين تلاتين درجة سكون تسعين + +288 +00:31:40,320 --> 00:31:45,980 +درجة هبوط مثلا والباقي ايش سكون فهذه كل ال inputs + +289 +00:31:45,980 --> 00:31:50,010 +بتدخل اليك مهور يرسملك إياهالأن بنفع تفرع صدورك؟ + +290 +00:31:50,010 --> 00:31:55,350 +أه بنفع، إذا موجودة استخدمها، مش موجودة اعملها + +291 +00:31:55,350 --> 00:32:01,270 +برنامج، و اللي بيعملها برنامج إيه له bonus، عشرة + +292 +00:32:01,270 --> 00:32:06,670 +بالمية، عصّه لدورك صعب يا دكتور؟ ماتسألش السؤال + +293 +00:32:06,670 --> 00:32:09,570 +هذا يا دكتور كلمة اللي عمال يعني، اللي عمال يروح + +294 +00:32:09,570 --> 00:32:13,410 +الصور دي يعني، يدور، يتعرف، يدور، يدور، يدور، + +295 +00:32:13,410 --> 00:32:14,750 +يدور، يدور، يدور، يدور، يدور، يدور، يدور، يدور، + +296 +00:32:14,750 --> 00:32:16,670 +يدور، يدور، يدور، يدور، يدور، يدور، يدور، يدور، + +297 +00:32:16,670 --> 00:32:26,990 +يدور، يدور، يأنا ماجربتش بس أنا متأكد موجودة طيب + +298 +00:32:26,990 --> 00:32:32,790 +الحالة التانية انه .. انه هيكون ال axis of the + +299 +00:32:32,790 --> 00:32:37,550 +flower offset عشرين ملي متر اذا offset في البداية + +300 +00:32:37,550 --> 00:32:45,330 +.. بداية الحركة تطلع هنا هي محورالـ follower وهي + +301 +00:32:45,330 --> 00:32:51,750 +مركز إيش الكامة واضح إن المحور بتاع ال follower في + +302 +00:32:51,750 --> 00:32:57,050 +البداية tangent لل offset circle معناته اللي هسويه + +303 +00:32:57,050 --> 00:33:03,870 +هذا نقطة البداية من مركز الكام هوصل إيش من O ل A و + +304 +00:33:03,870 --> 00:33:07,030 +بعدين حكينا أول تسعين درجة أول تسعين درجة إيش + +305 +00:33:07,030 --> 00:33:13,720 +هتكونصعود والتالتين البعد أياش سكون بعدين ستين + +306 +00:33:13,720 --> 00:33:19,540 +هبوط ومية و تمانين درجة أياش سكون لأن التسعين درجة + +307 +00:33:19,540 --> 00:33:23,760 +أنا بدأت من هنا بقسمها لأياش على ست مراه في الحالة + +308 +00:33:23,760 --> 00:33:26,860 +هادئة عشان تفهموش أن الستة هي الثابت ممكن حد يقسم + +309 +00:33:26,860 --> 00:33:29,600 +سبعة و حد تمانية مش .. مش فضل يكون ستة بالظبط + +310 +00:33:31,350 --> 00:33:34,390 +الأساس اللي بدك هي انت خليا اعمل ست تجسمات اذا + +311 +00:33:34,390 --> 00:33:36,870 +عملت ست تجسمات في ال .. في ال .. في ال .. في + +312 +00:33:36,870 --> 00:33:40,650 +التسعين درجة بدك تعمل ست .. ست .. ست تجسمات في + +313 +00:33:40,650 --> 00:33:44,590 +ايه؟ في ال camp بتاعة ال floor في التسعين او ستين + +314 +00:33:44,590 --> 00:33:51,470 +و بصوا نفس الشي حاتب الناس في التجسيمة طيب عندك + +315 +00:33:51,470 --> 00:33:58,710 +هنا طبعا التسعين درجة هيسمها على ستة هتكون خمستاش + +316 +00:34:01,770 --> 00:34:06,770 +الان من تقاطع يعني انا اخدت اول خمساش رسمت خط هيمر + +317 +00:34:06,770 --> 00:34:13,730 +في النقطة من O ل واحد ماشي من واحد بعمل tangent لل + +318 +00:34:13,730 --> 00:34:21,030 +.. لل offset circle لل offset circle بعدين بمد + +319 +00:34:21,030 --> 00:34:25,630 +الخط ال tangent هذا بشوف وين بتقاطع مع اول دائرة + +320 +00:34:25,630 --> 00:34:28,570 +بتاعة ال symbol harmonic motion + +321 +00:34:30,160 --> 00:34:41,180 +خلينا نشوفها من خلال solidwork هعمل + +322 +00:34:41,180 --> 00:34:48,460 +sketch على ال top view هبدأ أرسم ال base circle + +323 +00:34:48,460 --> 00:34:54,620 +اللي هي قطرها كم؟ تمانين + +324 +00:35:00,090 --> 00:35:11,230 +و هرسم أكبر دايرة اللي هي هتكون يعني + +325 +00:35:11,230 --> 00:35:14,410 +هتكون عندي أربعين و أربعين و تبعين هتكون قطرة كم؟ + +326 +00:35:14,410 --> 00:35:21,610 +مئة و ستين معناته + +327 +00:35:21,610 --> 00:35:24,930 +ال flower هذا يتمثل ايش الشوط بتاع ال flower + +328 +00:35:31,600 --> 00:35:36,040 +حرص مدائرة بين + +329 +00:35:36,040 --> 00:35:46,980 +هذه طيب + +330 +00:35:46,980 --> 00:35:53,920 +اه + +331 +00:35:53,920 --> 00:35:58,800 +اه اه مية و ستين + +332 +00:36:01,690 --> 00:36:22,710 +خلّيني أعمل arc هياخد + +333 +00:36:22,710 --> 00:36:29,970 +ال center خلّيني أرسم خط بينهم خط هنا بعدين هرسم + +334 +00:36:55,350 --> 00:37:05,700 +اركي حرسم دائرة بطريقة تانيةالنص هذا ماشي هيك + +335 +00:37:05,700 --> 00:37:09,880 +حلناها طيب + +336 +00:37:09,880 --> 00:37:13,040 +انا + +337 +00:37:13,040 --> 00:37:15,120 +حاكين عنها offset بقى انت حارسه من ال offset + +338 +00:37:15,120 --> 00:37:22,320 +circle حكيالي عشرين حارسه من داير اه؟ + +339 +00:37:22,320 --> 00:37:27,850 +على فكرة اللي بيحكي محمد صحالدار الكبير مش نفس + +340 +00:37:27,850 --> 00:37:31,810 +مركز اللي صغيرة، بقى أنا أتحمس حنا اللي صغيرة هذه + +341 +00:37:31,810 --> 00:37:37,070 +أيوة لأنه كان هو كان يعطيني warning هو إذا انتبهته + +342 +00:37:37,070 --> 00:37:43,350 +طيب + +343 +00:37:43,350 --> 00:37:50,590 +هاي ال circle اه + +344 +00:37:50,590 --> 00:37:53,550 +اه هذا ال warning اللي بيحكي على الذاكرة circle + +345 +00:37:57,900 --> 00:38:03,220 +و هاي كمان بالمرة انا عارف ممكن تعمل ميت انا فاهم + +346 +00:38:03,220 --> 00:38:09,100 +اول + +347 +00:38:09,100 --> 00:38:17,060 +دائرة هي ال offset اكم اربعين ال offset و ال base + +348 +00:38:17,060 --> 00:38:21,480 +تمانين + +349 +00:38:21,480 --> 00:38:24,480 +و الخارجية + +350 +00:38:27,420 --> 00:38:37,440 +5 انا عارف و هذه 68 مظبوط + +351 +00:38:37,440 --> 00:38:45,620 +فانا هرسم خط بين هذه + +352 +00:38:45,620 --> 00:38:51,100 +و بعدين + +353 +00:38:51,100 --> 00:38:52,040 +هرسم دائرة + +354 +00:39:04,430 --> 00:39:10,750 +لأن محور .. محور ال .. محور ال ال follower أول + +355 +00:39:10,750 --> 00:39:23,110 +نقطة هيكون جاي هذا + +356 +00:39:23,110 --> 00:39:30,750 +محور يعيش ال follower معناته + +357 +00:39:30,750 --> 00:39:40,730 +أول نقطة هنعملال trim أول + +358 +00:39:40,730 --> 00:39:51,090 +نقطة هتكون بعدين + +359 +00:39:51,090 --> 00:40:02,890 +هعمل تسعين درجة ستة معناته هعمل ماشي + +360 +00:40:09,160 --> 00:40:22,700 +هذه ستة والزاوية تسعين بدى أشوف أعكس أظبط + +361 +00:40:22,700 --> 00:40:29,840 +واحد، + +362 +00:40:29,840 --> 00:40:33,520 +اتنين، تلاتة، أربعة، خمسة Control Z + +363 +00:40:41,760 --> 00:40:47,040 +عنا عند هنا سبعة احنا غلطنا و حطيناها ستة مظبوط + +364 +00:40:47,040 --> 00:40:56,800 +هاي تسعين او نعكس الاتجاه ماشي + +365 +00:40:56,800 --> 00:41:01,620 +هيك مظبوط هنعمل بعدها تلاتين درجة + +366 +00:41:11,310 --> 00:41:24,510 +ساوية تلاتين درجة و هاد هكون اتنين بعدين + +367 +00:41:24,510 --> 00:41:26,830 +هنعمل كمان واحدة ستين + +368 +00:42:02,140 --> 00:42:07,840 +مظبوط طيب واحدة واحدة خلينا نليسم الدوائربعدين + +369 +00:42:07,840 --> 00:42:17,640 +بنجلع ال tangent نيصم الدائرة هذه خلنا نرسم خلنا + +370 +00:42:17,640 --> 00:42:22,600 +نعمل circle pattern او خلنا بفضل انا .. خلنا نمسح + +371 +00:42:22,600 --> 00:42:31,480 +الخط هذا و ارسم خط من مركز الدائرة هذه لحد + +372 +00:42:31,480 --> 00:42:31,660 +هنا + +373 +00:42:34,620 --> 00:42:50,940 +بعدين هدوره مية + +374 +00:42:50,940 --> 00:42:54,800 +و تمانين العدد + +375 +00:42:54,800 --> 00:42:56,300 +ده كم سبعة + +376 +00:43:04,130 --> 00:43:07,470 +تفريش معايا هيك او هيك يعني ممكن اعكس و ممكن + +377 +00:43:07,470 --> 00:43:10,630 +اعكساش لأ خليها على الجهة دي احسن عشان هتكون عندي + +378 +00:43:10,630 --> 00:43:18,010 +زحمة على الجهة التانية صح؟ طيب هبدأ ارسم دوائر + +379 +00:43:41,990 --> 00:43:42,770 +أنا راحت الدائرة + +380 +00:44:18,060 --> 00:44:23,260 +مظبوط أجل الشكل + +381 +00:44:23,260 --> 00:44:31,140 +هذه تدايق على غلط؟ + +382 +00:44:31,140 --> 00:44:34,780 +ماشي + +383 +00:44:50,510 --> 00:44:55,630 +اللي أنا هرسم tangent lines أول tangent line هي + +384 +00:44:55,630 --> 00:45:07,030 +معمول صح؟ صح هرسم خط line طيب + +385 +00:45:07,030 --> 00:45:11,830 +حاول أجيب مش مشكلة لو ما جربهاش طيب + +386 +00:45:28,290 --> 00:45:32,050 +انا بعرف song تان جنت لاينز + +387 +00:45:56,110 --> 00:46:15,510 +مش مشكلة طيب + +388 +00:47:24,620 --> 00:47:30,550 +هك خلصنا التاني اطلعين اول اصلا جهزناهمبنعملهم أيش + +389 +00:47:30,550 --> 00:47:39,650 +ال .. ال tangency mate هاي + +390 +00:47:39,650 --> 00:47:47,030 +tangent بعدين خط + +391 +00:47:47,030 --> 00:47:56,150 +هذا مع الدائرة هذه هاي tangent بعدين خط هذا + +392 +00:48:05,720 --> 00:48:11,020 +Tangent مجربتش خدعي اجرب هاي واحد اجرب اتنين انا + +393 +00:48:11,020 --> 00:48:18,480 +في الأول هاي اتنين بعدين و هاي الدائرة هذه بنفعش + +394 +00:48:18,480 --> 00:48:24,640 +انا كنت عارف الجواب بس حبيت اجرب انا بحط حل مطرح + +395 +00:48:24,640 --> 00:48:25,220 +البرنامج + +396 +00:48:27,850 --> 00:48:31,370 +أنا ماعطيله تلت خطوط و arc بحكيله خليهم tangent طب + +397 +00:48:31,370 --> 00:48:39,450 +إيش ماعيش tangent؟ ال أي إي شي اللي هو منطق هذا + +398 +00:48:39,450 --> 00:48:50,030 +tangent عملنا هذا طيب هذا طيب هاي هذا مع هذا هاي + +399 +00:48:50,030 --> 00:48:53,730 +ال tangent بعدين + +400 +00:48:53,730 --> 00:48:54,930 +بيجي هذا صح هذا + +401 +00:48:58,220 --> 00:49:05,980 +اللي عملناها هاي + +402 +00:49:05,980 --> 00:49:10,860 +ال tangent بعدين + +403 +00:49:10,860 --> 00:49:18,700 +هذا مع هذا هاي ال tangent بعدين + +404 +00:49:18,700 --> 00:49:25,360 +هذا مع هذا هاي ال tangent + +405 +00:49:28,410 --> 00:49:38,830 +بعدين هذا مع هذا tangent اه + +406 +00:49:38,830 --> 00:49:53,310 +ايه هذا طيب ماشي هذا مع هذا هاي ال tangent لأ + +407 +00:49:53,310 --> 00:49:57,930 +هذيك لأ لأ هذيك بتكون fully defined مافيش اشي تاني + +408 +00:49:59,700 --> 00:50:06,180 +هذه العملات هذه + +409 +00:50:06,180 --> 00:50:16,700 +مع .. مع هذا high tangent بعدين + +410 +00:50:16,700 --> 00:50:22,580 +high + +411 +00:50:22,580 --> 00:50:23,160 +tangent + +412 +00:50:30,580 --> 00:50:38,020 +هك خلصناها كلهم صح؟ طيب هلقيت + +413 +00:50:38,020 --> 00:50:43,480 +حنيجة لموضوع المد حنروح + +414 +00:50:43,480 --> 00:50:55,580 +ال trim extend يعني هذه الأول دايرة هذه تانية هذه + +415 +00:50:55,580 --> 00:50:59,640 +بعدين + +416 +00:51:08,860 --> 00:51:20,720 +هيك صح تظهر؟ بعدين؟ + +417 +00:51:45,960 --> 00:51:50,620 +المهم من ال extend ان هو لما تكون في نص الخط بروح + +418 +00:51:50,620 --> 00:51:53,380 +بشوف هو بتطلع و مين و وين من ال extend بعض الأحيان + +419 +00:51:53,380 --> 00:51:56,760 +بتخربش هو فبدا تغير موقع ال click واضح؟ + +420 +00:52:16,750 --> 00:52:22,890 +كمان واحدة صح؟ + +421 +00:52:22,890 --> 00:52:29,330 +خلاص + +422 +00:52:29,330 --> 00:52:31,490 +صح؟ + +423 +00:52:37,990 --> 00:52:48,570 +هيك صح هيك + +424 +00:52:48,570 --> 00:52:53,110 +خلاص صح؟ مظبوط؟ + +425 +00:52:53,110 --> 00:52:57,910 +طيب + +426 +00:52:57,910 --> 00:53:01,730 +خلينا + +427 +00:53:01,730 --> 00:53:03,910 +نشيل شغلات + +428 +00:53:10,920 --> 00:53:23,600 +subline ولا subline؟ subline و لا + +429 +00:53:23,600 --> 00:53:24,940 +subline + +430 +00:53:31,210 --> 00:53:39,730 +طيب حالياتي هنعمل ال subline subline طيب + +431 +00:53:39,730 --> 00:53:59,430 +نجرب + +432 +00:53:59,430 --> 00:54:00,670 +نكمله مرة واحدة + +433 +00:54:14,200 --> 00:54:20,340 +هذه عملنا spline طيب + +434 +00:54:20,340 --> 00:54:31,120 +صح + +435 +00:54:31,120 --> 00:54:35,520 +انك صورت تلاتين درجة يعنيمش صح بس انا المفروض تكمل + +436 +00:54:35,520 --> 00:54:39,120 +دائرة يعني + +437 +00:54:39,120 --> 00:54:41,720 +المفروض تعمل spline هنا و spline هنا خلنا نعمل + +438 +00:54:41,720 --> 00:54:47,440 +Ctrl Z خليني + +439 +00:54:47,440 --> 00:54:54,480 +ارسم الدائرة خلنا + +440 +00:54:54,480 --> 00:54:55,380 +نمسح الدول بس + +441 +00:55:04,650 --> 00:55:09,970 +حرص دائرة اللي + +442 +00:55:09,970 --> 00:55:20,050 +هي أكمل كترها مائة و ستين مائة + +443 +00:55:20,050 --> 00:55:25,070 +و ستين نعمل + +444 +00:55:25,070 --> 00:55:29,050 +ال tram هو + +445 +00:55:29,050 --> 00:55:34,130 +خلنا نعمل ال tram هذه ماشي + +446 +00:55:37,320 --> 00:55:58,800 +بدي اعمل ايه اش spline بدي + +447 +00:55:58,800 --> 00:56:00,680 +اكمل هشوف ايش يصير معايا + +448 +00:56:17,240 --> 00:56:22,500 +واضح بتطلعش نفسها لو ال spline ايش معناه spline + +449 +00:56:22,500 --> 00:56:30,160 +معناته curve بين النقاط بحيث يكون smooth بحيث يكون + +450 +00:56:30,160 --> 00:56:40,050 +ايش smooth اه فيعني انا حمس الحاجة دههعمل spline + +451 +00:56:40,050 --> 00:56:57,290 +خشوا + +452 +00:56:57,290 --> 00:57:00,350 +على الاعلادة وشوفوا الفرق بين ال spline و care fit + +453 +00:57:00,350 --> 00:57:01,410 +في فرق بينهم + +454 +00:57:15,730 --> 00:57:39,030 +عن ال trim ايش + +455 +00:57:39,030 --> 00:57:45,210 +رايك انت ايش رايك انت ايش رايك بطلع دق ولا مش ادق؟ + +456 +00:57:46,650 --> 00:57:52,970 +ليش بيطلع دق؟ تبتعمل + +457 +00:57:52,970 --> 00:57:57,350 +care fit care fit كل ما تعطي بيانات أكتر بتعطي دقة + +458 +00:57:57,350 --> 00:58:12,290 +أكتر هتعمللي + +459 +00:58:12,290 --> 00:58:14,570 +مشكلة هذا احتمال لأ ضبطت + +460 +00:58:21,160 --> 00:58:30,120 +Control Z لاحظوا + +461 +00:58:30,120 --> 00:58:37,500 +اللي هتروح تعملش زي هيك هتحاول تحرك بتحرك ال + +462 +00:58:37,500 --> 00:58:42,420 +spline معاك Control Z لأن هو أساسا جاي من التنين + +463 +00:58:42,420 --> 00:58:50,490 +سيبونس يعني هتحاولش تعملش زي هيكتخرّب الدنيا ال + +464 +00:58:50,490 --> 00:58:55,150 +tip ولا الشغل هذي لإن + +465 +00:58:55,150 --> 00:58:59,090 +هو ظاهريا إلك ممسوح بس هو مخزن عنده في البرنامج + +466 +00:58:59,090 --> 00:59:03,610 +البيانات هذه مخزنة أما إذا مسحت حقيقة كل شخص + +467 +00:59:03,610 --> 00:59:11,270 +هتخسره Ctrl Z هنعمل + +468 +00:59:11,270 --> 00:59:11,950 +trim معناته + +469 +00:59:36,710 --> 00:59:38,530 +يعني العملية مضمية + +470 +01:00:08,880 --> 01:00:15,180 +هى ضايقش هى؟ هى طبعا ضايق الحاجات الخفيفة طيب + +471 +01:00:26,260 --> 01:00:28,640 +هذه ايش الكامة اللي حصلنا عليها + +472 +01:01:04,590 --> 01:01:12,930 +ماشي ال offset بيكون أحسن يا دكتور ال offset أه + +473 +01:01:12,930 --> 01:01:18,690 +بيقلل أه بس هو في كل أحوال يعني مافيش حد بيستخدم + +474 +01:01:18,690 --> 01:01:27,400 +sharp edge ال exam البعد اللي هو على ال ..طبعا هذا + +475 +01:01:27,400 --> 01:01:32,200 +الشكل هذا بيعطينا simple harmonic motion لل .. لل + +476 +01:01:32,200 --> 01:01:39,260 +follower بحيث أول تسعين درجة بيطلع simple harmonic + +477 +01:01:39,260 --> 01:01:43,860 +motion أربعين ملي بعدين سكون لمدة تلاتين درجة + +478 +01:01:43,860 --> 01:01:48,380 +بعدين لمدة ستين درجة بنزل كمان أربعين المية وتونية + +479 +01:01:48,380 --> 01:01:52,340 +درجة بيكوناش سكون وها كذا هذه الأشكال بتشوفها كتير + +480 +01:01:52,340 --> 01:01:57,470 +في مكان الخياضة .. الكماتفانا بصمم شكل الكم بناء + +481 +01:01:57,470 --> 01:02:01,630 +على حركة ال follower طبعا اللي ممكن اعمله + +482 +01:02:01,630 --> 01:02:04,750 +mathematical derivation based on mathematical + +483 +01:02:04,750 --> 01:02:10,090 +derivation ممكن ارسم الأعمى برنامج ده الكم و ادخله + +484 +01:02:10,090 --> 01:02:14,760 +على solid workشوفوا اللي هو ما يسمى في ال solid + +485 +01:02:14,760 --> 01:02:20,800 +work اللي هو ال automation او reproduction methods + +486 +01:02:20,800 --> 01:02:25,280 +كيف تتسرع الشغل و الانتاج لأن كل مرة هترسم كامة + +487 +01:02:25,280 --> 01:02:30,400 +هتاخد وقت كتير و بعدين انت اذا رسمتها اليوم بعد + +488 +01:02:30,400 --> 01:02:38,200 +شهر هتنسى هتضطر ترجع ترجع لتفاصيل صح؟ اه ف .. في + +489 +01:02:38,200 --> 01:02:40,840 +ال inventor و ال inventor اه ال inventor تحطي + +490 +01:02:40,840 --> 01:02:44,200 +المعلومات و يقول احناأرسم طريقة تانية بتروح + +491 +01:02:44,200 --> 01:02:47,520 +للإنفنتر تحكي لي انظر ترسملي إياها بعدين احفظها + +492 +01:02:47,520 --> 01:02:50,400 +على ال inventor step file و خدها على صلة work هاي + +493 +01:02:50,400 --> 01:02:55,380 +طريقة تانية تالتة يعني + +494 +01:02:55,380 --> 01:02:59,080 +بصي تتنقل بين البرامج مش كل برامج يكون perfect في + +495 +01:02:59,080 --> 01:03:02,420 +كل شيء بس احتمال تكون موجودة في الصلة work انك + +496 +01:03:02,420 --> 01:03:06,320 +ترسم automatic لل camp إذا مش موجودة تقدر تعمل + +497 +01:03:06,320 --> 01:03:11,700 +برنامج لها إذا موجودة في ال inventorهريح لك + +498 +01:03:11,700 --> 01:03:13,620 +اشتغلها على ال inventor و بعدين ناخدها على ال + +499 +01:03:13,620 --> 01:03:24,360 +thread work اه ماشي هنعمل file save as + +500 +01:03:49,190 --> 01:03:52,090 +طيب و خلصنا المحاضرة، أعطيكوا العفو + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/o591fuSblR4.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/o591fuSblR4.srt new file mode 100644 index 0000000000000000000000000000000000000000..c79df22926e07d28690a48c705fc00b8e2dd214f --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/o591fuSblR4.srt @@ -0,0 +1,1426 @@ +1 +00:00:05,330 --> 00:00:08,470 +السلام عليكم ورحمة الله وبركاته اليوم هنكمل في + +2 +00:00:08,470 --> 00:00:13,710 +مادة نظرية الآلات هنكمل في الـ chapter gears لحد + +3 +00:00:13,710 --> 00:00:18,610 +الآن أخذنا محاضرة واحدة آخر شيء وصلنا لـ law of + +4 +00:00:18,610 --> 00:00:21,830 +gearing، الـ law of gearing بيحكي ببساطة الـ ratio + +5 +00:00:21,830 --> 00:00:24,810 +بين two bodies in contact، الـ ratio للـ speed بين + +6 +00:00:24,810 --> 00:00:28,610 +two bodies in contact عشان تكون الـ ratio fixed + +7 +00:00:28,610 --> 00:00:35,020 +لازم الـ pitch point موقعها يكون ثابت، الـ pitch point + +8 +00:00:35,020 --> 00:00:38,180 +هي تقاطع الـ line of centers، الخط الواصل بين الـ + +9 +00:00:38,180 --> 00:00:42,340 +center للـ body الأولى مع الـ body الثانية، و الـ + +10 +00:00:42,340 --> 00:00:45,340 +common normal عند الـ contact، هذه هي الـ pitch point + +11 +00:00:45,340 --> 00:00:48,460 +بعدين حسبنا الـ sliding بالأسفل، حكينا Vs و omega + +12 +00:00:48,460 --> 00:00:53,740 +واحد زائد omega اثنين في Pc، Pc هي بعد نقطة التلامس + +13 +00:00:53,740 --> 00:00:57,600 +عن الـ pitch point، إذا تطابقت الـ pitch point مع + +14 +00:00:57,600 --> 00:01:01,480 +نقطة التلامس بيكون ما في عندها sliding، zero sliding + +15 +00:01:02,760 --> 00:01:05,760 +هنكمل اليوم في أنواع forms of teeth، هنحكي عن + +16 +00:01:05,760 --> 00:01:10,600 +نوعين اللي هو الـ cycloidal teeth و الـ involute + +17 +00:01:10,600 --> 00:01:14,220 +teeth + +18 +00:01:14,220 --> 00:01:18,920 +الـ cycloid + +19 +00:01:18,920 --> 00:01:22,140 +هو + +20 +00:01:22,140 --> 00:01:26,440 +curve بتولد + +21 +00:01:26,440 --> 00:01:35,160 +من خلال تتبع نقطة على محيط دائرة، يعني في الأول هذه + +22 +00:01:35,160 --> 00:01:37,860 +الدائرة لما نلفها كانت هنا، النقطة هذه كانت هنا + +23 +00:01:37,860 --> 00:01:43,840 +كانت النقطة هذه هنا، أنا بكون حاطط قلم و بدحرج هذه + +24 +00:01:43,840 --> 00:01:48,820 +الدائرة بتكون بتدحرج و بتتبع + +25 +00:01:48,820 --> 00:01:53,420 +بكون أرسم أنا بدأت في النقطة هذه و بدحرجها + +26 +00:01:55,810 --> 00:02:01,430 +هذا الـ curve بسميه Cycloid لأن لحظة لما تدحرجت + +27 +00:02:01,430 --> 00:02:09,870 +يعني بدينا من نقطة كانت هنا، تدحرجت الطول هذا، هذا + +28 +00:02:09,870 --> 00:02:15,270 +الطول هو اللي كان ملامس، ملامس للسطح، بيساوي الطول هذا + +29 +00:02:15,270 --> 00:02:21,790 +يعني الطول هذا إيش بيساوي؟ لو كان هذا نصف قطر A و + +30 +00:02:21,790 --> 00:02:28,950 +هذه لفة الزاوية θ، هتكون الطول هذا إيش يساوي؟ a θ + +31 +00:02:28,950 --> 00:02:37,090 +الزاوية بالـ radians، طول القوس، طول القوس هذا بيساوي + +32 +00:02:37,090 --> 00:02:43,530 +المسافة هذه صح؟ يعني لو أنا أدحرجت ثاني الدائرة، هأدحرج + +33 +00:02:43,530 --> 00:02:48,150 +هنا هتيجي هنا، طول هذا بيساوي إيش؟ محيط القوس هذا أو + +34 +00:02:48,150 --> 00:02:51,630 +طول القوس هذا، يعني هذه المسافة a θ، هذه المسافة + +35 +00:02:51,630 --> 00:02:52,490 +النقطة الإحداثية + +36 +00:02:55,140 --> 00:03:03,680 +هذه X، والهدف الثاني اللي هو Y، نسقطه + +37 +00:03:03,680 --> 00:03:12,260 +للدائرة A، معناته الـ X هتكون تساوي المسافة هذه ناقص + +38 +00:03:12,260 --> 00:03:19,460 +المسافة هذه اللي هي هذه الـ θ صح؟ يعني الـ X + +39 +00:03:19,460 --> 00:03:29,240 +هتكون تساوي A θ - a sin θ، يعني هتكون a في θ + +40 +00:03:29,240 --> 00:03:39,000 +ناقص sin θ، الـ Y هتكون + +41 +00:03:39,000 --> 00:03:45,780 +المسافة هذه كلها a، a + +42 +00:03:45,780 --> 00:03:50,780 +كلها ناقص المسافة هذه اللي هي a cos θ + +43 +00:03:53,700 --> 00:04:03,180 +cos θ، يعني هتكون تساوي a في 1 ناقص cos θ، هذا الـ + +44 +00:04:03,180 --> 00:04:10,560 +curve الناتج بسميه Cycloid، هذا الناتج، الـ curve نتج عن + +45 +00:04:10,560 --> 00:04:15,760 +تتبع نقطة على محيط دائرة وهي بتتدحرج على المستوى + +46 +00:04:15,760 --> 00:04:21,180 +وهي بتتدحرج على المستوى، هذا اسمه Cycloid + +47 +00:04:23,050 --> 00:04:32,190 +فيه ما يسمى Epicycloid و Hypocycloid، الـ + +48 +00:04:32,190 --> 00:04:35,450 +Epicycloid بيكون عندي دائرة خارجية، دائرة كبيرة + +49 +00:04:35,450 --> 00:04:44,530 +دائرة كبيرة، وعندي دائرة صغيرة، الدائرة الصغيرة هذه + +50 +00:04:44,530 --> 00:04:49,490 +بتتدحرج على الدائرة الكبيرة من برة، تتدحرج عليها من + +51 +00:04:49,490 --> 00:04:53,470 +بره، يعني أبدأ من النقطة هذه، أبدأ أدحرج فيه وأتبع + +52 +00:04:53,470 --> 00:04:59,270 +النقطة، النقطة على المحيط، وبكون أرسم curve، الـ + +53 +00:04:59,270 --> 00:05:07,590 +curve الناتج يسمى Epicycloid، Epicycloid الآن خليني + +54 +00:05:07,590 --> 00:05:17,590 +أشوف animation له في فيديو جبته من اليوتيوب طبعا + +55 +00:05:19,240 --> 00:05:24,620 +على أي حال ما لازمكوش الصوت لأنه بيحكي Hindi، يعني أنا + +56 +00:05:24,620 --> 00:05:31,220 +عند هاي الدائرة الخارجية، هذه الدائرة الخارجية و + +57 +00:05:31,220 --> 00:05:35,080 +الدائرة هذه بتتدحرج على الدائرة الخارجية من الجزء + +58 +00:05:35,080 --> 00:05:39,780 +المحدد من برة، يعني يعني بدأ من النقطة هذه، بدأ من + +59 +00:05:39,780 --> 00:05:47,040 +النقطة هذه خليني + +60 +00:05:47,040 --> 00:05:59,720 +أمشيه، هيبدأ يدحرج فيها، يبدأ + +61 +00:05:59,720 --> 00:06:05,640 +يدحرج الدائرة بتولد إيش هو؟ بتتبع النقطة هذه، هو + +62 +00:06:05,640 --> 00:06:10,700 +النقطة هذه بتولد عندها إيش؟ curve، الـ curve هذي + +63 +00:06:10,700 --> 00:06:12,280 +بيسموه Epicycloid + +64 +00:06:17,760 --> 00:06:20,960 +طبعا انتبهوا، محيط الدائرة هذه .. هذه .. محيط + +65 +00:06:20,960 --> 00:06:27,780 +الدائرة هذه كله بيساوي طول القوس هذا كله صح؟ لأنه + +66 +00:06:27,780 --> 00:06:32,940 +بدأ من هنا وبتخلص هنا دورة كاملة، هذه معناته لو + +67 +00:06:32,940 --> 00:06:44,820 +كانت الدائرة الصغيرة نصف قطرها R small، الدائرة + +68 +00:06:44,820 --> 00:06:46,200 +الصغيرة نصف قطرها R small + +69 +00:06:53,590 --> 00:06:57,810 +يعني هيكون المحيط للدايرة الصغيرة اللي هو هيكون 2 + +70 +00:06:57,810 --> 00:07:07,250 +π R هيكون + +71 +00:07:07,250 --> 00:07:13,150 +الزاوية الـ θ هذه في الـ R capital صح؟ الزاوية + +72 +00:07:13,150 --> 00:07:19,470 +الـ θ في الـ R capital معناته إن الزاوية الـ θ + +73 +00:07:19,470 --> 00:07:20,430 +هذه + +74 +00:07:22,480 --> 00:07:33,400 +θ هتكون تساوي 2 π R / R capital، الـ 2 + +75 +00:07:33,400 --> 00:07:38,980 +π إيه؟ Radians، بالـ degree ذا كم؟ الـ 2 π؟ + +76 +00:07:38,980 --> 00:07:43,920 +360 يعني هتكون تساوي 360 هذه في + +77 +00:07:43,920 --> 00:07:48,190 +الـ degree في الـ Radians على R small على R capital + +78 +00:07:48,190 --> 00:07:52,070 +يعني لو كانت الدائرة الصغيرة قطرها R تعدى الدائرة + +79 +00:07:52,070 --> 00:08:00,250 +الصغيرة مثلًا 20 مللي والدائرة الكبيرة نصف قطرها + +80 +00:08:00,250 --> 00:08:04,970 +100 مللي، معناته + +81 +00:08:04,970 --> 00:08:09,350 +إن الزاوية الثانية هتكون إيش؟ هتكون تساوي 360 + +82 +00:08:09,350 --> 00:08:14,650 +في 20 على 100 + +83 +00:08:18,350 --> 00:08:24,590 +72 درجة، الـ 2 + +84 +00:08:24,590 --> 00:08:30,690 +و 70 درجة هي θ، 72 راح نقسمها في الـ + +85 +00:08:30,690 --> 00:08:33,310 +.. مش في الظروف 12 يعني هي في الحالة هنقسمها + +86 +00:08:33,310 --> 00:08:36,890 +في الـ 12، نقسمها 1 2 3 4 5 6 + +87 +00:08:36,890 --> 00:08:40,450 +7 8 9 10 11 12، معناته كل زاوية + +88 +00:08:40,450 --> 00:08:47,070 +كم هتكون؟ 72 على 12 كم؟ 6 .. 6 + +89 +00:08:47,070 --> 00:08:52,240 +درجة، يعني لما نقسمها الـ 12 قسم وبدأ إيش عندي + +90 +00:08:52,240 --> 00:08:58,880 +هنا، بدأ هنا 1 2 3 4 5 6 7 + +91 +00:08:58,880 --> 00:09:04,160 +لحد 12 وبعدين إيش؟ 1 ما هي 1 هي نفس 1 + +92 +00:09:04,160 --> 00:09:08,000 +صح، 1 + +93 +00:09:08,000 --> 00:09:12,360 +2 3 الـ 12، واحد كل زيها هتكون 6 درجات + +94 +00:09:12,360 --> 00:09:19,170 +لأن إذا أنا قسمت القوس هذا 12 قسم، الدائرة هذه + +95 +00:09:19,170 --> 00:09:22,770 +قسمناها 12 قسم، يعني هذه الدائرة كلها 360 + +96 +00:09:22,770 --> 00:09:28,910 +على 12 كم؟ 360 + +97 +00:09:28,910 --> 00:09:37,990 +على 12، 30، هنبدأ من هنا يعني + +98 +00:09:37,990 --> 00:09:41,190 +لحظة + +99 +00:09:41,190 --> 00:09:44,650 +هاي + +100 +00:09:44,650 --> 00:09:49,880 +بداية، هيعمل خط زي هيك، ويقسم 30 30 30 لو + +101 +00:09:49,880 --> 00:09:53,500 +عدينا وعدينا نعد من هنا، أي 1 2 3 4 + +102 +00:09:53,500 --> 00:09:58,520 +5 6 7 8 9 10 11 12 قسم لأن + +103 +00:09:58,520 --> 00:10:02,260 +هنا قسمنا 12 قسم، بس الزاوية كانت 72 على + +104 +00:10:02,260 --> 00:10:07,340 +12، 6، هنا 360 على 12، 30 درجة + +105 +00:10:07,340 --> 00:10:15,720 +الآن لاحظوا مركز الدائرة هذه الصغيرة دائمًا يكون على + +106 +00:10:15,720 --> 00:10:21,150 +الخط هذا، يعني هنا هيكون هنا الـ center، 3 4 + +107 +00:10:21,150 --> 00:10:27,250 +5 6 7، هذا line of centers، الآن بروح اللي + +108 +00:10:27,250 --> 00:10:35,450 +أنا عنده، أنا مقسم بأخذ هاي عندها نقطة، نقطتين، هاي + +109 +00:10:35,450 --> 00:10:43,910 +3، هاي 4، هاي 5، 5 + +110 +00:10:43,910 --> 00:10:51,370 +وهاي 6، بروح أعمل دوائر، هاي دائرة بتمر في النقطة + +111 +00:10:51,370 --> 00:10:59,610 +هذه، دائرة، هاي 2، هاي 1 + +112 +00:10:59,610 --> 00:11:06,310 +2، الـ center line، بعدين 3 4 5 6 + +113 +00:11:06,310 --> 00:11:11,170 +يعني الدوائر هذه مصدرها إيه؟ من الدائرة الصغيرة من + +114 +00:11:11,170 --> 00:11:13,610 +التقسيمة هذه، لاحظ هذه الدائرة + +115 +00:11:18,290 --> 00:11:25,670 +هذه الدائرة عشان + +116 +00:11:25,670 --> 00:11:31,890 +تعرف كيف الدوائر دول أجَوا، الآن رسم الدوائر دول و + +117 +00:11:31,890 --> 00:11:32,790 +بدأ يا أُستاذ يلف + +118 +00:11:40,730 --> 00:11:45,510 +لأن هو متبع في النقطة الأولى، لحظة، الخط هذا والخط + +119 +00:11:45,510 --> 00:11:48,090 +هذا على نفس الاستقامة، الخط، الخط هذا على نفس + +120 +00:11:48,090 --> 00:11:55,670 +الاستقامة، خلنا نشغل، نمشي + +121 +00:11:55,670 --> 00:12:03,410 +بس خلنا نشوف متى أعمل إيقاف، لحظة شوية، لحظة لحظة + +122 +00:12:25,280 --> 00:12:31,060 +هذا الخط الثاني، وهذه + +123 +00:12:31,060 --> 00:12:36,860 +الدائرة إذا كانت بتتقاطع من الخط هذا، هي نقطة، واضح؟ + +124 +00:12:36,860 --> 00:12:39,580 +نمشي شوية + +125 +00:12:53,450 --> 00:12:58,470 +الدائرة على نفس الاستقامة، هاي نقطة تقعد نمشيها + +126 +00:12:58,470 --> 00:13:12,450 +كمان مرة، الدائرة + +127 +00:13:12,450 --> 00:13:21,770 +على نفس الاستقامة، نقطة هو هكذا، وبعدين بتعمل + +128 +00:13:21,770 --> 00:13:28,150 +مجموعة نقاط بتعمل curve fit على الصلد، بتعمل fit + +129 +00:13:28,150 --> 00:13:34,970 +بينهم، لما تروح على الـ sketch بتعمل إيش؟ fit، بتعمل + +130 +00:13:34,970 --> 00:13:39,550 +fit بين كل النقاط، بتحصل على ما يسمى اللي هو الـ Epi + +131 +00:13:39,550 --> 00:13:43,690 +-cycloid، الـ Epi-cycloid، معناته الـ Epi-cycloid، معناته + +132 +00:13:43,690 --> 00:13:49,330 +عندكوا exercise، generate an Epi-cycloid + +133 +00:13:51,920 --> 00:13:57,060 +الـ R صغير 20 والـ R capital 100، ماشي؟ نقوله على + +134 +00:13:57,060 --> 00:14:03,460 +صلة ورق، هذا الـ Epicycloid، النوع الثاني ما يسمى + +135 +00:14:03,460 --> 00:14:13,240 +الـ Hypocycloid، الـ Hypocycloid فيه + +136 +00:14:13,240 --> 00:14:17,800 +عندك الدائرة الصغيرة بتدحرج على الدائرة الكبيرة من جوا + +137 +00:14:17,800 --> 00:14:25,790 +بتدحرج من جوا، هذه كانت بتدحرج من برة، يعني أنا هعمل حاليًا + +138 +00:14:25,790 --> 00:14:37,670 +هأريكُم الفيديو بتاع الـ Hypocycloid، يعني + +139 +00:14:37,670 --> 00:14:42,570 +الدائرة الصغيرة بتدحرج على الدائرة الكبيرة من جوا + +140 +00:14:42,570 --> 00:14:44,550 +بتدحرج عليها من جوا + +141 +00:14:52,770 --> 00:14:56,130 +يعني هذه الدائرة صغيرة وهذه الدائرة كبيرة، التدحرج + +142 +00:14:56,130 --> 00:15:02,150 +برضه محيط، طول القوس هذه من البداية للنهاية نفس + +143 +00:15:02,150 --> 00:15:07,350 +الشيء بيساوي محيط الدائرة الصغيرة، نفس المعادلة + +144 +00:15:07,350 --> 00:15:12,810 +بتنطبق بس إنه المرة roll from the inside، فهيبدأ يعمل + +145 +00:15:12,810 --> 00:15:13,850 +عملية التدحرج + +146 +00:15:18,250 --> 00:15:23,750 +هنا راح زيه مستخدم R small 25 و R capital 27.5، بده + +147 +00:15:23,750 --> 00:15:38,450 +يعمل، بده يعمل generation للـ curve، curve + +148 +00:15:38,450 --> 00:15:43,430 +ثاني، معادلة مختلفة، الدحرجة جهة بتصير، يعني هذا بيكون + +149 +00:15:43,430 --> 00:15:50,670 +هذا convex محدد، هذا مقعر، بس نفس الدائرتين، نفس القطر + +150 +00:15:50,670 --> 00:15:53,170 +ده اللي صغيرة، والقطر ده الكبيرة، بس تدحرج بدل ما + +151 +00:15:53,170 --> 00:15:59,530 +هو من برة من جوا، فالـ + +152 +00:15:59,530 --> 00:16:04,670 +curve هذا بسميه + +153 +00:16:04,670 --> 00:16:09,630 +Hypocycloid، الـ curve الأولاني اللي كان من الدحرج ومن + +154 +00:16:09,630 --> 00:16:12,450 +برة Epi-cycloid curve + +155 +00:16:29,650 --> 00:16:34,750 +يعني هو أريكوا example بالحسابات كيف أعمل + +156 +00:16:34,750 --> 00:16:41,870 +generation، خلينا نبدأ من أول و + +157 +00:16:41,870 --> 00:16:49,410 +أعمل إيقاف، لاحظوا في البداية حد حرج، حد حرج، يعني + +158 +00:16:49,410 --> 00:16:52,730 +لاحظوا الخط هذا والخط هذا على نفس الاستقامة، حد + +159 +00:16:52,730 --> 00:16:55,250 +حرج، وأعمل إيقاف وانتبهوا + +160 +00:16:58,930 --> 00:17:03,050 +بس يا أستاذ شايفين التقسيم هذه؟ يعني هذه الدائرة هذه + +161 +00:17:03,050 --> 00:17:07,070 +بتمر في النقطة هذه، الدائرة الثانية هذه بتمر في + +162 +00:17:07,070 --> 00:17:11,610 +النقطة وهكذا، هذول دوائر مرسومين من نقطة تقاطع اللي + +163 +00:17:11,610 --> 00:17:15,330 +هي الدائرة الصغيرة، خلينا ندحرجها شوية + +164 +00:17:41,690 --> 00:17:50,710 +هذه النقطة الثانية، نشوف النقطة الثالثة + +165 +00:17:50,710 --> 00:17:54,430 +ماشي + +166 +00:17:54,430 --> 00:18:06,730 +واضح؟ النقطة الرابعة، وده + +167 +00:18:06,730 --> 00:18:08,830 +نقطة الخامسة + +168 +00:18:12,450 --> 00:18:17,470 +دكتور يا عزيزي، هذا اللي .. هذا ليه بتستخدمها لأصغر + +169 +00:18:17,470 --> 00:18:24,050 +أنواع ميزة gears؟ هذا أحد الـ .. الـ gears المستخدمة + +170 +00:18:24,050 --> 00:18:30,610 +في الـ gears، الـ .. الـ gears المعتادة اللي بتعرفوها + +171 +00:18:30,610 --> 00:18:37,830 +involute، بتكونش cycloid، بتكونش cycloid، هنجيلها + +172 +00:18:52,130 --> 00:19:01,610 +حكينا على الـ Epicycloid والـ Hypocycloid، الآن + +173 +00:19:01,610 --> 00:19:09,510 +لما نكون على الترس الـ profile بتاع السن الـ cycloid + +174 +00:19:09,510 --> 00:19:18,840 +يعني بيكون عادة مكوّن من جزئين، جزء بيكون Epicycloid + +175 +00:19:18,840 --> 00:19:22,440 +وجزء ثاني بيكون Hypocycloid، خلينا نشوفها من خلال + +176 +00:19:22,440 --> 00:19:28,360 +الفيديو، نقلب + +177 +00:19:28,360 --> 00:19:32,300 +في الضوء + +178 +00:19:48,000 --> 00:19:55,480 +خليني أعمل + +201 +00:22:23,450 --> 00:22:29,370 +هذه حوالين الكبيرة عشان + +202 +00:22:29,370 --> 00:22:35,610 +تصير ال engagement صح يعني لاحظوا هذه .. هذه + +203 +00:22:35,610 --> 00:22:40,810 +generate hypocycloid وهذه مع الكبيرة generate + +204 +00:22:40,810 --> 00:22:45,210 +hypocycloid هذه + +205 +00:22:45,210 --> 00:22:53,600 +مع هذه بتعمل Epicycloid وهدي مع هدي بتعمل إيش + +206 +00:22:53,600 --> 00:23:01,320 +Hypocycloid الآن في حالة السيكلويد كيكجيرز بيكون + +207 +00:23:01,320 --> 00:23:06,060 +واحد من التروس في التلامس واحد من التروس بيكون + +208 +00:23:06,060 --> 00:23:10,220 +Epicycloid والتاني بيكون Hypocycloid أو العكس يعني + +209 +00:23:10,220 --> 00:23:16,800 +ده بيكون التلامس سطح محدد مع سطح مقعر خلي أعمل + +210 +00:23:16,800 --> 00:23:17,760 +الترسين مع بعض + +211 +00:23:35,470 --> 00:23:51,710 +لسه ما عملتش الترس التاني لأن + +212 +00:23:51,710 --> 00:23:56,710 +حتى ده هحرّك الدائرة اللي هنا مع الدائرة مع الدائرة + +213 +00:23:56,710 --> 00:23:59,790 +هذه اللي تمثل الترس الصغير عشان نفسه على + +214 +00:23:59,790 --> 00:24:05,380 +Epicycloid والدائرة هذه مع الـ ترس هذا عشان نعمل + +215 +00:24:05,380 --> 00:24:18,740 +ليه hypocycloid لأن + +216 +00:24:18,740 --> 00:24:24,240 +هعمل generation بالتوازي تانيين مع بعض حاليا لحظة + +217 +00:24:24,240 --> 00:24:28,740 +شوية عمل الـ graph ألوان + +218 +00:24:28,740 --> 00:24:29,460 +مش مساعدة + +219 +00:24:40,710 --> 00:24:46,830 +طيب طيب أنا بعطيكوا الفيديو تتفرجوا عليه هو عمل + +220 +00:24:46,830 --> 00:24:53,970 +generate يعني سنين سن على driver و سن على driven + +221 +00:24:53,970 --> 00:24:59,010 +بغض النظر كان driver أو driven السن بيكون مكوّن من + +222 +00:24:59,010 --> 00:25:07,700 +جزئين جزء Epicycloid وجزء hypocycloid ابيocycloid + +223 +00:25:07,700 --> 00:25:15,200 +ناتج عن تدحرج الدائرة الصغيرة مع أحد الترسين من + +224 +00:25:15,200 --> 00:25:19,320 +برا والhypocycloid ناتج عن تدحرج نفس الدائرة على + +225 +00:25:19,320 --> 00:25:25,940 +الجهة التانية بس من جوا الترس المناظر برضه بيكون + +226 +00:25:25,940 --> 00:25:30,520 +فيه جزئين ابيocycloid وhypocycloid دائما نتلامس + +227 +00:25:30,520 --> 00:25:37,100 +الترسين نكون engaged مع بعض بيكون الـ epicycloid من + +228 +00:25:37,100 --> 00:25:42,540 +الترس الأولاني ملامس للhypocycloid من الترس الثاني + +229 +00:25:42,540 --> 00:25:46,220 +أو العكس يعني دائما يكون epicycloid مع hypocycloid + +230 +00:25:46,220 --> 00:25:52,280 +يعني بيكون دائما سطح محدب مع سطح مقعر أو سطح مقعر + +231 +00:25:52,280 --> 00:25:54,440 +مع سطح محدب + +232 +00:26:22,910 --> 00:26:29,330 +ممكن هنا واضحة الصورة تطلع + +233 +00:26:30,590 --> 00:26:34,450 +عندي ترسين هذا .. هذا بيمثل الـ pitch circle للترس + +234 +00:26:34,450 --> 00:26:41,910 +الأولاني وهذا بيمثل الـ pitch circle للترس الثاني + +235 +00:26:41,910 --> 00:26:48,730 +لأن تدحرج الدائرة هذه مع الدائرة هذه بيعطيني + +236 +00:26:48,730 --> 00:26:52,750 +epicycloid هذا epicycloid يعني السن على الترس + +237 +00:26:52,750 --> 00:26:55,970 +الكبير تدحرج الدائرة الصغيرة + +238 +00:26:58,510 --> 00:27:01,990 +مع الدائرة الكبيرة بيعطيني اللي هو الـ hypocycloid + +239 +00:27:01,990 --> 00:27:07,530 +لنفس السن هتنقضي الترس الثاني تدحرج الدائرة هذه من + +240 +00:27:07,530 --> 00:27:13,430 +برا .. من برا مع .. مع الدائرة هذه بيعطيني إيش + +241 +00:27:13,430 --> 00:27:19,730 +apicycloid تدحرج الدائرة هذه مع الدائرة هذه + +242 +00:27:19,730 --> 00:27:24,390 +بيعطيني اللي هو الـ hypocycloid اللي هو هذا لحظة + +243 +00:27:24,390 --> 00:27:35,310 +هاي عندي السن وهاي إيش sin الآن + +244 +00:27:35,310 --> 00:27:40,950 +عند الـ pitch point بيكونوا متلامسين عند نقطة طيب + +245 +00:27:40,950 --> 00:27:44,030 +عند + +246 +00:27:44,030 --> 00:27:46,690 +class assignment generate a conjugate cycloidal + +247 +00:27:46,690 --> 00:27:51,120 +pair according to the following الـ pitch diameter + +248 +00:27:51,120 --> 00:27:54,540 +of pinion مائة ملي pitch diameter of gear متين ملي + +249 +00:27:54,540 --> 00:27:59,540 +rolling circle diameter اربعين ملي اعملوا الاسنان + +250 +00:27:59,540 --> 00:28:08,200 +وكرروهم ولفوا الأسنان مع بعض شوف شو يصير معاكم + +251 +00:28:08,200 --> 00:28:17,680 +الآن الـ involute teeth الـ + +252 +00:28:17,680 --> 00:28:19,620 +involute teeth بيكون أنا عندي دائرة + +253 +00:28:22,190 --> 00:28:29,450 +دائرة ملفوف حواليها خيط ملفوف حواليها خيط لأن أفرض + +254 +00:28:29,450 --> 00:28:35,290 +الخيط كان طرفه عند النقطة هذه طرفه + +255 +00:28:35,290 --> 00:28:39,750 +عند النقطة هذه لأن ببدأ أرخي الخيط وهو مجدود أفكه + +256 +00:28:39,750 --> 00:28:45,790 +عن إيش أرخي عن الدائرة وأتبع النقطة النقطة هذه + +257 +00:28:45,790 --> 00:28:50,950 +يعني لو بديت من هنا بديت مجدود عن النقطة هذه بديت + +258 +00:28:50,950 --> 00:28:55,990 +في النقطة هذه الدائرة هذه بسميها الـ base circle الـ + +259 +00:28:55,990 --> 00:28:59,970 +base circle هي الدائرة اللي من عندها بيبدأ توليد + +260 +00:28:59,970 --> 00:29:03,730 +الـ involute قبل شوية احنا في المحاضرة السابقة + +261 +00:29:03,730 --> 00:29:06,350 +حكينا عن الـ base circle حكينا احنا هنحكي عليها + +262 +00:29:06,350 --> 00:29:10,210 +لاحقًا الـ base circle هي الـ circle اللي من عندها + +263 +00:29:10,210 --> 00:29:13,990 +بيبدأ توليد الـ involute يعني بديت في النقطة هذه + +264 +00:29:13,990 --> 00:29:18,830 +لحظة أنا هي الخيط مجدود لأن لو شديته هنا كمان + +265 +00:29:29,220 --> 00:29:34,500 +هذه النقطة شديته هنا tangent هذه النقطة أنا بتتبع + +266 +00:29:34,500 --> 00:29:41,520 +بكون أرخي وأرسم curve هذا بيسموه involute profile + +267 +00:29:41,520 --> 00:29:47,860 +involute profile هنا + +268 +00:29:47,860 --> 00:29:53,560 +أووضح ممكن الصورة بدأت + +269 +00:29:53,560 --> 00:29:57,540 +من عند النقطة دي الخيط كان هنابدأت أرخه مجدود يعني + +270 +00:29:57,540 --> 00:30:01,500 +اللي لازم يكون ملامس للدائرة هاي أو عملت tangent + +271 +00:30:01,500 --> 00:30:05,020 +هاي النقطة الأولى، هاي الـ tangent، هاي النقطة + +272 +00:30:05,020 --> 00:30:08,780 +الثانية، هاي الـ tangent، هاي النقطة الثالثة، هاي + +273 +00:30:08,780 --> 00:30:12,380 +الـ tangent، هاي النقطة الرابعة وهكذا فهذا الـ + +274 +00:30:12,380 --> 00:30:16,140 +curve بسمي involute curve involute curve + +275 +00:30:33,430 --> 00:30:39,290 +عند الـ two gears نحكي هذا الـ driver وهذا الـ driven + +276 +00:30:39,290 --> 00:30:46,770 +دائمًا الـ driver بدفع بنفس الاتجاه بدفع نفس الاتجاه + +277 +00:30:46,770 --> 00:30:57,650 +هذا يسمى الـ pressure line شايفين كيف بدفع هذا + +278 +00:30:57,650 --> 00:31:00,230 +الـ line أو هذا الـ pressure line + +279 +00:31:04,570 --> 00:31:08,130 +أركز عالية على اسمه هذا يعني schematic هذا ولازم + +280 +00:31:08,130 --> 00:31:12,010 +يكون فيه clearance أركز على فكرة pressure line + +281 +00:31:12,010 --> 00:31:16,530 +حاليًا أنا + +282 +00:31:16,530 --> 00:31:20,630 +عندي هنا ترس يعني عندي الـ pinion عادة الترس الصغير + +283 +00:31:20,630 --> 00:31:24,450 +بيسموه الـ pinion والترس الكبير بيسموه الـ gear + +284 +00:31:24,450 --> 00:31:26,930 +يعني pinion and gear يعني هذا pinion وهذا عياش + +285 +00:31:26,930 --> 00:31:31,950 +gear طبعًا أنا في عندي الـ pitch circle للـ pinion + +286 +00:31:34,740 --> 00:31:42,260 +وفي عندي الـ pitch circle للجير وفي عندي الـ base + +287 +00:31:42,260 --> 00:31:47,360 +circle للبنيون وعندي الـ base circle للجير الـ base + +288 +00:31:47,360 --> 00:31:52,980 +circle هي الدائرة اللي من عندها بدنا نولد الـ + +289 +00:31:52,980 --> 00:32:00,760 +involute يعني اللي هي النقطة هذه بدنا + +290 +00:32:00,760 --> 00:32:02,960 +نولد الـ involute من هذه الدائرة من هذه النقطة + +291 +00:32:03,230 --> 00:32:14,370 +معناته هذه إيش تمثل الـ base circle طبعًا + +292 +00:32:14,370 --> 00:32:19,950 +زي ما حكينا الـ addendum هذا الـ addendum الـ + +293 +00:32:19,950 --> 00:32:21,830 +addendum مع الـ pinion لازم يتساوى الـ addendum مع + +294 +00:32:21,830 --> 00:32:31,450 +الـ gear يعني هذه بتساوي هذه والـ dedendum هي + +295 +00:32:31,450 --> 00:32:31,910 +الـ dedendum + +296 +00:32:34,880 --> 00:32:41,620 +نفس إيه دي انضم الـ circle pitch للـ pinion بتساوي + +297 +00:32:41,620 --> 00:32:48,760 +الـ circle pitch للـ gear عشان يلفوا صح مع بعض لازم + +298 +00:32:48,760 --> 00:32:50,880 +الـ circle pitch للـ pinion تساوي الـ circle pitch للـ + +299 +00:32:50,880 --> 00:33:03,260 +gear طيب + +300 +00:33:08,410 --> 00:33:13,870 +يعني الـ two gears انمش هاد + +301 +00:33:13,870 --> 00:33:20,030 +الـ pitch circle بتاعة الـ bed driver وهاد الـ pitch + +302 +00:33:20,030 --> 00:33:25,490 +circle للـ driven والخط اللي واصل بين o واحد واتنين + +303 +00:33:25,490 --> 00:33:29,910 +هو line of centers واصل o واحد مع a اتنين معناته + +304 +00:33:29,910 --> 00:33:37,520 +هاد هي الـ pitch point الـ pressure line ما هي أساسًا + +305 +00:33:37,520 --> 00:33:43,780 +الـ involute generated من خط مشدود كان مماس .. مماس + +306 +00:33:43,780 --> 00:33:50,180 +كأنه .. كأنه .. كأنه الترس بيكون كأنه + +307 +00:33:50,180 --> 00:33:57,980 +أنا عندي هاي الترس و + +308 +00:33:57,980 --> 00:34:03,760 +في بينهم حبل في + +309 +00:34:03,760 --> 00:34:09,100 +بينهم حبل أضغط الحبل لو كان فيه tension بهذا + +310 +00:34:09,100 --> 00:34:16,420 +الاتجاه بلف هذا هتلف زي هيك وهذا هتلف زي هيك + +311 +00:34:16,420 --> 00:34:22,360 +النقطة التقاطع للحبل هتسمى الـ pitch point فمعناته + +312 +00:34:22,360 --> 00:34:31,180 +هذا pitch circle وهذا pitch circle عشانك هذه هي + +313 +00:34:31,180 --> 00:34:34,740 +الـ base circle هي الـ circle منها بعدين الـ involute + +314 +00:34:39,150 --> 00:34:44,570 +فمعناته دائمًا الـ force ناقل الحركة من الترس للترس + +315 +00:34:44,570 --> 00:34:49,830 +بتكون في اتجاه الخط المماس بين الـ two base circles + +316 +00:34:49,830 --> 00:34:52,270 +الـ base circle للـ pinion والجير يعني هي base + +317 +00:34:52,270 --> 00:34:55,870 +circle للـ pinion هي base circle للجير اعمل تماث + +318 +00:34:55,870 --> 00:34:58,730 +بينهم بتقاطع مع الـ line of center بيعطي نقطة الـ + +319 +00:34:58,730 --> 00:35:05,270 +pitch point ومنها برسم pitch circle لو عملت عمودي + +320 +00:35:05,270 --> 00:35:10,040 +من الـ center الـ pressure line بتكون هذه الزاوية + +321 +00:35:10,040 --> 00:35:12,900 +إيش الـ pressure line يعني هذه الزاوية هتساوي هذه + +322 +00:35:12,900 --> 00:35:20,200 +فاي وهذه فاي هذا نصف القطر نصف قطر الـ base circle + +323 +00:35:20,200 --> 00:35:24,180 +وهذا نصف قطر الـ base circle للـ pinion وهذا نصف قطر + +324 +00:35:24,180 --> 00:35:28,640 +الـ base circle للـ gear هذا الـ pitch radius للـ + +325 +00:35:28,640 --> 00:35:32,900 +pinion والـ pitch radius للـ gear لو أخذت المثلثين + +326 +00:35:36,120 --> 00:35:42,080 +O1MP و O2NP متشابهين يعني هذه الزاوية بتساوي هذه و + +327 +00:35:42,080 --> 00:35:45,460 +هذه five بتساوي هذه وهذه سنت درجة هدول متشابهين + +328 +00:35:45,460 --> 00:35:57,680 +إذا متشابهين هيكون O1M على O2N بيساوي O1P على O2P + +329 +00:35:57,680 --> 00:36:03,060 +اللي هي بتساوي الـ ratio omega 2 على omega والـ + +330 +00:36:03,060 --> 00:36:07,000 +center distance يبقى عن O واحد P زائد O اتنين P + +331 +00:36:07,000 --> 00:36:14,280 +لاحظوا في علاقة بين الـ pitch بين الـ base radius والـ + +332 +00:36:14,280 --> 00:36:20,460 +pitch radius يعني الـ R الـ base + +333 +00:36:20,460 --> 00:36:31,340 +بيساوي الـ R cosine الـ pressure angle صح؟ هذا بيساوي + +334 +00:36:31,340 --> 00:36:41,920 +طول هذا في cosine الزاوية الفاية الـ + +335 +00:36:41,920 --> 00:36:47,400 +force تأثر بهذا الاتجاه ممكن تعملها مركبة تانية + +336 +00:36:47,400 --> 00:36:56,290 +مركبة tangential مركبة radial يعني F tangential و F + +337 +00:36:56,290 --> 00:36:59,850 +Radial F Radial بيساوي الفورس الكلية في cosine الـ + +338 +00:36:59,850 --> 00:37:03,250 +pressure angle والـ F Radial بيساوي الفورس الكلية + +339 +00:37:03,250 --> 00:37:08,910 +في sin Phi الآن الـ radial component بتعمل عزم + +340 +00:37:08,910 --> 00:37:13,970 +حوالين مركز الترس لأنها بتمر في مركزه صح؟ مين اللي + +341 +00:37:13,970 --> 00:37:17,870 +بيعمل عزم؟ tangential معناته الـ torque بيساوي الـ + +342 +00:37:17,870 --> 00:37:21,510 +tangential force في الـ radius بتاع الـ gear + +343 +00:37:21,510 --> 00:37:31,170 +tangential force في الـ radius بتاع الـ gear لو + +344 +00:37:31,170 --> 00:37:36,770 +بده أعمل مقارنة بين الـ .. الـ involute gears والـ + +345 +00:37:36,770 --> 00:37:41,810 +cycloidal gears في التركيب مركب الـ involute gears + +346 +00:37:41,810 --> 00:37:44,630 +لو الـ center distance يعني مثلًا هي مركز ومركز + +347 +00:37:44,630 --> 00:37:50,190 +يعني .. يعني مركبتهش صح يعني مثلًا كام هو الـ .. + +348 +00:37:50,190 --> 00:37:52,410 +عشرين sound صار مثلًا عشرين ونص + +349 +00:37:55,460 --> 00:37:59,780 +بتظل الحركة صح بس الـ actual pressure angle بتصير + +350 +00:37:59,780 --> 00:38:06,580 +مختلفة يعني بتظل محافظة على الحركة صح في حالة الـ + +351 +00:38:06,580 --> 00:38:12,660 +psychological gears لازم أحافظ الـ center exact + +352 +00:38:12,660 --> 00:38:19,580 +otherwise بيصير vibration وبيصير خرابيش كتير الـ + +353 +00:38:19,580 --> 00:38:24,240 +pressure angle من بداية الـ engagement لنهاية الـ + +354 +00:38:24,240 --> 00:38:29,220 +engagement constant الـ pressure angle في حالة + +355 +00:38:29,220 --> 00:38:37,900 +السيكلويديال gears بتبدأ maximum بتوصل minimum أو + +356 +00:38:37,900 --> 00:38:42,460 +zero عند الـ pitch point بعدين ترجع يزيد لما .. لما + +357 +00:38:42,460 --> 00:38:45,240 +يخرج السنامي يخرج ويطلع من بعض بترجع maximum + +358 +00:38:45,240 --> 00:38:50,990 +يعني بتبدأ يعني الـ pressure angle مش constant طوال + +359 +00:38:50,990 --> 00:38:53,550 +فترة الـ engagement بدا تدخل وتدخل الـ stand ببعض + +360 +00:38:53,550 --> 00:38:56,790 +لحد خروجهم بتكونش ثابتة لكن الـ pressure angle في + +361 +00:38:56,790 --> 00:39:05,930 +حالة الـ involute gears بتكون ثابتة الآن + +362 +00:39:05,930 --> 00:39:12,700 +في حالة الـ involute .. الـ involute حكينا يعني الـ + +363 +00:39:12,700 --> 00:39:19,580 +curve الجزء الأعلى الـ pitch circle بسميه الـ face والـ + +364 +00:39:19,580 --> 00:39:23,240 +الجزء من الـ curve اللي تحت الـ pitch circle بسميه + +365 +00:39:23,240 --> 00:39:27,920 +الـ flank الـ face والـ flank نفس الـ curve curve + +366 +00:39:27,920 --> 00:39:32,700 +واحد اللي هو إيش involute في حالة الـcycloid يعني + +367 +00:39:32,700 --> 00:39:36,020 +الـ curve مش curve واحد two curves واحد avocycloid + +368 +00:39:36,020 --> 00:39:41,770 +واحد hypocycloid يعني two gears واحد إيبي سايكلويد + +369 +00:39:41,770 --> 00:39:45,650 +واحد إيبي أهايفو سايكلويد الـ envelope gears + +370 +00:39:45,650 --> 00:39:55,770 +تصنيعها أسهل من تصنيع الـ psychological gears الآن + +371 +00:39:55,770 --> 00:39:58,510 +عدد الأسنان في الـ envelope gears إذا قل عن عدد + +372 +00:39:58,510 --> 00:40:03,790 +معين الأسنان بتغرز في بعض بيصير السن اللي driven + +373 +00:40:03,790 --> 00:40:08,700 +السن اللي driven سيرتوكل في أسنان الـ driver يسموه + +374 +00:40:08,700 --> 00:40:13,040 +interference تداخل بتغرز وبعض ففي حد أدنى للأسنان + +375 +00:40:13,040 --> 00:40:16,920 +عشان ما يصيرش انغراز في حد أدنى للأسنان عشان ما يصيرش + +376 +00:40:16,920 --> 00:40:20,960 +انغراز لكن في حالة الـcycloid الـ gears ممكن يكون + +377 +00:40:20,960 --> 00:40:25,440 +الترس بس سنين مهمش الحالة يعني .. يعني ممكن يكون + +378 +00:40:25,440 --> 00:40:27,980 +أسنان وما يصيرش interference يعني ما فيش مشكلة + +379 +00:40:27,980 --> 00:4 \ No newline at end of file diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/o591fuSblR4_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/o591fuSblR4_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..6cb9c5d1ca70428d73ba774cc4b5c25a9cebf733 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/o591fuSblR4_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 3157, "start": 5.33, "end": 31.57, "text": "السلام عليكم و رحمة الله و بركاته اليوم 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"end": 722.57, "word": " لحظة", "probability": 0.9638671875}, {"start": 722.57, "end": 723.41, "word": " لحظة", "probability": 0.9898681640625}], "temperature": 1.0}, {"id": 26, "seek": 75958, "start": 745.28, "end": 759.58, "text": "هذا الخط التاني وهذه الديارة اذا كنت تتقاطع من الخط هذا هي نقطة واضح؟ نمشي شوية", "tokens": [3224, 15730, 33962, 9566, 16712, 7649, 1829, 37037, 24192, 2423, 16254, 9640, 3660, 1975, 15730, 9122, 29399, 6055, 2655, 4587, 41193, 3615, 9154, 33962, 9566, 23758, 39896, 8717, 47432, 3660, 4032, 46958, 5016, 22807, 8717, 2304, 8592, 1829, 13412, 2407, 10632], "avg_logprob": -0.4561011918953487, "compression_ratio": 1.43, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 745.28, "end": 745.92, "word": "هذا", "probability": 0.48974609375}, {"start": 745.92, "end": 746.28, "word": " الخط", "probability": 0.872802734375}, {"start": 746.28, "end": 747.4, "word": " التاني", "probability": 0.8308919270833334}, {"start": 747.4, "end": 751.06, "word": " 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1164.42, "word": " الفيديو", "probability": 0.9266357421875}, {"start": 1164.42, "end": 1168.36, "word": " نقلب", "probability": 0.4141438802083333}, {"start": 1168.36, "end": 1168.36, "word": " في", "probability": 0.7822265625}, {"start": 1168.36, "end": 1172.3, "word": " الضوء", "probability": 0.9700927734375}], "temperature": 1.0}, {"id": 40, "seek": 121274, "start": 1188.0, "end": 1212.74, "text": "خليني أعمل إيقاف يعني لاحظوا هنا في دائرة هذه تمثل الترس الكبير وهذه دائرة تمثل الترس الصغير يعني هذه ال pitch circle للترس الصغير وهذه ال pitch circle للترس الكبير وفي دائرة حمرة هنا نفس كتر هذه هي جاية هنا مش مبينة", "tokens": [9778, 1211, 9957, 1829, 5551, 25957, 1211, 11933, 1829, 4587, 31845, 37495, 22653, 20193, 5016, 19913, 14407, 34105, 8978, 11778, 16373, 25720, 29538, 46811, 12984, 1211, 16712, 2288, 3794, 33251, 3555, 13546, 37037, 24192, 11778, 16373, 25720, 46811, 12984, 1211, 16712, 2288, 3794, 31767, 17082, 13546, 37495, 22653, 29538, 2423, 7293, 6329, 24976, 2655, 2288, 3794, 31767, 17082, 13546, 37037, 24192, 2423, 7293, 6329, 24976, 2655, 2288, 3794, 33251, 3555, 13546, 4032, 41185, 11778, 16373, 25720, 11331, 2304, 25720, 34105, 8717, 36178, 9122, 2655, 2288, 29538, 39896, 10874, 995, 10632, 34105, 37893, 3714, 3555, 9957, 3660], "avg_logprob": -0.24758375305490396, "compression_ratio": 2.0847457627118646, "no_speech_prob": 0.0, "words": [{"start": 1188.0, "end": 1188.4, "word": "خليني", "probability": 0.805908203125}, {"start": 1188.4, "end": 1188.8, "word": " أعمل", "probability": 0.5429280598958334}, {"start": 1188.8, "end": 1189.4, "word": " إيقاف", "probability": 0.8157958984375}, {"start": 1189.4, "end": 1191.96, "word": " يعني", "probability": 0.790283203125}, {"start": 1191.96, "end": 1192.38, "word": " لاحظوا", "probability": 0.84588623046875}, {"start": 1192.38, "end": 1192.52, "word": " هنا", "probability": 0.90625}, {"start": 1192.52, "end": 1192.76, "word": " في", "probability": 0.8330078125}, {"start": 1192.76, "end": 1193.4, "word": " دائرة", "probability": 0.9443359375}, {"start": 1193.4, "end": 1194.92, "word": " هذه", "probability": 0.2227783203125}, {"start": 1194.92, "end": 1195.48, "word": " تمثل", "probability": 0.81640625}, {"start": 1195.48, "end": 1195.8, "word": " الترس", "probability": 0.7384440104166666}, {"start": 1195.8, "end": 1196.32, "word": " الكبير", "probability": 0.9803059895833334}, {"start": 1196.32, "end": 1197.92, "word": " وهذه", "probability": 0.579833984375}, {"start": 1197.92, "end": 1198.14, "word": " دائرة", "probability": 0.79736328125}, {"start": 1198.14, "end": 1198.64, "word": " تمثل", "probability": 0.9763997395833334}, {"start": 1198.64, "end": 1199.0, "word": " الترس", "probability": 0.9876302083333334}, {"start": 1199.0, "end": 1199.44, "word": " الصغير", "probability": 0.8722330729166666}, {"start": 1199.44, "end": 1199.9, "word": " يعني", "probability": 0.754638671875}, {"start": 1199.9, "end": 1200.14, "word": " هذه", "probability": 0.58447265625}, {"start": 1200.14, "end": 1200.28, "word": " ال", "probability": 0.74658203125}, {"start": 1200.28, "end": 1200.46, "word": " pitch", "probability": 0.80712890625}, {"start": 1200.46, "end": 1200.82, "word": " circle", "probability": 0.94384765625}, {"start": 1200.82, "end": 1201.2, "word": " للترس", "probability": 0.85101318359375}, {"start": 1201.2, "end": 1201.64, "word": " الصغير", "probability": 0.982421875}, {"start": 1201.64, "end": 1202.62, "word": " وهذه", "probability": 0.7451171875}, {"start": 1202.62, "end": 1202.76, "word": " ال", "probability": 0.8974609375}, {"start": 1202.76, "end": 1202.96, "word": " pitch", "probability": 0.900390625}, {"start": 1202.96, "end": 1203.38, "word": " circle", "probability": 0.9462890625}, {"start": 1203.38, "end": 1203.76, "word": " للترس", "probability": 0.9783935546875}, {"start": 1203.76, "end": 1204.14, "word": " الكبير", "probability": 0.9873046875}, {"start": 1204.14, "end": 1204.44, "word": " وفي", "probability": 0.807373046875}, {"start": 1204.44, "end": 1204.84, "word": " دائرة", "probability": 0.9763997395833334}, {"start": 1204.84, "end": 1205.28, "word": " حمرة", "probability": 0.8151041666666666}, {"start": 1205.28, "end": 1205.66, "word": " هنا", "probability": 0.7548828125}, {"start": 1205.66, "end": 1206.02, "word": " نفس", "probability": 0.97216796875}, {"start": 1206.02, "end": 1206.4, "word": " كتر", "probability": 0.702880859375}, {"start": 1206.4, "end": 1206.72, "word": " هذه", "probability": 0.57080078125}, {"start": 1206.72, "end": 1207.3, "word": " هي", "probability": 0.304443359375}, {"start": 1207.3, "end": 1207.56, "word": " جاية", "probability": 0.8092447916666666}, {"start": 1207.56, "end": 1208.32, "word": " هنا", "probability": 0.95361328125}, {"start": 1208.32, "end": 1212.22, "word": " مش", "probability": 0.93701171875}, {"start": 1212.22, "end": 1212.74, "word": " مبينة", "probability": 0.714752197265625}], "temperature": 1.0}, {"id": 41, "seek": 124076, "start": 1217.06, "end": 1240.76, "text": "الان هو هيعمل حيدحرج لحظة مش مبين الاشيء عندي دائرة حمرة", "tokens": [6027, 7649, 31439, 39896, 25957, 1211, 11331, 25708, 5016, 47341, 5296, 5016, 19913, 3660, 37893, 3714, 3555, 9957, 2423, 33599, 1829, 38207, 18871, 16254, 11778, 16373, 25720, 11331, 2304, 25720], "avg_logprob": -0.3185484005558875, "compression_ratio": 1.2142857142857142, "no_speech_prob": 0.0, "words": [{"start": 1217.06, "end": 1217.5, "word": "الان", "probability": 0.72705078125}, {"start": 1217.5, "end": 1217.72, "word": " هو", "probability": 0.77099609375}, {"start": 1217.72, "end": 1219.7, "word": " هيعمل", "probability": 0.90380859375}, {"start": 1219.7, "end": 1225.26, "word": " حيدحرج", "probability": 0.71234130859375}, {"start": 1225.26, "end": 1231.28, "word": " لحظة", "probability": 0.879638671875}, {"start": 1231.28, "end": 1231.46, "word": " مش", "probability": 0.95458984375}, {"start": 1231.46, "end": 1231.84, "word": " مبين", "probability": 0.537109375}, {"start": 1231.84, "end": 1235.66, "word": " الاشيء", "probability": 0.63031005859375}, {"start": 1235.66, "end": 1240.0, "word": " عندي", "probability": 0.76953125}, {"start": 1240.0, "end": 1240.32, "word": " دائرة", "probability": 0.9767252604166666}, {"start": 1240.32, "end": 1240.76, "word": " حمرة", "probability": 0.7705078125}], "temperature": 1.0}, {"id": 42, "seek": 127539, "start": 1246.35, "end": 1275.39, "text": "هيبدأ تحرج واحدة منهم طبعا هو بيحكي هذه وهذه هتمثل pitch circles لتو جيل هذي pitch circle و pitch circle لأنه هيعمل generate للسن لcycloid يالتي مكوّمة من two parts واحد Epicycloid واحد Hypocycloid", "tokens": [3224, 1829, 44510, 10721, 6055, 5016, 47341, 36764, 24401, 3660, 9154, 16095, 23032, 3555, 3615, 995, 31439, 4724, 1829, 5016, 4117, 1829, 29538, 37037, 24192, 8032, 2655, 2304, 12984, 1211, 7293, 13040, 5296, 2655, 2407, 10874, 26895, 8032, 8848, 1829, 7293, 6329, 4032, 7293, 6329, 5296, 33456, 3224, 39896, 25957, 1211, 8460, 24976, 3794, 1863, 5296, 1344, 66, 752, 327, 7251, 6027, 31371, 3714, 4117, 2407, 11703, 46007, 9154, 732, 3166, 36764, 24401, 9970, 2632, 66, 752, 327, 36764, 24401, 5701, 2259, 1344, 66, 752, 327], "avg_logprob": -0.33207614942528735, "compression_ratio": 1.521505376344086, "no_speech_prob": 0.0, "words": [{"start": 1246.35, "end": 1246.71, "word": "هيبدأ", "probability": 0.8841552734375}, {"start": 1246.71, "end": 1247.15, "word": " تحرج", "probability": 0.89111328125}, {"start": 1247.15, "end": 1247.53, "word": " واحدة", "probability": 0.97119140625}, {"start": 1247.53, "end": 1249.15, "word": " منهم", "probability": 0.956298828125}, {"start": 1249.15, "end": 1256.01, "word": " طبعا", "probability": 0.940185546875}, {"start": 1256.01, "end": 1256.11, "word": " هو", "probability": 0.86181640625}, {"start": 1256.11, "end": 1256.45, "word": " بيحكي", "probability": 0.96259765625}, {"start": 1256.45, "end": 1256.77, "word": " هذه", "probability": 0.5078125}, {"start": 1256.77, "end": 1257.53, "word": " وهذه", "probability": 0.5302734375}, {"start": 1257.53, "end": 1257.95, "word": " هتمثل", "probability": 0.8078125}, {"start": 1257.95, "end": 1258.21, "word": " pitch", "probability": 0.6376953125}, {"start": 1258.21, "end": 1258.79, "word": " circles", "probability": 0.66748046875}, {"start": 1258.79, "end": 1259.21, "word": " لتو", "probability": 0.6048177083333334}, {"start": 1259.21, "end": 1259.47, "word": " جيل", "probability": 0.690185546875}, {"start": 1259.47, "end": 1259.83, "word": " هذي", "probability": 0.5131022135416666}, {"start": 1259.83, "end": 1259.97, "word": " pitch", "probability": 0.826171875}, {"start": 1259.97, "end": 1260.43, "word": " circle", "probability": 0.9111328125}, {"start": 1260.43, "end": 1261.03, "word": " و", "probability": 0.9326171875}, {"start": 1261.03, "end": 1261.23, "word": " pitch", "probability": 0.88916015625}, {"start": 1261.23, "end": 1261.73, "word": " circle", "probability": 0.95263671875}, {"start": 1261.73, "end": 1262.69, "word": " لأنه", "probability": 0.6560872395833334}, {"start": 1262.69, "end": 1263.09, "word": " هيعمل", "probability": 0.8621419270833334}, {"start": 1263.09, "end": 1263.65, "word": " generate", "probability": 0.9140625}, {"start": 1263.65, "end": 1266.35, "word": " للسن", "probability": 0.6141764322916666}, {"start": 1266.35, "end": 1267.09, "word": " لcycloid", "probability": 0.6337158203125}, {"start": 1267.09, "end": 1267.39, "word": " يالتي", "probability": 0.7425130208333334}, {"start": 1267.39, "end": 1267.91, "word": " مكوّمة", "probability": 0.599462890625}, {"start": 1267.91, "end": 1268.51, "word": " من", "probability": 0.9921875}, {"start": 1268.51, "end": 1268.95, "word": " two", "probability": 0.78955078125}, {"start": 1268.95, "end": 1273.03, "word": " parts", "probability": 0.485595703125}, {"start": 1273.03, "end": 1273.37, "word": " واحد", "probability": 0.9150390625}, {"start": 1273.37, "end": 1274.21, "word": " Epicycloid", "probability": 0.77076416015625}, {"start": 1274.21, "end": 1274.33, "word": " واحد", "probability": 0.5595703125}, {"start": 1274.33, "end": 1275.39, "word": " Hypocycloid", "probability": 0.8429361979166666}], "temperature": 1.0}, {"id": 43, "seek": 131184, "start": 1283.34, "end": 1311.84, "text": "هو بيعمل في ال parameters الدائرة البرا بتعمله Epicycloid", "tokens": [3224, 2407, 4724, 1829, 25957, 1211, 8978, 2423, 9834, 32748, 16373, 25720, 29739, 23557, 39894, 25957, 43761, 9970, 2632, 66, 752, 327], "avg_logprob": -0.34578804866127344, "compression_ratio": 1.048780487804878, "no_speech_prob": 0.0, "words": [{"start": 1283.34, "end": 1283.64, "word": "هو", "probability": 0.82470703125}, {"start": 1283.64, "end": 1284.14, "word": " بيعمل", "probability": 0.652923583984375}, {"start": 1284.14, "end": 1284.62, "word": " في", "probability": 0.6044921875}, {"start": 1284.62, "end": 1284.74, "word": " ال", "probability": 0.77001953125}, {"start": 1284.74, "end": 1285.32, "word": " parameters", "probability": 0.759765625}, {"start": 1285.32, "end": 1308.98, "word": " الدائرة", "probability": 0.83984375}, {"start": 1308.98, "end": 1309.5, "word": " البرا", "probability": 0.519775390625}, {"start": 1309.5, "end": 1310.84, "word": " بتعمله", "probability": 0.8235677083333334}, {"start": 1310.84, "end": 1311.84, "word": " Epicycloid", "probability": 0.838134765625}], "temperature": 1.0}, {"id": 44, "seek": 133812, "start": 1312.38, "end": 1338.12, "text": "الدقرة من الداخل تعمل هايبو سايكلويد دعوني أعمل إيقاف عمل two curves هاي curve و curve تاني ال curve هدا ال ipicycloid ناتج أنت تخرج الدقرة هذه حوالين الدقرة الكبيرة", "tokens": [6027, 3215, 4587, 25720, 9154, 32748, 47283, 1211, 6055, 25957, 1211, 8032, 47302, 3555, 2407, 8608, 47302, 28820, 2407, 25708, 11778, 3615, 11536, 1829, 5551, 25957, 1211, 11933, 1829, 4587, 31845, 6225, 42213, 732, 19490, 8032, 47302, 7605, 4032, 7605, 6055, 7649, 1829, 2423, 7605, 8032, 28259, 2423, 28501, 2632, 66, 752, 327, 8717, 9307, 7435, 14739, 2655, 6055, 34740, 7435, 32748, 4587, 25720, 29538, 11331, 2407, 6027, 9957, 32748, 4587, 25720, 33251, 3555, 48923], "avg_logprob": -0.4317434210526316, "compression_ratio": 1.598802395209581, "no_speech_prob": 0.0, "words": [{"start": 1312.38, "end": 1312.88, "word": "الدقرة", "probability": 0.59796142578125}, {"start": 1312.88, "end": 1313.02, "word": " من", "probability": 0.9619140625}, {"start": 1313.02, "end": 1313.16, "word": " الداخل", "probability": 0.770263671875}, {"start": 1313.16, "end": 1313.46, "word": " تعمل", "probability": 0.75}, {"start": 1313.46, "end": 1315.44, "word": " هايبو", "probability": 0.540374755859375}, {"start": 1315.44, "end": 1316.48, "word": " سايكلويد", "probability": 0.8388671875}, {"start": 1316.48, "end": 1316.76, "word": " دعوني", "probability": 0.5008544921875}, {"start": 1316.76, "end": 1316.92, "word": " أعمل", "probability": 0.6495768229166666}, {"start": 1316.92, "end": 1317.44, "word": " إيقاف", "probability": 0.790283203125}, {"start": 1317.44, "end": 1319.84, "word": " عمل", "probability": 0.6173095703125}, {"start": 1319.84, "end": 1320.44, "word": " two", "probability": 0.482177734375}, {"start": 1320.44, "end": 1320.94, "word": " curves", "probability": 0.94140625}, {"start": 1320.94, "end": 1322.62, "word": " هاي", "probability": 0.5938720703125}, {"start": 1322.62, "end": 1323.16, "word": " curve", "probability": 0.8857421875}, {"start": 1323.16, "end": 1326.22, "word": " و", "probability": 0.75634765625}, {"start": 1326.22, "end": 1326.52, "word": " curve", "probability": 0.9501953125}, {"start": 1326.52, "end": 1327.3, "word": " تاني", "probability": 0.8707682291666666}, {"start": 1327.3, "end": 1330.48, "word": " ال", "probability": 0.494384765625}, {"start": 1330.48, "end": 1330.82, "word": " curve", "probability": 0.9716796875}, {"start": 1330.82, "end": 1331.0, "word": " هدا", "probability": 0.396240234375}, {"start": 1331.0, "end": 1331.14, "word": " ال", "probability": 0.70849609375}, {"start": 1331.14, "end": 1331.92, "word": " ipicycloid", "probability": 0.44857177734375}, {"start": 1331.92, "end": 1332.68, "word": " ناتج", "probability": 0.9060872395833334}, {"start": 1332.68, "end": 1334.28, "word": " أنت", "probability": 0.61474609375}, {"start": 1334.28, "end": 1334.64, "word": " تخرج", "probability": 0.83447265625}, {"start": 1334.64, "end": 1335.04, "word": " الدقرة", "probability": 0.935546875}, {"start": 1335.04, "end": 1335.82, "word": " هذه", "probability": 0.7861328125}, {"start": 1335.82, "end": 1337.46, "word": " حوالين", "probability": 0.844970703125}, {"start": 1337.46, "end": 1337.68, "word": " الدقرة", "probability": 0.96484375}, {"start": 1337.68, "end": 1338.12, "word": " الكبيرة", "probability": 0.9837239583333334}], "temperature": 1.0}, {"id": 45, "seek": 136733, "start": 1340.43, "end": 1367.33, "text": "وال hypocycloid ناجح أن تتحرج هذه حوالين الكبيرة عشان تصير ال engagement صح يعني لاحظوا هذه .. هذه generate hypocycloid وهذه مع الكبيرة generate hypocycloid هذه مع هذه", "tokens": [2407, 6027, 7420, 31078, 66, 752, 327, 8717, 26108, 5016, 14739, 6055, 2655, 5016, 47341, 29538, 11331, 2407, 6027, 9957, 33251, 3555, 48923, 6225, 8592, 7649, 6055, 9381, 13546, 2423, 8742, 20328, 5016, 37495, 22653, 20193, 5016, 19913, 14407, 29538, 4386, 29538, 8460, 7420, 31078, 66, 752, 327, 37037, 24192, 20449, 33251, 3555, 48923, 8460, 7420, 31078, 66, 752, 327, 29538, 20449, 29538], "avg_logprob": -0.2517089922912419, "compression_ratio": 1.662162162162162, "no_speech_prob": 0.0, "words": [{"start": 1340.43, "end": 1340.97, "word": "وال", "probability": 0.71923828125}, {"start": 1340.97, "end": 1341.93, "word": " hypocycloid", "probability": 0.73681640625}, {"start": 1341.93, "end": 1342.91, "word": " ناجح", "probability": 0.7179361979166666}, {"start": 1342.91, "end": 1343.01, "word": " أن", "probability": 0.348876953125}, {"start": 1343.01, "end": 1343.45, "word": " تتحرج", "probability": 0.726806640625}, {"start": 1343.45, "end": 1343.85, "word": " هذه", "probability": 0.83740234375}, {"start": 1343.85, "end": 1344.97, "word": " حوالين", "probability": 0.9334716796875}, {"start": 1344.97, "end": 1345.45, "word": " الكبيرة", "probability": 0.9423828125}, {"start": 1345.45, "end": 1349.37, "word": " عشان", "probability": 0.9812825520833334}, {"start": 1349.37, "end": 1349.65, "word": " تصير", "probability": 0.76318359375}, {"start": 1349.65, "end": 1349.75, "word": " ال", "probability": 0.94873046875}, {"start": 1349.75, "end": 1350.09, "word": " engagement", "probability": 0.93505859375}, {"start": 1350.09, "end": 1350.81, "word": " صح", "probability": 0.9833984375}, {"start": 1350.81, "end": 1351.47, "word": " يعني", "probability": 0.8525390625}, {"start": 1351.47, "end": 1352.05, "word": " لاحظوا", "probability": 0.888671875}, {"start": 1352.05, "end": 1353.61, "word": " هذه", "probability": 0.8388671875}, {"start": 1353.61, "end": 1354.25, "word": " ..", "probability": 0.2333984375}, {"start": 1354.25, "end": 1355.61, "word": " هذه", "probability": 0.78564453125}, {"start": 1355.61, "end": 1356.77, "word": " generate", "probability": 0.32421875}, {"start": 1356.77, "end": 1357.85, "word": " hypocycloid", "probability": 0.7781494140625}, {"start": 1357.85, "end": 1359.67, "word": " وهذه", "probability": 0.74609375}, {"start": 1359.67, "end": 1359.93, "word": " مع", "probability": 0.9814453125}, {"start": 1359.93, "end": 1360.31, "word": " الكبيرة", "probability": 0.8264973958333334}, {"start": 1360.31, "end": 1360.81, "word": " generate", "probability": 0.8662109375}, {"start": 1360.81, "end": 1362.05, "word": " hypocycloid", "probability": 0.93134765625}, {"start": 1362.05, "end": 1365.21, "word": " هذه", "probability": 0.93359375}, {"start": 1365.21, "end": 1366.87, "word": " مع", "probability": 0.94140625}, {"start": 1366.87, "end": 1367.33, "word": " هذه", "probability": 0.95361328125}], "temperature": 1.0}, {"id": 46, "seek": 139776, "start": 1369.34, "end": 1397.76, "text": "بتعمل Epicycloid وهدي مع هدي بتعمل إيش Hypocycloid الآن في حالة السيكلويد كيكجيرز بيكون واحد من التروس في التلامس واحد من التروس بيكون Epicycloid والتان بيكون Hypocycloid او العكس يعني ده بيكون التلامس سطح محدد مع سطح مقعر خلي أعمل الترسين مع بعض", "tokens": [3555, 2655, 25957, 1211, 9970, 2632, 66, 752, 327, 37037, 16254, 20449, 8032, 16254, 39894, 25957, 1211, 11933, 1829, 8592, 5701, 2259, 1344, 66, 752, 327, 6024, 48506, 8978, 11331, 6027, 3660, 21136, 1829, 28820, 2407, 25708, 9122, 1829, 4117, 7435, 13546, 11622, 4724, 1829, 30544, 36764, 24401, 9154, 16712, 32887, 3794, 8978, 16712, 37440, 3794, 36764, 24401, 9154, 16712, 32887, 3794, 4724, 1829, 30544, 9970, 2632, 66, 752, 327, 16070, 2655, 7649, 4724, 1829, 30544, 5701, 2259, 1344, 66, 752, 327, 1975, 2407, 18863, 4117, 3794, 37495, 22653, 11778, 3224, 4724, 1829, 30544, 16712, 37440, 3794, 8608, 9566, 5016, 3714, 24401, 3215, 20449, 8608, 9566, 5016, 3714, 4587, 3615, 2288, 16490, 20292, 5551, 25957, 1211, 16712, 2288, 3794, 9957, 20449, 45030, 11242], "avg_logprob": -0.25113408435736934, "compression_ratio": 2.0098522167487687, "no_speech_prob": 0.0, "words": [{"start": 1369.34, "end": 1369.84, "word": "بتعمل", "probability": 0.86328125}, {"start": 1369.84, "end": 1370.78, "word": " Epicycloid", "probability": 0.805224609375}, {"start": 1370.78, "end": 1372.1, "word": " وهدي", "probability": 0.3348388671875}, {"start": 1372.1, "end": 1372.5, "word": " مع", "probability": 0.8837890625}, {"start": 1372.5, "end": 1372.82, "word": " هدي", "probability": 0.692626953125}, {"start": 1372.82, "end": 1373.24, "word": " بتعمل", "probability": 0.9505208333333334}, {"start": 1373.24, "end": 1373.6, "word": " إيش", "probability": 0.637451171875}, {"start": 1373.6, "end": 1375.94, "word": " Hypocycloid", "probability": 0.7882080078125}, {"start": 1375.94, "end": 1376.94, "word": " الآن", "probability": 0.69873046875}, {"start": 1376.94, "end": 1378.92, "word": " في", "probability": 0.89453125}, {"start": 1378.92, "end": 1379.26, "word": " حالة", "probability": 0.9734700520833334}, {"start": 1379.26, "end": 1379.58, "word": " السيكلويد", "probability": 0.63319091796875}, {"start": 1379.58, "end": 1380.74, "word": " كيكجيرز", "probability": 0.6509602864583334}, {"start": 1380.74, "end": 1381.32, "word": " بيكون", "probability": 0.9539388020833334}, {"start": 1381.32, "end": 1383.86, "word": " واحد", "probability": 0.90185546875}, {"start": 1383.86, "end": 1384.0, "word": " من", "probability": 0.927734375}, {"start": 1384.0, "end": 1384.52, "word": " التروس", "probability": 0.8126627604166666}, {"start": 1384.52, "end": 1384.76, "word": " في", "probability": 0.8134765625}, {"start": 1384.76, "end": 1385.32, "word": " التلامس", "probability": 0.8258463541666666}, {"start": 1385.32, "end": 1385.54, "word": " واحد", "probability": 0.8828125}, {"start": 1385.54, "end": 1385.62, "word": " من", "probability": 0.98291015625}, {"start": 1385.62, "end": 1385.78, "word": " التروس", "probability": 0.9864908854166666}, {"start": 1385.78, "end": 1386.06, "word": " بيكون", "probability": 0.9443359375}, {"start": 1386.06, "end": 1386.98, "word": " Epicycloid", "probability": 0.960546875}, {"start": 1386.98, "end": 1388.08, "word": " والتان", "probability": 0.7156575520833334}, {"start": 1388.08, "end": 1388.34, "word": " بيكون", "probability": 0.8513997395833334}, {"start": 1388.34, "end": 1389.28, "word": " Hypocycloid", "probability": 0.9427897135416666}, {"start": 1389.28, "end": 1389.74, "word": " او", "probability": 0.707275390625}, {"start": 1389.74, "end": 1390.06, "word": " العكس", "probability": 0.97509765625}, {"start": 1390.06, "end": 1390.22, "word": " يعني", "probability": 0.794189453125}, {"start": 1390.22, "end": 1390.36, "word": " ده", "probability": 0.60888671875}, {"start": 1390.36, "end": 1390.68, "word": " بيكون", "probability": 0.8238932291666666}, {"start": 1390.68, "end": 1391.14, "word": " التلامس", "probability": 0.785888671875}, {"start": 1391.14, "end": 1391.54, "word": " سطح", "probability": 0.8883463541666666}, {"start": 1391.54, "end": 1392.34, "word": " محدد", "probability": 0.8828125}, {"start": 1392.34, "end": 1393.12, "word": " مع", "probability": 0.98486328125}, {"start": 1393.12, "end": 1393.6, "word": " سطح", "probability": 0.9921875}, {"start": 1393.6, "end": 1394.58, "word": " مقعر", "probability": 0.9605712890625}, {"start": 1394.58, "end": 1396.48, "word": " خلي", "probability": 0.720947265625}, {"start": 1396.48, "end": 1396.8, "word": " أعمل", "probability": 0.5758463541666666}, {"start": 1396.8, "end": 1397.2, "word": " الترسين", "probability": 0.8505859375}, {"start": 1397.2, "end": 1397.36, "word": " مع", "probability": 0.994140625}, {"start": 1397.36, "end": 1397.76, "word": " بعض", "probability": 0.9931640625}], "temperature": 1.0}, {"id": 47, "seek": 144103, "start": 1415.47, "end": 1441.03, "text": "لسه ماعملش الترس التانى لان حتى ده هحرج الدائرة اللى هنا مع الدائرة مع الدائرة هذه اللى تمثل الترس الصغير عشان نفسه على Epicycloid", "tokens": [1211, 3794, 3224, 19446, 25957, 1211, 8592, 16712, 2288, 3794, 16712, 7649, 7578, 5296, 7649, 11331, 49975, 11778, 3224, 8032, 5016, 47341, 32748, 16373, 25720, 13672, 7578, 34105, 20449, 32748, 16373, 25720, 20449, 32748, 16373, 25720, 29538, 13672, 7578, 46811, 12984, 1211, 16712, 2288, 3794, 31767, 17082, 13546, 6225, 8592, 7649, 8717, 36178, 3224, 15844, 9970, 2632, 66, 752, 327], "avg_logprob": -0.21734118461608887, "compression_ratio": 1.6569343065693432, "no_speech_prob": 0.0, "words": [{"start": 1415.47, "end": 1415.93, "word": "لسه", "probability": 0.8606770833333334}, {"start": 1415.93, "end": 1416.71, "word": " ماعملش", "probability": 0.9158935546875}, {"start": 1416.71, "end": 1417.07, "word": " الترس", "probability": 0.5651652018229166}, {"start": 1417.07, "end": 1418.21, "word": " التانى", "probability": 0.8644205729166666}, {"start": 1418.21, "end": 1431.71, "word": " لان", "probability": 0.70751953125}, {"start": 1431.71, "end": 1431.95, "word": " حتى", "probability": 0.584228515625}, {"start": 1431.95, "end": 1432.05, "word": " ده", "probability": 0.966552734375}, {"start": 1432.05, "end": 1432.35, "word": " هحرج", "probability": 0.7501627604166666}, {"start": 1432.35, "end": 1432.81, "word": " الدائرة", "probability": 0.9837239583333334}, {"start": 1432.81, "end": 1432.99, "word": " اللى", "probability": 0.92724609375}, {"start": 1432.99, "end": 1433.33, "word": " هنا", "probability": 0.466552734375}, {"start": 1433.33, "end": 1434.35, "word": " مع", "probability": 0.97998046875}, {"start": 1434.35, "end": 1434.93, "word": " الدائرة", "probability": 0.9876302083333334}, {"start": 1434.93, "end": 1436.29, "word": " مع", "probability": 0.69677734375}, {"start": 1436.29, "end": 1436.71, "word": " الدائرة", "probability": 0.9895833333333334}, {"start": 1436.71, "end": 1437.09, "word": " هذه", "probability": 0.68603515625}, {"start": 1437.09, "end": 1437.27, "word": " اللى", "probability": 0.9150390625}, {"start": 1437.27, "end": 1437.61, "word": " تمثل", "probability": 0.89453125}, {"start": 1437.61, "end": 1437.93, "word": " الترس", "probability": 0.9817708333333334}, {"start": 1437.93, "end": 1438.47, "word": " الصغير", "probability": 0.9571940104166666}, {"start": 1438.47, "end": 1439.37, "word": " عشان", "probability": 0.966796875}, {"start": 1439.37, "end": 1439.61, "word": " نفسه", "probability": 0.6219075520833334}, {"start": 1439.61, "end": 1439.79, "word": " على", "probability": 0.89990234375}, {"start": 1439.79, "end": 1441.03, "word": " Epicycloid", "probability": 0.7930908203125}], "temperature": 1.0}, {"id": 48, "seek": 146946, "start": 1442.52, "end": 1469.46, "text": "و الديارة هذه مع ال ترس هذا عشان نعمل ليه hypocycloid لأن هعمل generation بالتوازي تانين مع بعض حاليا لحظة شوية عمل ال graph ألوان مش مساعدة", "tokens": [2407, 2423, 16254, 9640, 3660, 29538, 20449, 2423, 6055, 2288, 3794, 23758, 6225, 8592, 7649, 8717, 25957, 1211, 32239, 3224, 2477, 2259, 1344, 66, 752, 327, 5296, 33456, 8032, 25957, 1211, 5125, 20666, 2655, 2407, 31377, 1829, 6055, 7649, 9957, 20449, 45030, 11242, 11331, 6027, 25528, 5296, 5016, 19913, 3660, 13412, 2407, 10632, 6225, 42213, 2423, 4295, 5551, 1211, 2407, 7649, 37893, 47524, 995, 22488, 3660], "avg_logprob": -0.3509794731638325, "compression_ratio": 1.425, "no_speech_prob": 0.0, "words": [{"start": 1442.52, "end": 1442.76, "word": "و", "probability": 0.68017578125}, {"start": 1442.76, "end": 1443.18, "word": " الديارة", "probability": 0.551849365234375}, {"start": 1443.18, "end": 1443.5, "word": " هذه", "probability": 0.465087890625}, {"start": 1443.5, "end": 1443.82, "word": " مع", "probability": 0.91650390625}, {"start": 1443.82, "end": 1444.0, "word": " ال", "probability": 0.810546875}, {"start": 1444.0, "end": 1444.28, "word": " ترس", "probability": 0.576416015625}, {"start": 1444.28, "end": 1444.7, "word": " هذا", "probability": 0.77294921875}, {"start": 1444.7, "end": 1445.12, "word": " عشان", "probability": 0.8811848958333334}, {"start": 1445.12, "end": 1445.38, "word": " نعمل", "probability": 0.730712890625}, {"start": 1445.38, "end": 1445.52, "word": " ليه", "probability": 0.478759765625}, {"start": 1445.52, "end": 1447.52, "word": " hypocycloid", "probability": 0.7461751302083334}, {"start": 1447.52, "end": 1458.74, "word": " لأن", "probability": 0.558837890625}, {"start": 1458.74, "end": 1459.08, "word": " هعمل", "probability": 0.8763020833333334}, {"start": 1459.08, "end": 1459.68, "word": " generation", "probability": 0.87744140625}, {"start": 1459.68, "end": 1460.5, "word": " بالتوازي", "probability": 0.9029296875}, {"start": 1460.5, "end": 1460.82, "word": " تانين", "probability": 0.6727701822916666}, {"start": 1460.82, "end": 1460.98, "word": " مع", "probability": 0.99267578125}, {"start": 1460.98, "end": 1461.28, "word": " بعض", "probability": 0.994140625}, {"start": 1461.28, "end": 1461.72, "word": " حاليا", "probability": 0.9122721354166666}, {"start": 1461.72, "end": 1464.24, "word": " لحظة", "probability": 0.886962890625}, {"start": 1464.24, "end": 1464.56, "word": " شوية", "probability": 0.8430989583333334}, {"start": 1464.56, "end": 1464.86, "word": " عمل", "probability": 0.60205078125}, {"start": 1464.86, "end": 1464.98, "word": " ال", "probability": 0.2076416015625}, {"start": 1464.98, "end": 1465.36, "word": " graph", "probability": 0.4248046875}, {"start": 1465.36, "end": 1468.74, "word": " ألوان", "probability": 0.9178466796875}, {"start": 1468.74, "end": 1468.88, "word": " مش", "probability": 0.96630859375}, {"start": 1468.88, "end": 1469.46, "word": " مساعدة", "probability": 0.9833984375}], "temperature": 1.0}, {"id": 49, "seek": 150207, "start": 1480.71, "end": 1502.07, "text": "طيب طيب أنا بعطيكوا الفيديو تتفرجوا عليه هو عمل generate يعني سنين سن على driver و سن على driven بغض النظر كان driver او driven السن بيكون مكوّن من جزئين جزء Epicycloid", "tokens": [9566, 1829, 3555, 23032, 1829, 3555, 41850, 4724, 3615, 9566, 1829, 4117, 14407, 27188, 1829, 16254, 2407, 6055, 2655, 5172, 47341, 14407, 47356, 31439, 6225, 42213, 8460, 37495, 22653, 8608, 1863, 9957, 8608, 1863, 15844, 6787, 4032, 8608, 1863, 15844, 9555, 4724, 17082, 11242, 28239, 19913, 2288, 25961, 6787, 1975, 2407, 9555, 21136, 1863, 4724, 1829, 30544, 3714, 4117, 2407, 11703, 1863, 9154, 10874, 11622, 19986, 9957, 10874, 11622, 38207, 9970, 2632, 66, 752, 327], "avg_logprob": -0.14792351836436674, "compression_ratio": 1.5470588235294118, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 1480.71, "end": 1481.69, "word": "طيب", "probability": 0.9786783854166666}, {"start": 1481.69, "end": 1482.67, "word": " طيب", "probability": 0.9217122395833334}, {"start": 1482.67, "end": 1482.85, "word": " أنا", "probability": 0.60107421875}, {"start": 1482.85, "end": 1483.27, "word": " بعطيكوا", "probability": 0.8748372395833334}, {"start": 1483.27, "end": 1483.87, "word": " الفيديو", "probability": 0.855224609375}, {"start": 1483.87, "end": 1485.61, "word": " تتفرجوا", "probability": 0.971484375}, {"start": 1485.61, "end": 1485.95, "word": " عليه", "probability": 0.97265625}, {"start": 1485.95, "end": 1486.63, "word": " هو", "probability": 0.890625}, {"start": 1486.63, "end": 1486.83, "word": " عمل", "probability": 0.984619140625}, {"start": 1486.83, "end": 1487.41, "word": " generate", "probability": 0.5927734375}, {"start": 1487.41, "end": 1489.05, "word": " يعني", "probability": 0.87890625}, {"start": 1489.05, "end": 1489.91, "word": " سنين", "probability": 0.93603515625}, {"start": 1489.91, "end": 1490.39, "word": " سن", "probability": 0.8447265625}, {"start": 1490.39, "end": 1490.55, "word": " على", "probability": 0.7900390625}, {"start": 1490.55, "end": 1490.97, "word": " driver", "probability": 0.84716796875}, {"start": 1490.97, "end": 1492.09, "word": " و", "probability": 0.685546875}, {"start": 1492.09, "end": 1492.47, "word": " سن", "probability": 0.914794921875}, {"start": 1492.47, "end": 1492.79, "word": " على", "probability": 0.9521484375}, {"start": 1492.79, "end": 1493.97, "word": " driven", "probability": 0.72119140625}, {"start": 1493.97, "end": 1495.17, "word": " بغض", "probability": 0.96240234375}, {"start": 1495.17, "end": 1495.49, "word": " النظر", "probability": 0.9694010416666666}, {"start": 1495.49, "end": 1495.71, "word": " كان", "probability": 0.90966796875}, {"start": 1495.71, "end": 1496.21, "word": " driver", "probability": 0.935546875}, {"start": 1496.21, "end": 1496.67, "word": " او", "probability": 0.828369140625}, {"start": 1496.67, "end": 1497.07, "word": " driven", "probability": 0.95947265625}, {"start": 1497.07, "end": 1498.03, "word": " السن", "probability": 0.93701171875}, {"start": 1498.03, "end": 1498.43, "word": " بيكون", "probability": 0.9366861979166666}, {"start": 1498.43, "end": 1498.87, "word": " مكوّن", "probability": 0.7748046875}, {"start": 1498.87, "end": 1499.01, "word": " من", "probability": 0.998046875}, {"start": 1499.01, "end": 1499.51, "word": " جزئين", "probability": 0.8707275390625}, {"start": 1499.51, "end": 1500.95, "word": " جزء", "probability": 0.9723307291666666}, {"start": 1500.95, "end": 1502.07, "word": " Epicycloid", "probability": 0.79639892578125}], "temperature": 1.0}, {"id": 50, "seek": 153236, "start": 1503.76, "end": 1532.36, "text": "و جزء hypocycloid ابيocycloid ناتج عن تدخرج الدائرة الصغيرة مع أحد الترسين من برا والhypocycloid ناتج عن تدخرج نفس الدائرة على الجهة التانية بس من جوا الترس المناضر برضه بيكون فيه جزئين ابيocycloid وhypocycloid دايما نتلمس الترسين نكون engaged مع بعض", "tokens": [2407, 10874, 11622, 38207, 2477, 2259, 1344, 66, 752, 327, 48127, 1829, 31078, 66, 752, 327, 8717, 9307, 7435, 18871, 6055, 3215, 34740, 7435, 32748, 16373, 25720, 31767, 17082, 48923, 20449, 5551, 24401, 16712, 2288, 3794, 9957, 9154, 4724, 23557, 16070, 3495, 2259, 1344, 66, 752, 327, 8717, 9307, 7435, 18871, 6055, 3215, 34740, 7435, 8717, 36178, 32748, 16373, 25720, 15844, 25724, 3224, 3660, 16712, 7649, 10632, 4724, 3794, 9154, 10874, 14407, 16712, 2288, 3794, 9673, 1863, 46958, 2288, 4724, 43042, 3224, 4724, 1829, 30544, 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بيعطيني", "probability": 0.906005859375}, {"start": 1633.05, "end": 1633.43, "word": " إيش", "probability": 0.61669921875}, {"start": 1633.43, "end": 1636.17, "word": " apicycloid", "probability": 0.7069091796875}, {"start": 1636.17, "end": 1637.85, "word": " تدحرش", "probability": 0.9658203125}, {"start": 1637.85, "end": 1638.23, "word": " الدائرة", "probability": 0.9947916666666666}, {"start": 1638.23, "end": 1638.61, "word": " هذه", "probability": 0.9677734375}, {"start": 1638.61, "end": 1638.87, "word": " مع", "probability": 0.9931640625}, {"start": 1638.87, "end": 1639.37, "word": " الدائرة", "probability": 0.9871419270833334}, {"start": 1639.37, "end": 1639.73, "word": " هذه", "probability": 0.96484375}, {"start": 1639.73, "end": 1640.35, "word": " بيعطيني", "probability": 0.8883463541666666}, {"start": 1640.35, "end": 1641.25, "word": " اللي", "probability": 0.984130859375}, {"start": 1641.25, "end": 1641.59, "word": " هو", "probability": 0.994140625}, {"start": 1641.59, "end": 1642.51, "word": " ال", "probability": 0.81396484375}, {"start": 1642.51, "end": 1643.07, "word": " hypocycloid", "probability": 0.88408203125}, {"start": 1643.07, "end": 1643.19, "word": " اللي", "probability": 0.8076171875}, {"start": 1643.19, "end": 1643.37, "word": " هو", "probability": 0.990234375}, {"start": 1643.37, "end": 1643.69, "word": " هذا", "probability": 0.873046875}, {"start": 1643.69, "end": 1644.39, "word": " لحظة", "probability": 0.870849609375}, {"start": 1644.39, "end": 1644.53, "word": " هاي", "probability": 0.594970703125}, {"start": 1644.53, "end": 1644.73, "word": " عندي", "probability": 0.7384033203125}, {"start": 1644.73, "end": 1645.11, "word": " السن", "probability": 0.96435546875}], "temperature": 1.0}, {"id": 55, "seek": 166825, "start": 1646.93, "end": 1668.25, "text": "و هاي ايش sin الان عند ال pitch point بيكونوا متلامسين عند نقطة طيب عند class assignment generate a conjugate cycloidal pair according to the following", "tokens": [2407, 8032, 47302, 1975, 1829, 8592, 3343, 2423, 7649, 43242, 2423, 7293, 935, 4724, 1829, 30544, 14407, 44650, 37440, 3794, 9957, 43242, 8717, 47432, 3660, 23032, 1829, 3555, 43242, 1508, 15187, 8460, 257, 45064, 38154, 752, 22151, 6119, 4650, 281, 264, 3480], "avg_logprob": -0.3575581436933473, "compression_ratio": 1.2913907284768211, "no_speech_prob": 0.0, "words": [{"start": 1646.93, "end": 1647.19, "word": "و", "probability": 0.8828125}, {"start": 1647.19, "end": 1647.47, "word": " هاي", "probability": 0.5303955078125}, {"start": 1647.47, "end": 1647.91, "word": " ايش", "probability": 0.705322265625}, {"start": 1647.91, "end": 1649.75, "word": " sin", "probability": 0.319091796875}, {"start": 1649.75, "end": 1655.31, "word": " الان", "probability": 0.56988525390625}, {"start": 1655.31, "end": 1655.57, "word": " عند", "probability": 0.9814453125}, {"start": 1655.57, "end": 1655.73, "word": " ال", "probability": 0.9619140625}, {"start": 1655.73, "end": 1655.93, "word": " pitch", "probability": 0.76318359375}, {"start": 1655.93, "end": 1656.29, "word": " point", "probability": 0.953125}, {"start": 1656.29, "end": 1656.69, "word": " بيكونوا", "probability": 0.8780517578125}, {"start": 1656.69, "end": 1657.49, "word": " متلامسين", "probability": 0.93603515625}, {"start": 1657.49, "end": 1660.15, "word": " عند", "probability": 0.837890625}, {"start": 1660.15, "end": 1660.51, "word": " نقطة", "probability": 0.900390625}, {"start": 1660.51, "end": 1660.95, "word": " طيب", "probability": 0.8333333333333334}, {"start": 1660.95, "end": 1664.03, "word": " عند", "probability": 0.1715087890625}, {"start": 1664.03, "end": 1664.23, "word": " class", "probability": 0.2464599609375}, {"start": 1664.23, "end": 1664.53, "word": " assignment", "probability": 0.60986328125}, {"start": 1664.53, "end": 1665.05, "word": " generate", "probability": 0.81005859375}, {"start": 1665.05, "end": 1665.37, "word": " a", "probability": 0.9541015625}, {"start": 1665.37, "end": 1665.77, "word": " conjugate", "probability": 0.5625}, {"start": 1665.77, "end": 1666.69, "word": " cycloidal", "probability": 0.7577311197916666}, {"start": 1666.69, "end": 1667.13, "word": " pair", "probability": 0.8056640625}, {"start": 1667.13, "end": 1667.61, "word": " according", "probability": 0.919921875}, {"start": 1667.61, "end": 1667.79, "word": " to", "probability": 0.9765625}, {"start": 1667.79, "end": 1667.91, "word": " the", "probability": 0.916015625}, {"start": 1667.91, "end": 1668.25, "word": " following", "probability": 0.84375}], "temperature": 1.0}, {"id": 56, "seek": 169962, "start": 1670.18, "end": 1699.62, "text": "ال pitch diameter of pinion مائة ملي pitch diameter of gear متين ملي rolling circle diameter اربعين ملي اعملوا الاسنان وكرروهم ولفوا الاسنان مع بعض شوف شو يصير معاكم الان ال involute teeth ال involute teeth بيكون انا عندي دائرة", "tokens": [6027, 7293, 14196, 295, 5447, 313, 3714, 16373, 3660, 3714, 20292, 7293, 14196, 295, 7394, 44650, 9957, 3714, 20292, 9439, 6329, 14196, 1975, 25513, 3615, 9957, 3714, 20292, 1975, 25957, 1211, 14407, 2423, 32277, 1863, 7649, 4032, 37983, 2288, 2407, 16095, 4032, 46538, 14407, 2423, 32277, 1863, 7649, 20449, 45030, 11242, 13412, 38688, 13412, 2407, 7251, 9381, 13546, 20449, 995, 24793, 2423, 7649, 2423, 2499, 1169, 7798, 2423, 2499, 1169, 7798, 4724, 1829, 30544, 1975, 8315, 18871, 16254, 11778, 16373, 25720], "avg_logprob": -0.24066310430445323, "compression_ratio": 1.7540106951871657, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1670.18, "end": 1670.46, "word": "ال", "probability": 0.64306640625}, {"start": 1670.46, "end": 1670.72, "word": " pitch", "probability": 0.60986328125}, {"start": 1670.72, "end": 1671.12, "word": " diameter", "probability": 0.7138671875}, {"start": 1671.12, "end": 1671.52, "word": " of", "probability": 0.943359375}, {"start": 1671.52, "end": 1672.06, "word": " pinion", "probability": 0.68798828125}, {"start": 1672.06, "end": 1672.44, "word": " مائة", "probability": 0.4873860677083333}, {"start": 1672.44, "end": 1672.74, "word": " ملي", "probability": 0.86328125}, {"start": 1672.74, "end": 1673.14, "word": " pitch", "probability": 0.244873046875}, {"start": 1673.14, "end": 1673.32, "word": " diameter", "probability": 0.8564453125}, {"start": 1673.32, "end": 1673.54, "word": " of", "probability": 0.95361328125}, {"start": 1673.54, "end": 1673.8, "word": " gear", "probability": 0.83447265625}, {"start": 1673.8, "end": 1674.16, "word": " متين", "probability": 0.80859375}, {"start": 1674.16, "end": 1674.54, "word": " ملي", "probability": 0.96826171875}, {"start": 1674.54, "end": 1675.32, "word": " rolling", "probability": 0.325439453125}, {"start": 1675.32, "end": 1675.82, "word": " circle", "probability": 0.94140625}, {"start": 1675.82, "end": 1676.32, "word": " diameter", "probability": 0.7158203125}, {"start": 1676.32, "end": 1676.94, "word": " اربعين", "probability": 0.893310546875}, {"start": 1676.94, "end": 1677.28, "word": " ملي", "probability": 0.971435546875}, {"start": 1677.28, "end": 1678.98, "word": " اعملوا", "probability": 0.966064453125}, {"start": 1678.98, "end": 1679.54, "word": " الاسنان", "probability": 0.67724609375}, {"start": 1679.54, "end": 1681.66, "word": " وكرروهم", "probability": 0.83994140625}, {"start": 1681.66, "end": 1682.96, "word": " ولفوا", "probability": 0.87841796875}, {"start": 1682.96, "end": 1683.42, "word": " الاسنان", "probability": 0.9581298828125}, {"start": 1683.42, "end": 1683.58, "word": " مع", "probability": 0.9921875}, {"start": 1683.58, "end": 1683.86, "word": " بعض", "probability": 0.995849609375}, {"start": 1683.86, "end": 1684.04, "word": " شوف", "probability": 0.90234375}, {"start": 1684.04, "end": 1684.16, "word": " شو", "probability": 0.716552734375}, {"start": 1684.16, "end": 1684.34, "word": " يصير", "probability": 0.72216796875}, {"start": 1684.34, "end": 1688.2, "word": " معاكم", "probability": 0.9456380208333334}, {"start": 1688.2, "end": 1691.2, "word": " الان", "probability": 0.89208984375}, {"start": 1691.2, "end": 1691.62, "word": " ال", "probability": 0.9208984375}, {"start": 1691.62, "end": 1692.36, "word": " involute", "probability": 0.7322998046875}, {"start": 1692.36, "end": 1693.76, "word": " teeth", "probability": 0.80224609375}, {"start": 1693.76, "end": 1697.68, "word": " ال", "probability": 0.478515625}, {"start": 1697.68, "end": 1697.92, "word": " involute", "probability": 0.90283203125}, {"start": 1697.92, "end": 1698.22, "word": " teeth", "probability": 0.89501953125}, {"start": 1698.22, "end": 1698.68, "word": " بيكون", "probability": 0.8606770833333334}, {"start": 1698.68, "end": 1698.92, "word": " انا", "probability": 0.786376953125}, {"start": 1698.92, "end": 1699.18, "word": " عندي", "probability": 0.80615234375}, {"start": 1699.18, "end": 1699.62, "word": " دائرة", "probability": 0.94677734375}], "temperature": 1.0}, {"id": 57, "seek": 173015, "start": 1702.19, "end": 1730.15, "text": "دائرة ملفوف حواليها خيط ملفوف حواليها خيط لأن افرض الخيط كان طرفه عند النقطة هذه طرفه عند النقطة هذه لأن ببدأ ارخي الخيط و هو مجدود افكه عن ايش ارخي عن الدائرة و اتبع النقطة النقطة هذه يعني لو بديت من هنا بديت مجدود عن النقطة هذه", "tokens": [3215, 16373, 25720, 3714, 46538, 38688, 11331, 2407, 6027, 1829, 11296, 16490, 1829, 9566, 3714, 46538, 38688, 11331, 2407, 6027, 1829, 11296, 16490, 1829, 9566, 5296, 33456, 1975, 5172, 43042, 33962, 1829, 9566, 25961, 23032, 28480, 3224, 43242, 28239, 47432, 3660, 29538, 23032, 28480, 3224, 43242, 28239, 47432, 3660, 29538, 5296, 33456, 4724, 44510, 10721, 1975, 2288, 9778, 1829, 33962, 1829, 9566, 4032, 31439, 3714, 7435, 3215, 23328, 1975, 5172, 4117, 3224, 18871, 1975, 1829, 8592, 1975, 2288, 9778, 1829, 18871, 32748, 16373, 25720, 4032, 1975, 2655, 3555, 3615, 28239, 47432, 3660, 28239, 47432, 3660, 29538, 37495, 22653, 45164, 4724, 16254, 2655, 9154, 34105, 4724, 16254, 2655, 3714, 7435, 3215, 23328, 18871, 28239, 47432, 3660, 29538], "avg_logprob": -0.15998931572987482, "compression_ratio": 2.4235294117647057, "no_speech_prob": 2.384185791015625e-07, "words": [{"start": 1702.1899999999998, "end": 1703.07, "word": "دائرة", "probability": 0.7904459635416666}, {"start": 1703.07, "end": 1703.95, "word": " ملفوف", "probability": 0.8487955729166666}, {"start": 1703.95, "end": 1704.71, "word": " حواليها", "probability": 0.79140625}, {"start": 1704.71, "end": 1705.13, "word": " خيط", "probability": 0.9737955729166666}, {"start": 1705.13, "end": 1705.71, "word": " ملفوف", "probability": 0.7263997395833334}, {"start": 1705.71, "end": 1706.25, "word": " حواليها", "probability": 0.98125}, {"start": 1706.25, "end": 1708.37, "word": " خيط", "probability": 0.99267578125}, {"start": 1708.37, "end": 1709.19, "word": " لأن", "probability": 0.538818359375}, {"start": 1709.19, "end": 1709.45, "word": " افرض", "probability": 0.8961588541666666}, {"start": 1709.45, "end": 1709.81, "word": " الخيط", "probability": 0.9855143229166666}, {"start": 1709.81, "end": 1710.15, "word": " كان", "probability": 0.9638671875}, {"start": 1710.15, "end": 1710.81, "word": " طرفه", "probability": 0.9812825520833334}, {"start": 1710.81, "end": 1710.95, "word": " عند", "probability": 0.98583984375}, {"start": 1710.95, "end": 1711.31, "word": " النقطة", "probability": 0.9654947916666666}, {"start": 1711.31, "end": 1711.61, "word": " هذه", "probability": 0.65869140625}, {"start": 1711.61, "end": 1715.29, "word": " طرفه", "probability": 0.9597981770833334}, {"start": 1715.29, "end": 1715.41, "word": " عند", "probability": 0.98291015625}, {"start": 1715.41, "end": 1715.91, "word": " النقطة", "probability": 0.98828125}, {"start": 1715.91, "end": 1716.39, "word": " هذه", "probability": 0.9248046875}, {"start": 1716.39, "end": 1717.15, "word": " لأن", "probability": 0.79833984375}, {"start": 1717.15, "end": 1717.61, "word": " ببدأ", "probability": 0.9775390625}, {"start": 1717.61, "end": 1718.11, "word": " ارخي", "probability": 0.73583984375}, {"start": 1718.11, "end": 1718.51, "word": " الخيط", "probability": 0.9890950520833334}, {"start": 1718.51, "end": 1718.63, "word": " و", "probability": 0.60205078125}, {"start": 1718.63, "end": 1718.73, "word": " هو", "probability": 0.94140625}, {"start": 1718.73, "end": 1719.17, "word": " مجدود", "probability": 0.8951416015625}, {"start": 1719.17, "end": 1719.75, "word": " افكه", "probability": 0.86669921875}, {"start": 1719.75, "end": 1719.89, "word": " عن", "probability": 0.99072265625}, {"start": 1719.89, "end": 1720.21, "word": " ايش", "probability": 0.8201497395833334}, {"start": 1720.21, "end": 1720.99, "word": " ارخي", "probability": 0.908935546875}, {"start": 1720.99, "end": 1721.21, "word": " عن", "probability": 0.83984375}, {"start": 1721.21, "end": 1722.43, "word": " الدائرة", "probability": 0.9537760416666666}, {"start": 1722.43, "end": 1722.95, "word": " و", "probability": 0.93505859375}, {"start": 1722.95, "end": 1723.45, "word": " اتبع", "probability": 0.8907470703125}, {"start": 1723.45, "end": 1724.05, "word": " النقطة", "probability": 0.9889322916666666}, {"start": 1724.05, "end": 1725.41, "word": " النقطة", "probability": 0.9786783854166666}, {"start": 1725.41, "end": 1725.79, "word": " هذه", "probability": 0.951171875}, {"start": 1725.79, "end": 1727.29, "word": " يعني", "probability": 0.955078125}, {"start": 1727.29, "end": 1727.57, "word": " لو", "probability": 0.9560546875}, {"start": 1727.57, "end": 1727.81, "word": " بديت", "probability": 0.7757161458333334}, {"start": 1727.81, "end": 1727.93, "word": " من", "probability": 0.98388671875}, {"start": 1727.93, "end": 1728.17, "word": " هنا", "probability": 0.95556640625}, {"start": 1728.17, "end": 1729.01, "word": " بديت", "probability": 0.6329752604166666}, {"start": 1729.01, "end": 1729.45, "word": " مجدود", "probability": 0.7393798828125}, {"start": 1729.45, "end": 1729.55, "word": " عن", "probability": 0.66943359375}, {"start": 1729.55, "end": 1729.83, "word": " النقطة", 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"end": 2100.21, "word": " ومنها", "probability": 0.8904622395833334}, {"start": 2100.21, "end": 2100.71, "word": " برسم", "probability": 0.8328450520833334}, {"start": 2100.71, "end": 2101.19, "word": " pitch", "probability": 0.58544921875}, {"start": 2101.19, "end": 2101.67, "word": " circle", "probability": 0.94775390625}, {"start": 2101.67, "end": 2104.45, "word": " لو", "probability": 0.94775390625}, {"start": 2104.45, "end": 2104.83, "word": " عملت", "probability": 0.9801432291666666}, {"start": 2104.83, "end": 2105.27, "word": " عمودي", "probability": 0.968017578125}, {"start": 2105.27, "end": 2105.63, "word": " من", "probability": 0.99267578125}, {"start": 2105.63, "end": 2105.83, "word": " ال", "probability": 0.9580078125}, {"start": 2105.83, "end": 2106.25, "word": " center", "probability": 0.82373046875}], "temperature": 1.0}, {"id": 70, "seek": 213290, "start": 2107.28, "end": 2132.9, "text": "الـ pressure line بتكون هذه الزاوية ايش ال pressure line يعني هذه الزاوية هتساوي هذه فاي وهذه فاي هذا نصف القطر نصف قطر ال base circle وهذا نصف قطر ال base circle لل pinion وهذا نصف قطر ال base circle لل gear هذا ال pitch radius لل pinion و pitch radius لل gear لو أخدت المثلثين", "tokens": [6027, 39184, 3321, 1622, 39894, 30544, 29538, 6024, 110, 995, 2407, 10632, 1975, 1829, 8592, 2423, 3321, 1622, 37495, 22653, 29538, 6024, 110, 995, 2407, 10632, 8032, 2655, 3794, 995, 45865, 29538, 6156, 47302, 37037, 24192, 6156, 47302, 23758, 8717, 9381, 5172, 25062, 9566, 2288, 8717, 9381, 5172, 12174, 9566, 2288, 2423, 3096, 6329, 37037, 15730, 8717, 9381, 5172, 12174, 9566, 2288, 2423, 3096, 6329, 24976, 5447, 313, 37037, 15730, 8717, 9381, 5172, 12174, 9566, 2288, 2423, 3096, 6329, 24976, 7394, 23758, 2423, 7293, 15845, 24976, 5447, 313, 4032, 7293, 15845, 24976, 7394, 45164, 5551, 9778, 3215, 2655, 9673, 12984, 1211, 12984, 9957], "avg_logprob": -0.22851563073121584, "compression_ratio": 2.2010869565217392, "no_speech_prob": 0.0, "words": [{"start": 2107.28, "end": 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base", "probability": 0.79443359375}, {"start": 2119.68, "end": 2120.2, "word": " circle", "probability": 0.93994140625}, {"start": 2120.2, "end": 2121.58, "word": " وهذا", "probability": 0.727294921875}, {"start": 2121.58, "end": 2121.88, "word": " نصف", "probability": 0.9951171875}, {"start": 2121.88, "end": 2122.22, "word": " قطر", "probability": 0.97216796875}, {"start": 2122.22, "end": 2122.62, "word": " ال", "probability": 0.94921875}, {"start": 2122.62, "end": 2122.8, "word": " base", "probability": 0.8642578125}, {"start": 2122.8, "end": 2123.16, "word": " circle", "probability": 0.919921875}, {"start": 2123.16, "end": 2123.38, "word": " لل", "probability": 0.86279296875}, {"start": 2123.38, "end": 2123.72, "word": " pinion", "probability": 0.7181396484375}, {"start": 2123.72, "end": 2123.88, "word": " وهذا", "probability": 0.74658203125}, {"start": 2123.88, "end": 2124.06, "word": " نصف", "probability": 0.9964192708333334}, {"start": 2124.06, "end": 2124.18, "word": " قطر", "probability": 0.98291015625}, {"start": 2124.18, "end": 2124.28, "word": " ال", "probability": 0.97802734375}, {"start": 2124.28, "end": 2124.46, "word": " base", "probability": 0.9248046875}, {"start": 2124.46, "end": 2124.76, "word": " circle", "probability": 0.92333984375}, {"start": 2124.76, "end": 2125.1, "word": " لل", "probability": 0.935546875}, {"start": 2125.1, "end": 2125.42, "word": " gear", "probability": 0.443115234375}, {"start": 2125.42, "end": 2126.24, "word": " هذا", "probability": 0.8505859375}, {"start": 2126.24, "end": 2126.68, "word": " ال", "probability": 0.82275390625}, {"start": 2126.68, "end": 2127.22, "word": " pitch", "probability": 0.95751953125}, {"start": 2127.22, "end": 2128.42, "word": " radius", "probability": 0.93115234375}, {"start": 2128.42, "end": 2128.64, "word": " لل", "probability": 0.96337890625}, {"start": 2128.64, "end": 2129.04, "word": " pinion", "probability": 0.945556640625}, {"start": 2129.04, "end": 2129.48, "word": " و", 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{"start": 2139.78, "end": 2139.96, "word": " هذه", "probability": 0.6142578125}, {"start": 2139.96, "end": 2140.42, "word": " الزاوية", "probability": 0.95244140625}, {"start": 2140.42, "end": 2141.7, "word": " بتساوي", "probability": 0.75299072265625}, {"start": 2141.7, "end": 2141.96, "word": " هذه", "probability": 0.83544921875}, {"start": 2141.96, "end": 2142.08, "word": " و", "probability": 0.70556640625}, {"start": 2142.08, "end": 2142.3, "word": " هذه", "probability": 0.84814453125}, {"start": 2142.3, "end": 2142.72, "word": " five", "probability": 0.12030029296875}, {"start": 2142.72, "end": 2143.22, "word": " بتساوي", "probability": 0.9453125}, {"start": 2143.22, "end": 2143.42, "word": " هذه", "probability": 0.83740234375}, {"start": 2143.42, "end": 2143.5, "word": " و", "probability": 0.89453125}, {"start": 2143.5, "end": 2143.64, "word": " هذه", "probability": 0.8125}, {"start": 2143.64, "end": 2143.92, "word": " سنت", "probability": 0.4986572265625}, {"start": 2143.92, "end": 2144.28, "word": " درجة", "probability": 0.9542643229166666}, {"start": 2144.28, "end": 2144.58, "word": " هدول", "probability": 0.498291015625}, {"start": 2144.58, "end": 2145.46, "word": " متشابهين", "probability": 0.99365234375}, {"start": 2145.46, "end": 2148.38, "word": " اذا", "probability": 0.704345703125}, {"start": 2148.38, "end": 2149.08, "word": " متشابهين", "probability": 0.96923828125}, {"start": 2149.08, "end": 2149.42, "word": " هكون", "probability": 0.5634765625}, {"start": 2149.42, "end": 2150.56, "word": " O1M", "probability": 0.9200846354166666}, {"start": 2150.56, "end": 2151.8, "word": " على", "probability": 0.366943359375}, {"start": 2151.8, "end": 2153.2, "word": " O2N", "probability": 0.9860026041666666}, {"start": 2153.2, "end": 2154.7, "word": " بيساوي", "probability": 0.732421875}, {"start": 2154.7, "end": 2155.8, "word": " O1P", "probability": 0.9435221354166666}, {"start": 2155.8, "end": 2156.06, "word": " على", "probability": 0.64013671875}, {"start": 2156.06, "end": 2157.68, "word": " O2P", "probability": 0.9879557291666666}, {"start": 2157.68, "end": 2158.64, "word": " اللي", "probability": 0.74853515625}, {"start": 2158.64, "end": 2158.8, "word": " هي", "probability": 0.8671875}, {"start": 2158.8, "end": 2159.34, "word": " بيساوي", "probability": 0.95}, {"start": 2159.34, "end": 2159.56, "word": " ال", "probability": 0.7861328125}, {"start": 2159.56, "end": 2159.86, "word": " ratio", "probability": 0.9853515625}, {"start": 2159.86, "end": 2160.06, "word": " omega", "probability": 0.49560546875}, {"start": 2160.06, "end": 2160.34, "word": " 2", "probability": 0.7783203125}, {"start": 2160.34, "end": 2160.5, "word": " على", "probability": 0.654296875}, {"start": 2160.5, "end": 2160.8, "word": " omega", "probability": 0.81640625}], "temperature": 1.0}, {"id": 72, "seek": 218814, "start": 2161.6, "end": 2188.14, "text": "و ال center distance يبقى عن O واحد P زاد O اتنين P لاحظوا في علاقة بين ال pitch بين ال base radius و ال pitch radius يعني ال R ال base بيساوي ال R cosine ال pressure angle صح؟", "tokens": [2407, 2423, 3056, 4560, 7251, 3555, 4587, 7578, 18871, 422, 36764, 24401, 430, 30767, 18513, 422, 1975, 2655, 1863, 9957, 430, 20193, 5016, 19913, 14407, 8978, 11203, 995, 28671, 49374, 2423, 7293, 49374, 2423, 3096, 15845, 4032, 2423, 7293, 15845, 37495, 22653, 2423, 497, 2423, 3096, 4724, 1829, 3794, 995, 45865, 2423, 497, 23565, 2423, 3321, 5802, 20328, 5016, 22807], "avg_logprob": -0.2902151619801756, "compression_ratio": 1.4969325153374233, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2161.6, "end": 2162.28, "word": "و", "probability": 0.92626953125}, {"start": 2162.28, "end": 2163.06, "word": " ال", "probability": 0.442626953125}, {"start": 2163.06, "end": 2163.3, "word": " center", "probability": 0.37451171875}, {"start": 2163.3, "end": 2163.8, "word": " distance", "probability": 0.962890625}, {"start": 2163.8, "end": 2164.06, "word": " يبقى", "probability": 0.83343505859375}, 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الاتجاه ممكن تعملها مركبة تانية مركبة tangential مركبة radial يعني F tangential", "tokens": [3224, 15730, 4724, 3794, 995, 2407, 3660, 23032, 12610, 23758, 8978, 23565, 6024, 110, 995, 2407, 10632, 27188, 995, 10632, 2423, 3464, 6055, 10721, 49115, 39627, 15730, 2423, 9307, 7435, 40294, 3714, 43020, 6055, 25957, 1211, 11296, 3714, 31747, 49401, 6055, 7649, 10632, 3714, 31747, 49401, 10266, 2549, 3714, 31747, 49401, 38783, 37495, 22653, 479, 10266, 2549], "avg_logprob": -0.3480603350647565, "compression_ratio": 1.483221476510067, "no_speech_prob": 0.0, "words": [{"start": 2190.0, "end": 2190.52, "word": "هذا", "probability": 0.663330078125}, {"start": 2190.52, "end": 2191.34, "word": " بساوة", "probability": 0.643994140625}, {"start": 2191.34, "end": 2191.56, "word": " طول", "probability": 0.896240234375}, {"start": 2191.56, "end": 2192.12, "word": " هذا", "probability": 0.8037109375}, {"start": 2192.12, "end": 2193.12, "word": " في", "probability": 0.7822265625}, {"start": 2193.12, 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بالاسفل حكينا Vs وستة omega + +12 +00:00:48,460 --> 00:00:53,740 +واحد زاد omega اتنين في Pc Pc هي بعد نقطة التلامس + +13 +00:00:53,740 --> 00:00:57,600 +عن ال pitch point إذا تطابقت ال pitch point مع + +14 +00:00:57,600 --> 00:01:01,480 +نقطة التلامس بيكون فش عنده sliding zero sliding + +15 +00:01:02,760 --> 00:01:05,760 +انكمل اليوم في أنواع forms of teeth، هنحكي عن + +16 +00:01:05,760 --> 00:01:10,600 +نوعين اللي هو الـ cycloidal teeth و ال involute + +17 +00:01:10,600 --> 00:01:14,220 +teeth + +18 +00:01:14,220 --> 00:01:18,920 +ال cycloid + +19 +00:01:18,920 --> 00:01:22,140 +هو + +20 +00:01:22,140 --> 00:01:26,440 +curve بتولد + +21 +00:01:26,440 --> 00:01:35,160 +من خلال تتبع نقطةعلى محيط دائرة يعني في الأول هذه + +22 +00:01:35,160 --> 00:01:37,860 +الدائرة لما نلفها كانت هنا النقطة هذه كانت هنا + +23 +00:01:37,860 --> 00:01:43,840 +كانت النقطة هذه هنا انا بكون حاطط قلم و بدهرج هذه + +24 +00:01:43,840 --> 00:01:48,820 +الدائرة بتكون تلدهرج وبتتبع + +25 +00:01:48,820 --> 00:01:53,420 +بكون ارسم انا بدأت في النقطة هذه و بدهرجها + +26 +00:01:55,810 --> 00:02:01,430 +هذا ال care بسميه Cycloid لان لحظة لما اتدحرجت + +27 +00:02:01,430 --> 00:02:09,870 +يعني بدينا نقطة كانت هنا اتدحرجت الطول هذا هذا + +28 +00:02:09,870 --> 00:02:15,270 +الطول هو ده كان ملامس ملامس للسطح بستوي الطول هذا + +29 +00:02:15,270 --> 00:02:21,790 +يعني الطول هذا ايش بيستوي لو كان هذا نص قطر A و + +30 +00:02:21,790 --> 00:02:28,950 +هذه لفة الزاوية θهتكون الطول هذا ايش يساوي a theta + +31 +00:02:28,950 --> 00:02:37,090 +الزاوية بال radians طول القوس طول القوس هذا بيستوى + +32 +00:02:37,090 --> 00:02:43,530 +المسافة هذه صح يعني لو انا اضب تاني الدائرة هضب + +33 +00:02:43,530 --> 00:02:48,150 +هنا هتيجي هنا طول هذا بيستوى ايش محيط القوس هذا او + +34 +00:02:48,150 --> 00:02:51,630 +طول القوس هذا يعني هذه المسافة a theta هذه المسافة + +35 +00:02:51,630 --> 00:02:52,490 +النقطة الأحداثية + +36 +00:02:55,140 --> 00:03:03,680 +هذه X و الهدف التاني الهو Y نسقطه + +37 +00:03:03,680 --> 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دائرة صغيرة الدائرة الصغيرة هذه + +50 +00:04:44,530 --> 00:04:49,490 +بتتدحرج على الدائرة الكبيرة من برا تتدحرج عليها من + +51 +00:04:49,490 --> 00:04:53,470 +برا يعني ببدأ النقطة هذهببدأ دحرش فيه و أتبع + +52 +00:04:53,470 --> 00:04:59,270 +النقطة النقطة على المحيط و بكون أرسم curve ال + +53 +00:04:59,270 --> 00:05:07,590 +curve الناتج يسمى Epicycloid Epicycloid الآن خليني + +54 +00:05:07,590 --> 00:05:17,590 +أشوف animation له في فيديو جبته من اليوتيوب طبعا + +55 +00:05:19,240 --> 00:05:24,620 +على اي حال مالزمكوش صوت لأنه بيحكي Hindi يعني انا + +56 +00:05:24,620 --> 00:05:31,220 +عند هاي الدائرة الخارجية هذه الدائرة الخارجية و + +57 +00:05:31,220 --> 00:05:35,080 +الدائرة هذه تتدحرج على الدائرة الخارجية من الجزء + +58 +00:05:35,080 --> 00:05:39,780 +المحدد من برا يعني يعني بدأ من النقطة هذه بدأ من + +59 +00:05:39,780 --> 00:05:47,040 +النقطة هذه خليني + +60 +00:05:47,040 --> 00:05:59,720 +امشيهيبدأ يدحرج فيها يبدأ + +61 +00:05:59,720 --> 00:06:05,640 +يدحرج الدائرة بتولد إيش هو بتتبع النقطة هذه هو + +62 +00:06:05,640 --> 00:06:10,700 +النقطة هذه بتولد عنده إيش curve ال curve هذي + +63 +00:06:10,700 --> 00:06:12,280 +بيسموه اب سايكلويد + +64 +00:06:17,760 --> 00:06:20,960 +طبعا انتبهوا محيط الدائرة هذه .. هذه .. محيط + +65 +00:06:20,960 --> 00:06:27,780 +الدائرة هذه كلها بساوة طول القوس هذا كله صح؟ لأنه + +66 +00:06:27,780 --> 00:06:32,940 +بدأ من هنا و بتخلص هنا دورة كاملة هذه معناته لو + +67 +00:06:32,940 --> 00:06:44,820 +كانت الدائرة الصغيرة نص قطرها R small الدائرة + +68 +00:06:44,820 --> 00:06:46,200 +الصغيرة نص قطرها R small + +69 +00:06:53,590 --> 00:06:57,810 +يعني هيكون المحيط تعدار الصغير اللي هو هيكون اتنين + +70 +00:06:57,810 --> 00:07:07,250 +by R هيكون + +71 +00:07:07,250 --> 00:07:13,150 +الزاوية ال theta هذه في ال R كابيتال صح؟ الزاوية + +72 +00:07:13,150 --> 00:07:19,470 +ال theta في ال R كابيتال معناه ان الزاوية ال theta + +73 +00:07:19,470 --> 00:07:20,430 +هذه + +74 +00:07:22,480 --> 00:07:33,400 +فتا هتكون تساوي اتنين باى R على R كابيتال الاتنين + +75 +00:07:33,400 --> 00:07:38,980 +باى ايه؟ Radians بال degree ذا كم الاتنين باى؟ + +76 +00:07:38,980 --> 00:07:43,920 +تلات وسيط يعني هتكون تساوي تلات مية وستين هدي في + +77 +00:07:43,920 --> 00:07:48,190 +ال degree في Radians علىفارة small على ار capital + +78 +00:07:48,190 --> 00:07:52,070 +يعني لو كان دائرة الصغيرة قطرها ار تعدى الدائرة + +79 +00:07:52,070 --> 00:08:00,250 +الصغيرة مثلا عشرين ملي والدائرة الكبيرة مص قطرها + +80 +00:08:00,250 --> 00:08:04,970 +ميت ملي معناه + +81 +00:08:04,970 --> 00:08:09,350 +ان الزوايا الثانية هتكون ايش هتكون تساوي تلاتمية + +82 +00:08:09,350 --> 00:08:14,650 +وستين في عشرين على مية + +83 +00:08:18,350 --> 00:08:24,590 +اتنين و سبعين درجة الاتنين + +84 +00:08:24,590 --> 00:08:30,690 +و سبعين درجة هي تيتا اتنين و سبعين راح قسمها في ال + +85 +00:08:30,690 --> 00:08:33,310 +.. مش في الظروف اتناشر يعني هي في الحالة هتقسمها + +86 +00:08:33,310 --> 00:08:36,890 +في الاتناشر قسمها واحد اتنين تلاتة اربعة خمسة ستة + +87 +00:08:36,890 --> 00:08:40,450 +سبعة تمانية تسعة عشر احداشر اتناشر معناته كل زواج + +88 +00:08:40,450 --> 00:08:47,070 +كم هتكون اتنين و سبعين على اتناشر كم؟ ستة .. ست + +89 +00:08:47,070 --> 00:08:52,240 +درجاتيعني لما قسمها الاطناشر قسم و بدأ ايش عندي + +90 +00:08:52,240 --> 00:08:58,880 +هنا بدأ هنا واحد اتنين تلاتة اربع خمسة ستة سبعة + +91 +00:08:58,880 --> 00:09:04,160 +لحد اتناش و بعدين ايش واحد ما هي واحد هي نفس واحد + +92 +00:09:04,160 --> 00:09:08,000 +صح واحد + +93 +00:09:08,000 --> 00:09:12,360 +اتنين تلاتة الاطناش واحد كل زيها هتكون ست درجات + +94 +00:09:12,360 --> 00:09:19,170 +لأن اذا انا قسمت القوس هذا اتناشر قسمالدار هذا + +95 +00:09:19,170 --> 00:09:22,770 +قسمها اتناشر قسم يعني هذه الدارة كلها تلاتمائة + +96 +00:09:22,770 --> 00:09:28,910 +وستين على اتناشر كم تلاتمائة + +97 +00:09:28,910 --> 00:09:37,990 +وستين على اتناشر تلاتين هنبدأ من هنا يعني + +98 +00:09:37,990 --> 00:09:41,190 +لحظة + +99 +00:09:41,190 --> 00:09:44,650 +هاي + +100 +00:09:44,650 --> 00:09:49,880 +بداية هيعمل خط زي هيكوقسم تلاتين تلاتين تلاتين لو + +101 +00:09:49,880 --> 00:09:53,500 +عدينا وعدينا نعد من هنا اي واحد اتنين تلاتة اربعة + +102 +00:09:53,500 --> 00:09:58,520 +خمسة ستة سبعة تمانية تسعة عشر احداش اتناشر قسم لان + +103 +00:09:58,520 --> 00:10:02,260 +هنا قسم اتناشر قسم بس الزواق كان تنين وسبعين على + +104 +00:10:02,260 --> 00:10:07,340 +اتناشر ستة هنا تلاتين وستين على اتناشر تلاتين درجة + +105 +00:10:07,340 --> 00:10:15,720 +الان لاحظوا مركز الدقرة هذه الصغيرة دايما يكون على + +106 +00:10:15,720 --> 00:10:21,150 +الخط هذايعني هنا هكون هنا ال center تلاتة اربعة + +107 +00:10:21,150 --> 00:10:27,250 +خمسة ستة سبعة هذا line of centers الان بروح اللي + +108 +00:10:27,250 --> 00:10:35,450 +انا عنده انا مقسم باخد هاي عنده نقطة نقطتين هاي + +109 +00:10:35,450 --> 00:10:43,910 +تلاتة هاي اربعة هاي خمسة خمسة + +110 +00:10:43,910 --> 00:10:51,370 +وهاي ستةبروح اعمل دوائر هاي دائرة بتمر في النقطة + +111 +00:10:51,370 --> 00:10:59,610 +هذه دائرة هاي تنتين هاي واحدة + +112 +00:10:59,610 --> 00:11:06,310 +تنتين ال center line بعدين تلاتة اربعة خمسة ستة + +113 +00:11:06,310 --> 00:11:11,170 +يعني الدوائر هذه مصدرها ايه من الدائرة الصغيرة من + +114 +00:11:11,170 --> 00:11:13,610 +التقسيمة هذه لاحظ هذه الدائرة + +115 +00:11:18,290 --> 00:11:25,670 +هذه الدائرة عشان + +116 +00:11:25,670 --> 00:11:31,890 +تعرف كيف الدوارات دول اجوا الان رسم الدوارات دول و + +117 +00:11:31,890 --> 00:11:32,790 +بدأ ياش يلف + +118 +00:11:40,730 --> 00:11:45,510 +لأن هو متبع في النقطة الأولى لحظة الخط هذا و الخط + +119 +00:11:45,510 --> 00:11:48,090 +هذا على نفس الاستقالة الخط الخط هذا على نفس + +120 +00:11:48,090 --> 00:11:55,670 +الاستقالة خلنا نشغل نمشي + +121 +00:11:55,670 --> 00:12:03,410 +بس خلنا أشوف متى أعمل إيقاف لحظة شوية لحظة لحظة + +122 +00:12:25,280 --> 00:12:31,060 +هذا الخط التاني وهذه + +123 +00:12:31,060 --> 00:12:36,860 +الديارة اذا كنت تتقاطع من الخط هذا هي نقطة واضح؟ + +124 +00:12:36,860 --> 00:12:39,580 +نمشي شوية + +125 +00:12:53,450 --> 00:12:58,470 +الحياة دواء على نفس الاستقامة هاي نقطة تقعد مشيها + +126 +00:12:58,470 --> 00:13:12,450 +كمان مرة الحياة + +127 +00:13:12,450 --> 00:13:21,770 +دواء على نفس الاستقامة نقطة هو هكذاوبعدين بتعمل + +128 +00:13:21,770 --> 00:13:28,150 +مجموعة نقاط بتعمل care fit على الصلد بتعمل fit + +129 +00:13:28,150 --> 00:13:34,970 +بينهم لما تروح على ال sketch بتعمل اياش fit بتعمل + +130 +00:13:34,970 --> 00:13:39,550 +fit بين كل النقاط بتحصل على ما يسمى اللي هو ال ab + +131 +00:13:39,550 --> 00:13:43,690 +-cycloid ال ab-cycloid معناته ال ab-cycloid معناته + +132 +00:13:43,690 --> 00:13:49,330 +عندكوا exercise generate an ab-cycloid + +133 +00:13:51,920 --> 00:13:57,060 +الـ R صغير عشرين والـ R كابيتال مية ماشي نقوله على + +134 +00:13:57,060 --> 00:14:03,460 +صلة ورق هذا الـ Epicycloid النوع التاني ما يسمى + +135 +00:14:03,460 --> 00:14:13,240 +الـ Hypocycloid الـ Hypocycloid في + +136 +00:14:13,240 --> 00:14:17,800 +عند الدائرة الصغيرة رل على الدائرة الكبيرة من جوا + +137 +00:14:17,800 --> 00:14:25,790 +رل من جوا هذه كانت رل من البرايعني انا هعمل حاليا + +138 +00:14:25,790 --> 00:14:37,670 +هاريكم الفيديو بتاع ال hypercycloid يعني + +139 +00:14:37,670 --> 00:14:42,570 +الدائرة الزيرة رول على الدائرة الكبيرة من جوا + +140 +00:14:42,570 --> 00:14:44,550 +تتخرج عليها من جوا + +141 +00:14:52,770 --> 00:14:56,130 +يعني هذه الدقالة صغيرة وهذه الدقالة كبيرة التدحر + +142 +00:14:56,130 --> 00:15:02,150 +برضه محيط طول القوس هذه من البداية للنهاية نفس + +143 +00:15:02,150 --> 00:15:07,350 +الشيء بيساوي محيط الدقالة الصغيرة نفس المعادلة + +144 +00:15:07,350 --> 00:15:12,810 +تنطق بس أنه المرة roll from the inside فهيبدأ يعمل + +145 +00:15:12,810 --> 00:15:13,850 +عملية التدحرج + +146 +00:15:18,250 --> 00:15:23,750 +هنا راح زيه مستخدم R Small 25 و R Capital 27.5 بده + +147 +00:15:23,750 --> 00:15:38,450 +يعمل بده يعمل generation لل curve curve + +148 +00:15:38,450 --> 00:15:43,430 +تاني معادلة مختلفة الدحرة جهة بيصير يعني هذا بيكون + +149 +00:15:43,430 --> 00:15:50,670 +هذا convex محدد هذا مقعةبس نفس الدقرتين نفس القطرة + +150 +00:15:50,670 --> 00:15:53,170 +ده اللي صغيرة و القطرة ده الكبيرة بس تدحرج بدل ما + +151 +00:15:53,170 --> 00:15:59,530 +هو من برا من جوا فال + +152 +00:15:59,530 --> 00:16:04,670 +curve هذا بسميه + +153 +00:16:04,670 --> 00:16:09,630 +hypocycloid curve الأولاني اللي كان من الدحرج و من + +154 +00:16:09,630 --> 00:16:12,450 +برا ابيocycloid curve + +155 +00:16:29,650 --> 00:16:34,750 +يعني هو أريكوا example بالحسابات كيف أعمل + +156 +00:16:34,750 --> 00:16:41,870 +generation خلينا نبدأ من أول و + +157 +00:16:41,870 --> 00:16:49,410 +أعمل إيقاف لاحظوا في البداية حد حرج حد حرج يعني + +158 +00:16:49,410 --> 00:16:52,730 +لاحظوا الخط هذا و الخط هذا على نفس الاستقامة حد + +159 +00:16:52,730 --> 00:16:55,250 +حرج و أعمل إيقاف و انتبهوا + +160 +00:16:58,930 --> 00:17:03,050 +بس يا بل شايفين التقسيم هذه يعني هذه الدائرة هذه + +161 +00:17:03,050 --> 00:17:07,070 +بتمر في النقطة هذه الدائرة التانية هذه بتمر في + +162 +00:17:07,070 --> 00:17:11,610 +النقطة وهكذا هذول دوار مرسومين من نقطة تقطيع اللي + +163 +00:17:11,610 --> 00:17:15,330 +هي الدائرة الصغيرة خلينا ندحرجها شوية + +164 +00:17:41,690 --> 00:17:50,710 +هذه النقطة التانية نشوف النقطة التالتة + +165 +00:17:50,710 --> 00:17:54,430 +ماشي + +166 +00:17:54,430 --> 00:18:06,730 +واضحك نقطة الرابعة وده + +167 +00:18:06,730 --> 00:18:08,830 +نقطة الخامسة + +168 +00:18:12,450 --> 00:18:17,470 +دكتور يا عزيزي هذا اللي .. هذا ليه بتستخدمها لأصغر + +169 +00:18:17,470 --> 00:18:24,050 +أنواع ميزة gears؟ هذا أحد ال .. الكيرز المستخدمة + +170 +00:18:24,050 --> 00:18:30,610 +في ال gears ال .. ال gears المعتادة اللي بتعرفوها + +171 +00:18:30,610 --> 00:18:37,830 +involute بتكونش psychloid بتكونش psychloid هنجيلها + +172 +00:18:52,130 --> 00:19:01,610 +حكينا على ال apicycloid و ال hypocycloid الان + +173 +00:19:01,610 --> 00:19:09,510 +لما نكون على الترس ال profile بتاع السن الcycloid + +174 +00:19:09,510 --> 00:19:18,840 +يعنيبكون عادة مكوّن من جزئين جزء بيكون Epicycloid + +175 +00:19:18,840 --> 00:19:22,440 +وجزء تاني بيكون Hypocycloid خلينا نشوفها من خلال + +176 +00:19:22,440 --> 00:19:28,360 +الفيديو نقلب + +177 +00:19:28,360 --> 00:19:32,300 +في الضوء + +178 +00:19:48,000 --> 00:19:55,480 +خليني أعمل إيقاف يعني لاحظوا هنا في دائرة هذه تمثل + +179 +00:19:55,480 --> 00:20:00,140 +الترس الكبير وهذه دائرة تمثل الترس الصغير يعني هذه + +180 +00:20:00,140 --> 00:20:03,380 +ال pitch circle للترس الصغير وهذه ال pitch circle + +181 +00:20:03,380 --> 00:20:07,300 +للترس الكبير وفي دائرة حمرة هنا نفس كتر هذه هي + +182 +00:20:07,300 --> 00:20:12,220 +جاية هنا مش + +183 +00:20:12,220 --> 00:20:12,740 +مبينة + +184 +00:20:17,060 --> 00:20:25,260 +الان هو هيعمل حيدحرج + +185 +00:20:25,260 --> 00:20:31,280 +لحظة + +186 +00:20:31,280 --> 00:20:35,660 +مش مبين الاشيء + +187 +00:20:35,660 --> 00:20:40,000 +عندي + +188 +00:20:40,000 --> 00:20:40,760 +دائرة حمرة + +189 +00:20:46,350 --> 00:20:56,010 +هيبدأ تحرج واحدة منهم طبعا + +190 +00:20:56,010 --> 00:20:59,830 +هو بيحكي هذه وهذه هتمثل pitch circles لتو جيل هذي + +191 +00:20:59,830 --> 00:21:03,650 +pitch circle و pitch circle لأنه هيعمل generate + +192 +00:21:03,650 --> 00:21:13,030 +للسن لcycloid يالتي مكوّمة من two parts + +193 +00:21:13,030 --> 00:21:15,390 +واحد Epicycloid واحد Hypocycloid + +194 +00:21:23,340 --> 00:21:48,980 +هو بيعمل في ال parameters الدائرة + +195 +00:21:48,980 --> 00:21:55,440 +البرا بتعمله Epicycloidالدقرة من الداخل تعمل هايبو + +196 +00:21:55,440 --> 00:22:03,160 +سايكلويد دعوني أعمل إيقاف عمل two curves هاي curve + +197 +00:22:03,160 --> 00:22:06,220 +و + +198 +00:22:06,220 --> 00:22:10,480 +curve تاني ال + +199 +00:22:10,480 --> 00:22:15,820 +curve هدا ال ipicycloid ناتج أنت تخرج الدقرة هذه + +200 +00:22:15,820 --> 00:22:23,450 +حوالين الدقرة الكبيرةوال hypocycloid ناجح أن تتحرج + +201 +00:22:23,450 --> 00:22:29,370 +هذه حوالين الكبيرة عشان + +202 +00:22:29,370 --> 00:22:35,610 +تصير ال engagement صح يعني لاحظوا هذه .. هذه + +203 +00:22:35,610 --> 00:22:40,810 +generate hypocycloid وهذه مع الكبيرة generate + +204 +00:22:40,810 --> 00:22:45,210 +hypocycloid هذه + +205 +00:22:45,210 --> 00:22:53,600 +مع هذهبتعمل Epicycloid وهدي مع هدي بتعمل إيش + +206 +00:22:53,600 --> 00:23:01,320 +Hypocycloid الآن في حالة السيكلويد كيكجيرز بيكون + +207 +00:23:01,320 --> 00:23:06,060 +واحد من التروس في التلامس واحد من التروس بيكون + +208 +00:23:06,060 --> 00:23:10,220 +Epicycloid والتان بيكون Hypocycloid او العكس يعني + +209 +00:23:10,220 --> 00:23:16,800 +ده بيكون التلامس سطح محدد مع سطح مقعر خلي أعمل + +210 +00:23:16,800 --> 00:23:17,760 +الترسين مع بعض + +211 +00:23:35,470 --> 00:23:51,710 +لسه ماعملش الترس التانى لان + +212 +00:23:51,710 --> 00:23:56,710 +حتى ده هحرج الدائرة اللى هنا مع الدائرة مع الدائرة + +213 +00:23:56,710 --> 00:23:59,790 +هذه اللى تمثل الترس الصغير عشان نفسه على + +214 +00:23:59,790 --> 00:24:05,380 +Epicycloidو الديارة هذه مع ال ترس هذا عشان نعمل + +215 +00:24:05,380 --> 00:24:18,740 +ليه hypocycloid لأن + +216 +00:24:18,740 --> 00:24:24,240 +هعمل generation بالتوازي تانين مع بعض حاليا لحظة + +217 +00:24:24,240 --> 00:24:28,740 +شوية عمل ال graph ألوان + +218 +00:24:28,740 --> 00:24:29,460 +مش مساعدة + +219 +00:24:40,710 --> 00:24:46,830 +طيب طيب أنا بعطيكوا الفيديو تتفرجوا عليه هو عمل + +220 +00:24:46,830 --> 00:24:53,970 +generate يعني سنين سن على driver و سن على driven + +221 +00:24:53,970 --> 00:24:59,010 +بغض النظر كان driver او driven السن بيكون مكوّن من + +222 +00:24:59,010 --> 00:25:07,700 +جزئين جزء Epicycloidو جزء hypocycloid ابيocycloid + +223 +00:25:07,700 --> 00:25:15,200 +ناتج عن تدخرج الدائرة الصغيرة مع أحد الترسين من + +224 +00:25:15,200 --> 00:25:19,320 +برا والhypocycloid ناتج عن تدخرج نفس الدائرة على + +225 +00:25:19,320 --> 00:25:25,940 +الجهة التانية بس من جوا الترس المناضر برضه بيكون + +226 +00:25:25,940 --> 00:25:30,520 +فيه جزئين ابيocycloid وhypocycloid دايما نتلمس + +227 +00:25:30,520 --> 00:25:37,100 +الترسين نكون engaged مع بعضبيكون ال epicycloid من + +228 +00:25:37,100 --> 00:25:42,540 +الترث الأولاني ملامس للhypocycloid من الترث التاني + +229 +00:25:42,540 --> 00:25:46,220 +أو العكس يعني دايما يكون epicycloid مع hypocycloid + +230 +00:25:46,220 --> 00:25:52,280 +يعني بيكون دايما سطح محدب مع سطح مقعر أو سطح مقعر + +231 +00:25:52,280 --> 00:25:54,440 +مع سطح محدب + +232 +00:26:22,910 --> 00:26:29,330 +ممكن هنا واضحة الصورة اتطلع + +233 +00:26:30,590 --> 00:26:34,450 +عندى ترسين هذا .. هذا بيمثل ال pitch circle للترس + +234 +00:26:34,450 --> 00:26:41,910 +الأولانى وهذا بيمثل ال pitch circle للترس التانى + +235 +00:26:41,910 --> 00:26:48,730 +لأن تدخرج الدائرة هذه مع الدائرة هذه بيعطينى + +236 +00:26:48,730 --> 00:26:52,750 +epicycloid هذا epicycloid يعني السن على الترس + +237 +00:26:52,750 --> 00:26:55,970 +الكبير تدخرج الدائرة الصغيرة + +238 +00:26:58,510 --> 00:27:01,990 +مع الدائرة الكبيرة بيعطيني اللي هو ال hypocycloid + +239 +00:27:01,990 --> 00:27:07,530 +لنفس السن هتنقضي الترس التاني تدحرش الدائرة هذه من + +240 +00:27:07,530 --> 00:27:13,430 +برا .. من برا مع .. مع الدائرة هذه بيعطيني إيش + +241 +00:27:13,430 --> 00:27:19,730 +apicycloid تدحرش الدائرة هذه مع الدائرة هذه + +242 +00:27:19,730 --> 00:27:24,390 +بيعطيني اللي هو ال hypocycloid اللي هو هذا لحظة + +243 +00:27:24,390 --> 00:27:35,310 +هاي عندي السنو هاي ايش sin الان + +244 +00:27:35,310 --> 00:27:40,950 +عند ال pitch point بيكونوا متلامسين عند نقطة طيب + +245 +00:27:40,950 --> 00:27:44,030 +عند + +246 +00:27:44,030 --> 00:27:46,690 +class assignment generate a conjugate cycloidal + +247 +00:27:46,690 --> 00:27:51,120 +pair according to the followingال pitch diameter + +248 +00:27:51,120 --> 00:27:54,540 +of pinion مائة ملي pitch diameter of gear متين ملي + +249 +00:27:54,540 --> 00:27:59,540 +rolling circle diameter اربعين ملي اعملوا الاسنان + +250 +00:27:59,540 --> 00:28:08,200 +وكرروهم ولفوا الاسنان مع بعض شوف شو يصير معاكم + +251 +00:28:08,200 --> 00:28:17,680 +الان ال involute teeth ال + +252 +00:28:17,680 --> 00:28:19,620 +involute teeth بيكون انا عندي دائرة + +253 +00:28:22,190 --> 00:28:29,450 +دائرة ملفوف حواليها خيط ملفوف حواليها خيط لأن افرض + +254 +00:28:29,450 --> 00:28:35,290 +الخيط كان طرفه عند النقطة هذه طرفه + +255 +00:28:35,290 --> 00:28:39,750 +عند النقطة هذه لأن ببدأ ارخي الخيط و هو مجدود افكه + +256 +00:28:39,750 --> 00:28:45,790 +عن ايش ارخي عن الدائرة و اتبع النقطة النقطة هذه + +257 +00:28:45,790 --> 00:28:50,950 +يعني لو بديت من هنا بديت مجدود عن النقطة هذهبديت + +258 +00:28:50,950 --> 00:28:55,990 +في النقطة هذه الدائرة هذه بسميها ال base circle ال + +259 +00:28:55,990 --> 00:28:59,970 +base circle هي الدائرة اللي من عندها بيبدأ توليد + +260 +00:28:59,970 --> 00:29:03,730 +ال involute قبل شوية احنا في المحاضرة السابقة + +261 +00:29:03,730 --> 00:29:06,350 +حكينا عن ال base circle حكينا احنا هنحكي عليها + +262 +00:29:06,350 --> 00:29:10,210 +لاحقا ال base circle هي ال circle اللي من عندها + +263 +00:29:10,210 --> 00:29:13,990 +بيبدأ توليد ال involute يعني بديت في النقطة هذه + +264 +00:29:13,990 --> 00:29:18,830 +لحظة انا هي الخيط مجدود لأن لو شديته هنا كمان + +265 +00:29:29,220 --> 00:29:34,500 +هذه النقطة شدته هنا tangent هذه النقطة انا بتتبع + +266 +00:29:34,500 --> 00:29:41,520 +بكون ارخص و ارسم curve هذا بيسموه involute profile + +267 +00:29:41,520 --> 00:29:47,860 +involute profile هنا + +268 +00:29:47,860 --> 00:29:53,560 +اوضح ممكن الصورة بدأت + +269 +00:29:53,560 --> 00:29:57,540 +من عند النقطة دي الخيط كان هنابدأت أرخه مجدود يعني + +270 +00:29:57,540 --> 00:30:01,500 +اللي لازم يكون ملامس للدائرة هاي او عملت tangent + +271 +00:30:01,500 --> 00:30:05,020 +هاي النقطة الأولى، هاي ال tangent، هاي النقطة + +272 +00:30:05,020 --> 00:30:08,780 +التانية، هاي ال tangent، هاي النقطة التالتة، هاي + +273 +00:30:08,780 --> 00:30:12,380 +ال tangent، هاي النقطة الرابعة و هكذا فهذا ال + +274 +00:30:12,380 --> 00:30:16,140 +curve بسمي invalid curve invalid curve + +275 +00:30:33,430 --> 00:30:39,290 +عند ال two gears نحكي هذا ال driver وهذا ال driven + +276 +00:30:39,290 --> 00:30:46,770 +دايما ال driver بدفع بنفس الاتجاه بدفع نفس الاتجاه + +277 +00:30:46,770 --> 00:30:57,650 +هذا يسمى ال pressure line شايفين كيف بدفع هذا + +278 +00:30:57,650 --> 00:31:00,230 +ال line او هذا ال pressure line + +279 +00:31:04,570 --> 00:31:08,130 +اركز عالية على شسمه هذا يعني schematic هذا و لازم + +280 +00:31:08,130 --> 00:31:12,010 +يكون فيه clearance اركز على فكرة pressure line + +281 +00:31:12,010 --> 00:31:16,530 +حاليا انا + +282 +00:31:16,530 --> 00:31:20,630 +عندي هين ترس يعني عندي ال pinion عادة الترس الصغير + +283 +00:31:20,630 --> 00:31:24,450 +بيسموه ال pinion و الترس الكبير بيسموه ال gear + +284 +00:31:24,450 --> 00:31:26,930 +يعني pinion and gear يعني هذا pinion و هذا عياش + +285 +00:31:26,930 --> 00:31:31,950 +gear طبعا انا في عندي ال pitch circle لل pinion + +286 +00:31:34,740 --> 00:31:42,260 +وفي عند ال pitch circle للجير وفي عند ال base + +287 +00:31:42,260 --> 00:31:47,360 +circle للبنيون وعند ال base circle للجير ال base + +288 +00:31:47,360 --> 00:31:52,980 +circle هي الدائرة اللى من عندها بدنا نولد ال + +289 +00:31:52,980 --> 00:32:00,760 +involute يعني اللى هي النقطة هذه بدنا + +290 +00:32:00,760 --> 00:32:02,960 +نولد ال involute من هذه الدائرة من هذا النقطة + +291 +00:32:03,230 --> 00:32:14,370 +معناته هذه ايش تمثل ال base circle طبعا + +292 +00:32:14,370 --> 00:32:19,950 +زي ما حكينا ال addendum هذا ال addendum ال + +293 +00:32:19,950 --> 00:32:21,830 +addendum مع ال pinion لازم يتساوى ال addendum مع + +294 +00:32:21,830 --> 00:32:31,450 +ال gear يعني هذه بتساوى هذه و ال dedendum هي + +295 +00:32:31,450 --> 00:32:31,910 +ال dedendum + +296 +00:32:34,880 --> 00:32:41,620 +نفس ايه دي انضم ال circle pitch لل pinion بتستوى + +297 +00:32:41,620 --> 00:32:48,760 +ال circle pitch لل gear عشان يلفوا صح مع بعض لازم + +298 +00:32:48,760 --> 00:32:50,880 +ال circle pitch لل pinion تستوى ال circle pitch لل + +299 +00:32:50,880 --> 00:33:03,260 +gear طيب + +300 +00:33:08,410 --> 00:33:13,870 +يعني الـ two gears انمش هاد + +301 +00:33:13,870 --> 00:33:20,030 +ال pitch circle بتاعة ال bed driver و هاد ال pitch + +302 +00:33:20,030 --> 00:33:25,490 +circle لل driven و الخط اللي واصل بين o واحد اتنين + +303 +00:33:25,490 --> 00:33:29,910 +هو line of centers واصل o واحد مع a اتنين معناته + +304 +00:33:29,910 --> 00:33:37,520 +هاد هي ال pitch point ال pressure lineما هي أساسا + +305 +00:33:37,520 --> 00:33:43,780 +ال involute generated من خط مشدود كان مماس .. مماس + +306 +00:33:43,780 --> 00:33:50,180 +كأنه .. كأنه .. كأنه الترس بيكون كأنه + +307 +00:33:50,180 --> 00:33:57,980 +أنا عند هاي الترس و + +308 +00:33:57,980 --> 00:34:03,760 +في بينهم حبل في + +309 +00:34:03,760 --> 00:34:09,100 +بينهم حبلأضغط الحبل لو كان فيه tension بهذا + +310 +00:34:09,100 --> 00:34:16,420 +الاتجاه بلف هذا هتلف زي هيك و هذا هتلف زي هيك + +311 +00:34:16,420 --> 00:34:22,360 +النقطة التقاطه للحبل هتسمى ال pitch point فعناته + +312 +00:34:22,360 --> 00:34:31,180 +هذا pitch circle و هذا pitch circle عشانك هذه هي + +313 +00:34:31,180 --> 00:34:34,740 +ال base circle هي ال circle منها بعدين ال involute + +314 +00:34:39,150 --> 00:34:44,570 +فمعناته دايما ال force ناقل الحركة من الترس للترس + +315 +00:34:44,570 --> 00:34:49,830 +بتكون في اتجاه الخط المماث بين ال two base circles + +316 +00:34:49,830 --> 00:34:52,270 +ال base circle لل pinion والجير يعني هي base + +317 +00:34:52,270 --> 00:34:55,870 +circle لل pinion هي base circle للجير اعمل تماث + +318 +00:34:55,870 --> 00:34:58,730 +بينهم بتقاطع مع ال line of center بيعطي نقاش ال + +319 +00:34:58,730 --> 00:35:05,270 +pitch point ومنها برسم pitch circle لو عملت عمودي + +320 +00:35:05,270 --> 00:35:10,040 +من ال centerالـ pressure line بتكون هذه الزاوية + +321 +00:35:10,040 --> 00:35:12,900 +ايش ال pressure line يعني هذه الزاوية هتساوي هذه + +322 +00:35:12,900 --> 00:35:20,200 +فاي وهذه فاي هذا نصف القطر نصف قطر ال base circle + +323 +00:35:20,200 --> 00:35:24,180 +وهذا نصف قطر ال base circle لل pinion وهذا نصف قطر + +324 +00:35:24,180 --> 00:35:28,640 +ال base circle لل gear هذا ال pitch radius لل + +325 +00:35:28,640 --> 00:35:32,900 +pinion و pitch radius لل gear لو أخدت المثلثين + +326 +00:35:36,120 --> 00:35:42,080 +O1MP و O2NP متشابهين يعني هذه الزاوية بتساوي هذه و + +327 +00:35:42,080 --> 00:35:45,460 +هذه five بتساوي هذه و هذه سنت درجة هدول متشابهين + +328 +00:35:45,460 --> 00:35:57,680 +اذا متشابهين هكون O1M على O2N بيساوي O1P على O2P + +329 +00:35:57,680 --> 00:36:03,060 +اللي هي بيساوي ال ratio omega 2 على omegaو ال + +330 +00:36:03,060 --> 00:36:07,000 +center distance يبقى عن O واحد P زاد O اتنين P + +331 +00:36:07,000 --> 00:36:14,280 +لاحظوا في علاقة بين ال pitch بين ال base radius و + +332 +00:36:14,280 --> 00:36:20,460 +ال pitch radius يعني ال R ال base + +333 +00:36:20,460 --> 00:36:31,340 +بيساوي ال R cosine ال pressure angle صح؟هذا بساوة + +334 +00:36:31,340 --> 00:36:41,920 +طول هذا في cosine الزاوية الفاية ال + +335 +00:36:41,920 --> 00:36:47,400 +force تأثر بهذا الاتجاه ممكن تعملها مركبة تانية + +336 +00:36:47,400 --> 00:36:56,290 +مركبة tangential مركبة radial يعني F tangentialو F + +337 +00:36:56,290 --> 00:36:59,850 +Radial F Radial بيستوى الفورس الكلية في cosine ال + +338 +00:36:59,850 --> 00:37:03,250 +pressure angle و ال F Radial بيستوى الفورس الكلية + +339 +00:37:03,250 --> 00:37:08,910 +في sin Phi الان ال radial component بتعمل عزم + +340 +00:37:08,910 --> 00:37:13,970 +حوالين مركز الترس لأنها بتمر في مركزه صح؟ مين اللي + +341 +00:37:13,970 --> 00:37:17,870 +بيعمل عزم؟ tangential معناته ال torque بيستوى ال + +342 +00:37:17,870 --> 00:37:21,510 +tangential force في ال radius بتاع ال gear + +343 +00:37:21,510 --> 00:37:31,170 +tangential force فيال radius بتاع ال gear لو + +344 +00:37:31,170 --> 00:37:36,770 +بده اعمل مقارنة بين ال .. ال involute gears و ال + +345 +00:37:36,770 --> 00:37:41,810 +cycloidal gears فى التركيب مركب ال involute gears + +346 +00:37:41,810 --> 00:37:44,630 +لو ال center distance يعني مثلا هي مركز و مركز + +347 +00:37:44,630 --> 00:37:50,190 +يعني .. يعني مركبتهش صح يعني مثلا كام هو ال .. + +348 +00:37:50,190 --> 00:37:52,410 +عشرين sound صار مثلا عشرين و نص + +349 +00:37:55,460 --> 00:37:59,780 +بتظل الحركة صح بس ال actual pressure angle بتصير + +350 +00:37:59,780 --> 00:38:06,580 +مختلفة يعني بتظل محافظة على الحركة صح في حالة ال + +351 +00:38:06,580 --> 00:38:12,660 +psychological gears لازم احافظ ال center exact + +352 +00:38:12,660 --> 00:38:19,580 +otherwise بيصير vibration و بيصير خرابيش كتير ال + +353 +00:38:19,580 --> 00:38:24,240 +pressure angle من بداية ال engagementلنهاية ال + +354 +00:38:24,240 --> 00:38:29,220 +engagement constant ال pressure angle في حالة + +355 +00:38:29,220 --> 00:38:37,900 +السيكلويديال gears بتبدأ maximum بتوصل minimum او + +356 +00:38:37,900 --> 00:38:42,460 +zero عند ال pitch point بعدين ترجع يزيد لما .. لما + +357 +00:38:42,460 --> 00:38:45,240 +يخرج السنامي يخرج و يطلع من بعض بترجعت maximum + +358 +00:38:45,240 --> 00:38:50,990 +يعني بتبدأ يعني ال pressure angleمش constant طوال + +359 +00:38:50,990 --> 00:38:53,550 +فترة ال engagement بدا تدخل و تدخل ال stand ببعض + +360 +00:38:53,550 --> 00:38:56,790 +لحد خروجهم بتكونش ثابتة لكن ال pressure angle في + +361 +00:38:56,790 --> 00:39:05,930 +حالة ال involute gears بتكون ثابتة الان + +362 +00:39:05,930 --> 00:39:12,700 +في حالة ال involute .. ال involute حكينايعني ال + +363 +00:39:12,700 --> 00:39:19,580 +curve الجزء الأعلى ال pitch circle بسميه ال face و + +364 +00:39:19,580 --> 00:39:23,240 +الجزء من ال curve اللي تحت ال pitch circle بسميه + +365 +00:39:23,240 --> 00:39:27,920 +ال flank ال face و ال flank نفس ال curve curve + +366 +00:39:27,920 --> 00:39:32,700 +واحد اللي هو إيش involute في حالة الcycloid يعني + +367 +00:39:32,700 --> 00:39:36,020 +ال curve مش curve واحد two curves واحد avocycloid + +368 +00:39:36,020 --> 00:39:41,770 +واحد hypocycloidيعني two gears واحد إيبي سايكلويد + +369 +00:39:41,770 --> 00:39:45,650 +واحد إيبي أهايفو سايكلويد ال envelope gears + +370 +00:39:45,650 --> 00:39:55,770 +تصنيعها أسهل من تصنيع ال psychological gears الآن + +371 +00:39:55,770 --> 00:39:58,510 +عدد الأسنان في ال envelope gears إذا قل عن عدد + +372 +00:39:58,510 --> 00:40:03,790 +معين الأسنان بغرز في بعض بصير السن اللي driven + +373 +00:40:03,790 --> 00:40:08,700 +السن اللي driven سيرتوكل في السنانالـ driver يسموه + +374 +00:40:08,700 --> 00:40:13,040 +interference تداخل بغرز و بعض ففي حد قدم الأسنان + +375 +00:40:13,040 --> 00:40:16,920 +عشان مايصيرش انغراز في حد قدم الأسنان عشان مايصيرش + +376 +00:40:16,920 --> 00:40:20,960 +انغراز لكن في حالة الـcycloid ال gears ممكن يكون + +377 +00:40:20,960 --> 00:40:25,440 +الترس بس سنين مهمش الحالة يعني .. يعني ممكن يكون + +378 +00:40:25,440 --> 00:40:27,980 +سنين و مايصيرش interference يعني مافيش مشكلة + +379 +00:40:27,980 --> 00:40:30,700 +interference في حالة الـcycloid ال gears + +380 +00:40:40,740 --> 00:40:46,040 +ك strength wise ال psychological gears اقوى لنفس + +381 +00:40:46,040 --> 00:40:53,400 +ال thickness اقوى من ال .. من ال involute gears في + +382 +00:40:53,400 --> 00:40:58,540 +حالة involute gears عندى دايماinvolute مع involute + +383 +00:40:58,540 --> 00:41:02,540 +بيكونوا متلامس يعني سطح محدب مع سطح محدب في حالة + +384 +00:41:02,540 --> 00:41:07,520 +ال psychological gears بيكون السطح محدب ملامس لسطح + +385 +00:41:07,520 --> 00:41:11,640 +مقعر او العكس هذا في حالة ال psychological gears + +386 +00:41:11,640 --> 00:41:14,960 +لحد + +387 +00:41:14,960 --> 00:41:18,340 +هنا نكون خلصنا المحاضرة التانية المحاضرة الجاي + +388 +00:41:18,340 --> 00:41:19,460 +بنكمل الشهر + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/pMCxqMu1vjo_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/pMCxqMu1vjo_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..3176595a1318ddef5611f3ac5eff1db3745cbe7c --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/pMCxqMu1vjo_postprocess.srt @@ -0,0 +1,1524 @@ +1 +00:00:05,350 --> 00:00:08,030 +بسم الله الرحمن الرحيم السلام عليكم و رحمة الله + +2 +00:00:08,030 --> 00:00:13,830 +اليوم هنبدأ chapter جديد انوان ال chapter استخدام + +3 +00:00:13,830 --> 00:00:19,470 +الأعداد المركبة في تحليل القليات or complex number + +4 +00:00:19,470 --> 00:00:25,130 +analysis for linkages أو for mechanisms هعمل ال + +5 +00:00:25,130 --> 00:00:29,570 +complex number analysis من خلال أمثلة يعني هاخد + +6 +00:00:29,570 --> 00:00:32,890 +slotted crank mechanism و أعمل لها displacement + +7 +00:00:34,410 --> 00:00:37,610 +velocity و acceleration analysis باستخدام ال + +8 +00:00:37,610 --> 00:00:40,570 +complex number بس يلنا نعمل analysis خلانا نعمل + +9 +00:00:40,570 --> 00:00:48,530 +مراجعة سريعة لل complex analysis ال ال x y plane + +10 +00:00:48,530 --> 00:00:57,870 +هاي ال x و y عشان اعرف نقطة ممكن استخدم الاحتثيات + +11 +00:00:57,870 --> 00:01:08,840 +ال D كرتية اللي هم مركباتX ومركب + +12 +00:01:08,840 --> 00:01:16,320 +ايه؟ Y او ممكن استخدم احداثيات قطبية polar + +13 +00:01:16,320 --> 00:01:22,000 +coordinates R + +14 +00:01:22,000 --> 00:01:26,220 +وTheta في الآخر X + +15 +00:01:40,140 --> 00:01:45,780 +ممكن استعيد عن ال X Y System بال Complex Plane ما + +16 +00:01:45,780 --> 00:01:52,380 +يسمى Complex Plane يعني كون ان ال real part وال + +17 +00:01:52,380 --> 00:01:53,280 +imaginary part + +18 +00:01:58,330 --> 00:02:08,030 +كأنه X كأنه Y الان لو + +19 +00:02:08,030 --> 00:02:13,830 +كان عندي نقطة هنا و ال vector من المركز اللي + +20 +00:02:13,830 --> 00:02:18,570 +احداثيها للنقطة بيعمل زاوية theta at radius R + +21 +00:02:26,340 --> 00:02:32,140 +ممكن احكي ان الار باسمه + +22 +00:02:32,140 --> 00:02:46,680 +قيمة الار في cos θ زاد j sin θ يعني انه مركب في ال + +23 +00:02:46,680 --> 00:02:52,700 +real هذه a + +24 +00:02:52,700 --> 00:03:01,480 +cos θهتجي على الـ real axis في مركبة إيه لها؟ على + +25 +00:03:01,480 --> 00:03:13,100 +ال imaginary axis اللي هي R sin θ R sin θ أو + +26 +00:03:13,100 --> 00:03:23,560 +هعطيكوا أكتبها بشكل R ك vector بيستخدم قيمة الـ R + +27 +00:03:26,780 --> 00:03:34,440 +Exponential EI ثتا EI ثتا Mathematically ال EI ثتا + +28 +00:03:34,440 --> 00:03:39,840 +هذي اللي هي cosine ثتا بال real part و J sine ثتا + +29 +00:03:39,840 --> 00:03:45,160 +بال general part طيب لأن هذا الكلام هنطبقه على ال + +30 +00:03:45,160 --> 00:03:48,000 +mechanisms أنا عندي Slider crank mechanism + +31 +00:04:21,900 --> 00:04:28,420 +فين الكرانك فيه connecting rod فيه slider حركة + +32 +00:04:28,420 --> 00:04:35,120 +الكرانك فيه rotation هو النقطة هذه و ال connecting + +33 +00:04:35,120 --> 00:04:38,240 +rod بتحرك اتنين translational rotation يعني + +34 +00:04:38,240 --> 00:04:43,240 +general plan motion و ال slider translational + +35 +00:04:43,240 --> 00:04:47,220 +motion الآن + +36 +00:04:47,220 --> 00:04:51,180 +عند .. هاخد .. هتفهم هذا ال link two هذا ال link + +37 +00:04:51,180 --> 00:05:04,940 +twoهذا ال link 3 هعرف link 2 ب vector R2 بده احط + +38 +00:05:04,940 --> 00:05:12,220 +local coordinate system محور ده theta موضية هحكي + +39 +00:05:12,220 --> 00:05:17,760 +هي عند X small و + +40 +00:05:17,760 --> 00:05:25,130 +Y small الزاوية هي theta تقاسمن ال positive x axis + +41 +00:05:25,130 --> 00:05:34,230 +و بمشي بعكس عقارب الساعة هذا θ2 الان ال link 3 هي + +42 +00:05:34,230 --> 00:05:38,870 +link 3 بحط + +43 +00:05:38,870 --> 00:05:47,010 +في الدل هنا x small و y small العكس هنا ال θ تلاتة + +44 +00:05:47,010 --> 00:05:53,630 +او ال θ تقاس من ال positive x axisبعكس .. يعني هلف + +45 +00:05:53,630 --> 00:05:59,050 +هعدد + +46 +00:05:59,050 --> 00:06:03,030 +theta تلاتة + +47 +00:06:03,030 --> 00:06:06,070 +هعندي + +48 +00:06:06,070 --> 00:06:13,710 +.. في ال vector الرابع خلينا + +49 +00:06:13,710 --> 00:06:14,650 +نسميه R1 + +50 +00:06:18,740 --> 00:06:23,860 +هذه ديلتا على الـ vector اللي وضعتها هنا X صغير وY + +51 +00:06:23,860 --> 00:06:34,740 +صغير هلف زاوية I ثتا I ثتا واحد I ثتا + +52 +00:06:34,740 --> 00:06:39,480 +واحد اللي عن التلاتة vectors هدول بين المثلث مسكر + +53 +00:06:39,480 --> 00:06:45,100 +بشكل كامل هكون ال vector sum بتاعهم شو يساوي صفر + +54 +00:06:45,100 --> 00:06:55,230 +يعني هكون عندي R واحدك vector زاد R2 زاد R3 ساوي + +55 +00:06:55,230 --> 00:07:00,650 +صفر ال + +56 +00:07:00,650 --> 00:07:11,990 +R1 هبقى R1 exponential I theta 1 والR2 + +57 +00:07:11,990 --> 00:07:22,370 +قيمته R2 طول هذا EIθ2 و ال vector الثالث زاد R + +58 +00:07:22,370 --> 00:07:36,470 +ثلاثة EI ثلاث ثلاثة يتساوي سفر لأن + +59 +00:07:36,470 --> 00:07:42,730 +هذه مُتلق مُتجهات معناته + +60 +00:07:42,730 --> 00:07:48,050 +حالة اتزانمظبوط؟ مظبوط؟ اذا عندي vector ازاي هي + +61 +00:07:48,050 --> 00:07:53,990 +vector اذا + +62 +00:07:53,990 --> 00:07:59,610 +المتلقى بيسكر كله بدور نفس الاتجاه معناته هادى في + +63 +00:07:59,610 --> 00:08:11,350 +حالة اتزان ال vector sum بتكون ساوى zero اذا + +64 +00:08:11,350 --> 00:08:12,430 +عندي ال real part + +65 +00:08:18,370 --> 00:08:21,930 +هنا احنا كده هاد equation 2D equation الهاد يبقى + +66 +00:08:21,930 --> 00:08:25,710 +هاد يتمثل اكم equation تنتين واحدة في اتجاه ال + +67 +00:08:25,710 --> 00:08:30,230 +real واحدة في اتجاه ال imaginary صح تخيلي هكون + +68 +00:08:30,230 --> 00:08:47,260 +عندي R1 cos θ1 زاد R2 cos θ2 زاد R3الكو ساين ثيتا + +69 +00:08:47,260 --> 00:08:55,180 +تلاتة بتساوي السفر طيب + +70 +00:08:55,180 --> 00:09:01,600 +ثيتا واحدة كم بتساوي ثابت + +71 +00:09:01,600 --> 00:09:07,240 +تتغير ثيتا واحد صح 180 درجة الكو ساين + +72 +00:09:12,760 --> 00:09:21,400 +هذه سفر تسعين مية و تمانين تانية و سبعين تلت مية و + +73 +00:09:21,400 --> 00:09:29,660 +ستين يعني كوسايم يتوين أكمل ساوية سالب واحد سالب R + +74 +00:09:29,660 --> 00:09:37,680 +واحد زاد R تنين كوسايم تيتا اتنين زاد R تلاتة + +75 +00:09:37,680 --> 00:09:50,510 +كوسايم تيتا تلاتة ساوية سفرمعناته R2 Cos θ2 R3 Cos + +76 +00:09:50,510 --> 00:09:57,130 +θ3 R1 لأن هذا vector equation ولا scalar equation + +77 +00:09:57,130 --> 00:10:07,490 +كل كيميات غير متجة هذه قيمة هذه معادلة واحدة إذا + +78 +00:10:07,490 --> 00:10:08,270 +أخدت ال imaginary + +79 +00:10:17,620 --> 00:10:28,940 +هيكون ر واحد sin θ واحد زاد ر اتنين sin θ اتنين + +80 +00:10:28,940 --> 00:10:39,720 +زاد ر تلاتة sin θ تلاتة صفر صفر احنا هنا معناته + +81 +00:10:39,720 --> 00:10:40,780 +sin θ واحد + +82 +00:10:47,770 --> 00:10:56,830 +معناته ايش حاسيب في هذه صفر صح هذه صفر + +83 +00:10:56,830 --> 00:11:03,430 +معناته اذا عندي R اتنين صين + +84 +00:11:03,430 --> 00:11:15,100 +ثتا اتنين زاد R تلاتةSin θ تلاتة بالساوة صفر هذه + +85 +00:11:15,100 --> 00:11:19,880 +المعادلة اتنين لو + +86 +00:11:19,880 --> 00:11:24,080 +كان راكب موتور هنا على ال input بكون عارف انا ال + +87 +00:11:24,080 --> 00:11:28,800 +rotation تبعه ك input بكون عارف طول ال link هذه + +88 +00:11:28,800 --> 00:11:29,640 +يعني given + +89 +00:11:43,000 --> 00:11:58,360 +given R2 و R3 و θ2 ممكن نحسب ايش calculate R1 + +90 +00:11:58,360 --> 00:12:10,620 +and θ3 يعني ممكن استخدمالمعادلة 1 2 عشان احل R1 و + +91 +00:12:10,620 --> 00:12:20,860 +R3 خلان اكتب معادلتين تحت بعض المعادلة + +92 +00:12:20,860 --> 00:12:32,780 +الأولى هي عنده R2 Cos K2 زاد R3 + +93 +00:12:48,100 --> 00:12:49,500 +R2Sinθ2R3Sinθ3 + +94 +00:13:11,060 --> 00:13:17,820 +الجبن انا عارف جبن ثتا اتنين جبن + +95 +00:13:17,820 --> 00:13:25,360 +ثتا اتنين ماشي هذا معدل واحد هذا + +96 +00:13:25,360 --> 00:13:31,840 +معدل اتنين بدي اعمل solve solve + +97 +00:13:31,840 --> 00:13:41,940 +for ثتا تلاتة و R واحدمن اتنين ممكن احكي من اتنين + +98 +00:13:41,940 --> 00:13:46,560 +اجيب + +99 +00:13:46,560 --> 00:13:51,460 +theta تلاتة بس + +100 +00:13:51,460 --> 00:13:57,780 +انا مفضلش اتعامل مع ال .. مع ال sign و ال cosine + +101 +00:13:57,780 --> 00:14:00,920 +ليش؟ + +102 +00:14:00,920 --> 00:14:07,740 +انا عنده ال sign موجود في الأول مربع الأول مربع + +103 +00:14:07,740 --> 00:14:13,660 +التانيمعناته مش هعرف أنا حالي في الناس مربعة ال + +104 +00:14:13,660 --> 00:14:22,580 +cosine موجبة في الأول والرابع معناته لكن ال tan ال + +105 +00:14:22,580 --> 00:14:30,120 +tan بتكون عندي ال tan دايما هاي ال theta هاي نحكي + +106 +00:14:30,120 --> 00:14:41,170 +Y X R ال tan theta بشكل عام so Y على Xلو كنت في + +107 +00:14:41,170 --> 00:14:46,310 +المربع الأول من + +108 +00:14:46,310 --> 00:14:51,590 +معرفتي لقيمة إشارة ال Y و إشارة ال X بأعرف حالة + +109 +00:14:51,590 --> 00:14:56,330 +فانعة مربعة لو كنت في المربع التاني بتكون ال Y + +110 +00:14:56,330 --> 00:15:05,670 +موجبة و ال X سالبة أه أنا عارف من قيمة من ال sign + +111 +00:15:05,670 --> 00:15:09,280 +تاعة ال Y و ال X بأعرف حالة فانعة مربعةلو كنت في + +112 +00:15:09,280 --> 00:15:13,000 +المربع التاني يكون ال Y موجبة وال X سلبة لو كنت في + +113 +00:15:13,000 --> 00:15:20,360 +المربع التالت يكون negative على negative المربع + +114 +00:15:20,360 --> 00:15:27,220 +الرابع negative على موجب فالتان بتحدد انا في انيات + +115 +00:15:27,220 --> 00:15:32,760 +ربع موجودة فانا عشان ذلك بدي افضل استخدم التان + +116 +00:15:32,760 --> 00:15:36,600 +خنقت المعادلات هتكون عندي R تلاتة + +117 +00:15:47,460 --> 00:15:54,820 +R1-R2cosθ2 R3sinθ3 + +118 +00:15:54,820 --> 00:16:01,860 +-R2sinθ2 + +119 +00:16:01,860 --> 00:16:10,000 +يعني لو ربعت الأولى هذا المربع هذا المربع هذابيصير + +120 +00:16:10,000 --> 00:16:16,660 +R تلاتة تربية صح؟ + +121 +00:16:16,660 --> 00:16:21,160 +عشان عندي R واحد تربية زاد + +122 +00:16:21,160 --> 00:16:24,980 +R اتنين تربية + +123 +00:16:24,980 --> 00:16:31,740 +عندكوا + +124 +00:16:31,740 --> 00:16:35,880 +عندي R واحدة ربعت هذه ربعت هذه مع هذه صارت R اتنين + +125 +00:16:35,880 --> 00:16:47,380 +تربيةمظبوط هذا خلصناها minus اتنين R واحد + +126 +00:16:47,380 --> 00:16:53,660 +ات + +127 +00:16:53,660 --> 00:17:00,180 +اتنين معناته اذا كنا نحكي R واحد تربيع + +128 +00:17:00,180 --> 00:17:10,780 +بالساوية R تلاتة تربيع-R2 تربيع زائد اتنين R واحد + +129 +00:17:10,780 --> 00:17:15,360 +R اتنين Cos θ اتنين اذا مش فاهمين انا بعملها + +130 +00:17:15,360 --> 00:17:23,780 +بفصلها يعني المربع الأولى هتكون R تلاتة تربيع Cos + +131 +00:17:23,780 --> 00:17:31,540 +تربيع θ تلاتة زائد R تلاتة تربيع Sin θ تلاتة تربيع + +132 +00:17:31,540 --> 00:17:39,060 +بتساويمربع الأولى ر واحد تربيه ماينس اتنين ر واحد + +133 +00:17:39,060 --> 00:17:46,860 +R اتنين كوسين ثاته اتنين زائد R اتنين تربيه كوسين + +134 +00:17:46,860 --> 00:17:56,120 +ثاته اتنين تربيه زائد R اتنين تربيه سين تربيه ثاته + +135 +00:17:56,120 --> 00:18:01,320 +اتنين عامل مشترك R تلات تربيه كوسين تربيه زاد سين + +136 +00:18:01,320 --> 00:18:09,140 +تربيهبصير واحد يعني R تلاتة تربيع هتساوي هاخد هذه + +137 +00:18:09,140 --> 00:18:14,480 +مع هذه R تنين تربيع يعني هذه هتكون R تنين تربيع + +138 +00:18:14,480 --> 00:18:19,520 +هتكون R واحد تربيع minus اتنين R واحد R اتنين + +139 +00:18:19,520 --> 00:18:27,320 +cosine theta اتنين زاد R اتنين تربيع مظبوط + +140 +00:18:27,320 --> 00:18:34,610 +زي هيك و منها بحسب لو ضربت الطرفينجبت الار واحد + +141 +00:18:34,610 --> 00:18:40,590 +تربيع او هتسيب اندي ار واحد تربيع بالساوية ار + +142 +00:18:40,590 --> 00:18:46,850 +تلاتة تربيع هتجيب هذا على الجهة التانية زائد نين + +143 +00:18:46,850 --> 00:18:53,230 +ار واحد ار اتنين cosine theta اتنين minus ار اتنين + +144 +00:18:53,230 --> 00:19:05,690 +تربيع ماشيحسبنا R1 حسبنا R1 لو قسمت هذه على هذه + +145 +00:19:05,690 --> 00:19:18,650 +بيصير اندي 10 ثيتا تلاتة minus R2 sin theta 2 على + +146 +00:19:18,650 --> 00:19:27,050 +R1 minus R2 cosine theta 2 هيك انا بكون حسبت theta + +147 +00:19:27,050 --> 00:19:38,210 +تلاتةبالساوية tan inverse ل minus R2 sine theta 2 + +148 +00:19:38,210 --> 00:19:45,910 +على R1 minus R2 cosine theta 2 لحتى انا عملت + +149 +00:19:45,910 --> 00:19:49,450 +displacement analysis صح؟ بدي اعمل velocity + +150 +00:19:49,450 --> 00:19:55,310 +analysis velocity analysis بقى اشتغل المعادلة واحد + +151 +00:19:55,310 --> 00:19:58,990 +و اتنين بالنسبة للزمن differentiate + +152 +00:20:04,570 --> 00:20:17,590 +differentiate واحد و اتنين بالنسبة للزمن او + +153 +00:20:17,590 --> 00:20:20,910 +ممكن اشتق هاد اطول اجيب طبعا لاحظوا ال R واحد اشمع + +154 +00:20:20,910 --> 00:20:29,610 +لا ثابت ولا متغيره R واحد متغيره ب style slideقيمة + +155 +00:20:29,610 --> 00:20:33,830 +R2 ثابتة و قيمة R3 ثابتة ثيتا اتنين متغيرة و ثيتا + +156 +00:20:33,830 --> 00:20:40,390 +ثلاثة متغيرة يعني لو اشتقت المعادلة واحد هتكون + +157 +00:20:40,390 --> 00:20:45,910 +minus R2 minus + +158 +00:20:45,910 --> 00:20:54,950 +R2 sin theta اتنين theta اتنين dot دي theta اتنين + +159 +00:20:54,950 --> 00:20:55,490 +و دي T + +160 +00:21:00,430 --> 00:21:10,330 +سرعة الزاوية الاتنين minus r تلاتة sin θ تلاتة d θ + +161 +00:21:10,330 --> 00:21:15,690 +تلاتة by dt اللي هي omega تلاتة + +162 +00:21:15,690 --> 00:21:20,690 +بتساوي d + +163 +00:21:20,690 --> 00:21:27,990 +r واحد by dt بتساويش سفر d r واحد by dt اللي هي + +164 +00:21:27,990 --> 00:21:37,240 +سرعة ال pistonمظلوط معناته minus خليها زي ما هي + +165 +00:21:37,240 --> 00:21:45,920 +هذا يساوي V واحد سرعة ال piston هذه معادلة تلاتة + +166 +00:21:45,920 --> 00:21:54,820 +اشتق المعادلة التانية هتكون R اتنين cosine theta + +167 +00:21:54,820 --> 00:22:06,510 +اتنين omega اتنينزائد R ثلاثة Cos θ ثلاثة Omega + +168 +00:22:06,510 --> 00:22:12,790 +ثلاثة بتساوي ايش؟ صفر احنا من ال displacement + +169 +00:22:12,790 --> 00:22:20,010 +analysis احنا عارفين θتا توا و R توا و R ثلاثة و + +170 +00:22:20,010 --> 00:22:25,650 +منهم حسبنا R واحد ثتا تلاتة صار ثتا تلاتة معانصر + +171 +00:22:25,650 --> 00:22:27,510 +عندي حاليا given + +172 +00:22:31,330 --> 00:22:36,670 +given R2 R3 + +173 +00:22:36,670 --> 00:22:42,690 +ثتا ثلاثة + +174 +00:22:42,690 --> 00:22:44,810 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +175 +00:22:44,810 --> 00:22:46,490 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +176 +00:22:46,490 --> 00:22:46,730 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +177 +00:22:46,730 --> 00:22:48,190 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +178 +00:22:48,190 --> 00:22:55,430 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +179 +00:22:55,430 --> 00:22:59,130 +ثلاثة ثلاثة + +180 +00:23:00,780 --> 00:23:04,920 +Find Omega + +181 +00:23:04,920 --> 00:23:20,120 +تلاتة و V واحد يعني + +182 +00:23:20,120 --> 00:23:21,440 +من معادلة أربعة + +183 +00:23:42,770 --> 00:23:52,270 +من المعادلة الأربعة from four from + +184 +00:23:52,270 --> 00:23:52,730 +four + +185 +00:24:00,410 --> 00:24:07,270 +هتكون omega تلاتة بتساوي + +186 +00:24:07,270 --> 00:24:16,050 +minus R اتنين omega اتنين cosine theta اتنين على R + +187 +00:24:16,050 --> 00:24:20,410 +تلاتة cosine theta تلاتة + +188 +00:24:28,870 --> 00:24:35,750 +الان امجد تلاتة حسبتها من اربعة صارت + +189 +00:24:35,750 --> 00:24:42,410 +امجد تلاتة معروفة معناه نحسب V واحد calculate V + +190 +00:24:42,410 --> 00:24:43,350 +واحد from + +191 +00:24:46,070 --> 00:24:50,130 +3 طبعا هذه كلها Parametric as a function of θ , θ2 + +192 +00:24:50,130 --> 00:24:54,570 +و الأطوال بتاعة ال links وبالتالي انا ممكن اعمل + +193 +00:24:54,570 --> 00:24:59,090 +plotting على كل ال range من θ2 من 0 ل360 درجة يعني + +194 +00:24:59,090 --> 00:25:05,830 +مش عن نقطة محددة يعني بدرس كل دورة حياة الحركة هيك + +195 +00:25:05,830 --> 00:25:12,750 +انا حسبت ال Omega 3 و ال V1 و ال V1 + +196 +00:25:15,930 --> 00:25:21,570 +طيب خطوة تاله هعمل إيه؟ acceleration analysis + +197 +00:25:21,570 --> 00:25:26,950 +acceleration analysis هشتغل تلاتة وأربعة بالنسبة + +198 +00:25:26,950 --> 00:25:32,890 +لزمه differentiate three + +199 +00:25:32,890 --> 00:25:42,630 +and four with respect to time حيصير + +200 +00:25:42,630 --> 00:25:43,010 +ان دي + +201 +00:25:47,990 --> 00:25:53,850 +هذه التلاتة هطلع + +202 +00:25:53,850 --> 00:26:02,230 +ناقص R2 برا ناقص R2 افتح course هذول two functions + +203 +00:26:02,230 --> 00:26:08,690 +مضلون ببعض هيكون مشتقت الأول في التاني زائد الأول + +204 +00:26:08,690 --> 00:26:14,410 +في مشتقت التاني يعني هتكون cosine theta 2 في omega + +205 +00:26:14,410 --> 00:26:15,410 +2 في omega 2 + +206 +00:26:18,130 --> 00:26:25,870 +ثيتا اتنين اميجا اتنين في اميجا اتنين زائد + +207 +00:26:25,870 --> 00:26:29,690 +sign + +208 +00:26:29,690 --> 00:26:34,750 +ثيتا اتنين في مشتقة اميجا اتنين هي عبارة عن الف + +209 +00:26:34,750 --> 00:26:39,150 +اتنين الف اتنين اللي هي العجل الزاوية في الف اتنين + +210 +00:26:39,150 --> 00:26:46,590 +طيب minus R تلاتة + +211 +00:26:49,000 --> 00:26:57,480 +نفس الشكل هتكون هتكون cos θ 3 ω 3 التربيع زاد sin + +212 +00:26:57,480 --> 00:27:06,100 +θ 3 α 3 مشتقت + +213 +00:27:06,100 --> 00:27:13,420 +السرعة الشاطين ايه acceleration هذه + +214 +00:27:13,420 --> 00:27:13,920 +خمسة + +215 +00:27:17,970 --> 00:27:26,290 +هشتق المعادة الأربعة بالنسبة للزمن هيكون DR2 في + +216 +00:27:26,290 --> 00:27:29,570 +minus + +217 +00:27:29,570 --> 00:27:41,870 +sin theta اتنين omega اتنين تربيع زائد زائد + +218 +00:27:41,870 --> 00:27:45,310 +لسه ما خلصتش زائد cosine + +219 +00:27:48,440 --> 00:27:59,620 +θ2 ألف اتنين لسه مانخشش على تلاتة زائد R تلاتة في + +220 +00:27:59,620 --> 00:28:07,720 +minus sin θ تلاتة Omega تلاتة التربيع زائد cosine + +221 +00:28:07,720 --> 00:28:13,860 +θ تلاتة ألف تلاتة ساعة و سفر + +222 +00:28:28,080 --> 00:28:32,740 +هذه هي ال equation عامة لو كان ال .. ال .. ال .. + +223 +00:28:32,740 --> 00:28:37,680 +الكرانك بتدور بسرعة زاوية منتظمة هتكون ال alpha + +224 +00:28:37,680 --> 00:28:47,560 +اتنين اشبه ساعة صفر to simplify if الكرانك + +225 +00:28:50,010 --> 00:28:55,950 +is rotating at + +226 +00:28:55,950 --> 00:29:01,430 +constant ω2 + +227 +00:29:01,430 --> 00:29:07,590 +ومعناته α2 او زيرو لأ انا عند الحل عام يعني ممكن + +228 +00:29:07,590 --> 00:29:11,490 +تكون ال α2 مش زيرو عند الحل عام يعني ممكن اعتمد + +229 +00:29:11,490 --> 00:29:16,090 +على المعادلة هذه لأ من ستة لاحظ ستة انا في معادلة + +230 +00:29:16,090 --> 00:29:23,210 +ستة معروف عند R2وθتا اتنين واميجا اتنين المجهول + +231 +00:29:23,210 --> 00:29:33,250 +الواحد اندي الف تلاتة from ستة هتكون + +232 +00:29:33,250 --> 00:29:44,650 +اندي الف تلاتة هتكون تساوي اه + +233 +00:29:44,650 --> 00:29:47,470 +هدخل السالف جوه هدخل السالف جوه هتكون R اتنين + +234 +00:29:50,120 --> 00:29:57,340 +لأ هدخل السلب جوه على هنا هتكون R اتنين ما انا + +235 +00:29:57,340 --> 00:30:03,480 +عارف يعني اللي هجيبها الجهة التانية بيصير ايش سالب + +236 +00:30:03,480 --> 00:30:08,760 +ودخل السلب جوه بيصير دي موجة بقى هتصير R اتنين في + +237 +00:30:08,760 --> 00:30:18,100 +Omega اتنين تربيع Sine theta اتنين minus Alpha + +238 +00:30:18,100 --> 00:30:27,780 +اتنينبدأ أخلّيها general cos θ2 زائد + +239 +00:30:27,780 --> 00:30:46,660 +R ثلاثة زائد R ثلاثة omega ثلاثة تربيع sin θ3 على + +240 +00:30:49,970 --> 00:30:55,630 +R تلاتة Cos + +241 +00:30:55,630 --> 00:31:05,990 +θ تلاتة ومن خمسة ألف اتنين صارت معروفة عندي من + +242 +00:31:05,990 --> 00:31:10,410 +خمسة بحل I Sol A واحد + +243 +00:31:13,380 --> 00:31:16,240 +هك انا طلعت ع كل صورة مش عند one theta عن تلاتين + +244 +00:31:16,240 --> 00:31:19,720 +او اربين عن تتا من صفر لك ع كل صورة كلية بعمل + +245 +00:31:19,720 --> 00:31:22,340 +plotting بشوف ايش اللي بيصير عندى هذا باستخدام + +246 +00:31:22,340 --> 00:31:34,000 +complex number analysis انت + +247 +00:31:34,000 --> 00:31:39,260 +كيف يعني ثتا اتنين مش ثابتة؟ من ال bluff؟ مش ثتا + +248 +00:31:39,260 --> 00:31:43,960 +اتنين اتت اتنينأيوة هي 1800 ثابتة بس انا ماقدر اشي + +249 +00:31:43,960 --> 00:31:46,420 +اسمه ماقدر اكون عارفها يعني انا اللي بحرك ال + +250 +00:31:46,420 --> 00:31:50,440 +engine المحرك بالسرعة اللي انا بديها بالاكسلاش + +251 +00:31:50,440 --> 00:31:54,480 +اللي بديها يعني + +252 +00:31:54,480 --> 00:31:57,700 +انا ال input انا اللي بتحكم في ال input انا بستخدم + +253 +00:31:57,700 --> 00:32:01,080 +مطور طبعا في البداية التشغيل بيكون في عندي هيطلع + +254 +00:32:01,080 --> 00:32:05,160 +زي هيك البداية التشغيل هيطلع زي هيك + +255 +00:32:07,980 --> 00:32:11,340 +يعني في معظم هذه المنطقة اسمها ال Transient وهذه + +256 +00:32:11,340 --> 00:32:15,300 +Transient في النص اللي هي ال city state بتكون + +257 +00:32:15,300 --> 00:32:18,900 +السرعة constant + +258 +00:32:18,900 --> 00:32:22,380 +وبتالي ممكن ا اشتري انا اركز على الفترة هذه لانها + +259 +00:32:22,380 --> 00:32:25,120 +فترة البداية التشغيل و النهاية التشغيل فبيهمني ان + +260 +00:32:25,120 --> 00:32:29,640 +انا بتكون ال alpha 2 بالساوة zero يعني لو حاطيت + +261 +00:32:29,640 --> 00:32:33,000 +alpha 2 بالساوة zero هتروح ال term هذا + +262 +00:32:39,560 --> 00:32:42,860 +ماشي، الآن هذي بتنيد لو أنا عندي إشي في Coriolis + +263 +00:32:42,860 --> 00:32:53,140 +effect بحل المسائل بسهولة جدا يعني + +264 +00:32:53,140 --> 00:32:54,740 +المثلة بتاعة المرة اللي فاتت + +265 +00:33:13,410 --> 00:33:18,590 +كان عندي هين؟ + +266 +00:33:18,590 --> 00:33:21,890 +مكانش + +267 +00:33:21,890 --> 00:33:23,390 +زي هيك؟ حظوظ؟ + +268 +00:33:48,730 --> 00:33:55,950 +مظبوط خلنا نسمي هذه لو بدى اعملها طبعا ال block + +269 +00:33:55,950 --> 00:34:00,870 +هذا slide بالنسبة لهذه block و الحالة التانية كانت + +270 +00:34:00,870 --> 00:34:04,110 +العكس block slide بالنسبة لهذه هنحلها على واحدة + +271 +00:34:04,110 --> 00:34:07,890 +على حالة من الحالتين لان لو حطيت انا vector هنا + +272 +00:34:13,180 --> 00:34:26,160 +سميته R2 هذا هتكون ثتا تو هاي vector هين R3 + +273 +00:34:26,160 --> 00:34:39,900 +وده هحط هاي عندي هذا ثتا تلاتة صح عندي R2 R3 R1 + +274 +00:34:44,170 --> 00:34:52,450 +اللي هي B معروفة يعني الان هحكي + +275 +00:34:52,450 --> 00:35:04,370 +R1 ك vector زاد R2 زاد R3 سواء Zero يعني R1EIθ1 + +276 +00:35:04,370 --> 00:35:08,370 +زاد R2EIθ2 + +277 +00:35:09,030 --> 00:35:16,250 +زاد R ثلاثة E I ثتا ثلاثة بالساوية Zero الآن ثتا + +278 +00:35:16,250 --> 00:35:21,790 +واحد كم ساوية تسعين تسعين معناه تقصين ثتا واحد + +279 +00:35:21,790 --> 00:35:31,370 +ساوية ستر وصين ثتا واحد ساوية واحد مظلوم ال real + +280 +00:35:31,370 --> 00:35:43,920 +part هيكونR1 Cos θ1 زر R2 Cos θ2 زر R3 Cos θ3 + +281 +00:35:43,920 --> 00:35:49,700 +بالساوية صفر Cos + +282 +00:35:49,700 --> 00:36:01,420 +θ1 ماهو الساوية صفر يعني R2 Cos θ2 زر R3 Cos θ3 + +283 +00:36:01,420 --> 00:36:02,560 +بالساوية صفر + +284 +00:36:07,910 --> 00:36:21,390 +معادل الرقم اتنين ر واحد ر واحد صين تاته واحد زاد + +285 +00:36:21,390 --> 00:36:28,950 +ر اتنين صين تاته اتنين زاد الار تلاته صين تاته + +286 +00:36:28,950 --> 00:36:36,250 +تلاته صوف سفر صين تاته واحد ايش حساب واحد انا اقول + +287 +00:36:36,250 --> 00:36:36,990 +ر واحد + +288 +00:36:42,720 --> 00:36:51,780 +R1 Sine R1 R2 + +289 +00:36:51,780 --> 00:37:08,240 +Sine theta 2 R3 Sine theta 3 Sine R1 واضح + +290 +00:37:10,000 --> 00:37:15,500 +يعني انت هاي R واحد بالساوية مركبة هذه ناقص هذه + +291 +00:37:15,500 --> 00:37:19,000 +فالمعادلة + +292 +00:37:19,000 --> 00:37:30,440 +صحيحة هذا معادلة رقم اتنين يعني + +293 +00:37:30,440 --> 00:37:36,300 +solve for solve for solve + +294 +00:37:38,480 --> 00:37:47,660 +four ثتا تلاتة و + +295 +00:37:47,660 --> 00:37:52,060 +R اتنين صح + +296 +00:37:52,060 --> 00:38:00,200 +ايش المجال عندك R تلاتة قيمتها ثابت فتتغيرش بالظبط + +297 +00:38:00,200 --> 00:38:07,360 +و R واحد ثابتR2 في التغيير بمعنى solve for θ تلاتة + +298 +00:38:07,360 --> 00:38:14,280 +و R2 ف + +299 +00:38:14,280 --> 00:38:17,380 +R + +300 +00:38:17,380 --> 00:38:25,280 +واحد معروفة لان يعني ممكن انا اعمل 10 او اعمل يعني + +301 +00:38:25,280 --> 00:38:30,340 +عارفين كيف هتعمل ال solve فش اش بتطلع على سفر + +302 +00:38:33,980 --> 00:38:37,260 +بطلعش اسفل لأ لان solve for theta تلاتة و r اتنين + +303 +00:38:37,260 --> 00:38:45,140 +given theta + +304 +00:38:45,140 --> 00:38:49,680 +اتنين و + +305 +00:38:49,680 --> 00:38:55,920 +r واحد و r تلاتة يعني هكومة عند theta اتنين و r + +306 +00:38:55,920 --> 00:39:01,840 +واحد و r تلاتة I solve for theta تلاتة و r اتنين + +307 +00:39:10,700 --> 00:39:18,080 +طيب solve for θ3 و r2 given θ2,r1 و r3 عشان اعمل + +308 +00:39:18,080 --> 00:39:23,460 +values generalizes differentiate 1 + +309 +00:39:23,460 --> 00:39:33,160 +و 2 with respect to time اشتقوا + +310 +00:39:33,160 --> 00:39:40,740 +هذه هتكونR2 constant ولا متغير متغير + +311 +00:39:40,740 --> 00:39:53,460 +R2 dot cosine theta 2 minus R2 sine theta 2 omega + +312 +00:39:53,460 --> 00:40:06,610 +2 زاد minus R3 sine theta 3وميجا تلاتة ساو سفر + +313 +00:40:06,610 --> 00:40:12,450 +المعادلة اربعة اي المعادلة اتنين هتكون R اتنين dot + +314 +00:40:12,450 --> 00:40:15,490 +sine + +315 +00:40:15,490 --> 00:40:24,490 +theta اتنين زائد R اتنين cosine theta اتنين omega + +316 +00:40:24,490 --> 00:40:28,070 +اتنين زائد + +317 +00:40:28,070 --> 00:40:37,510 +R تلاتة cosine theta تلاتةأوميجا تلاتة بالساوية + +318 +00:40:37,510 --> 00:40:44,850 +طبعا هذه اشتقاق ال R واحد هيكون زيرو constant زيرو + +319 +00:40:44,850 --> 00:40:53,570 +اه الان + +320 +00:40:53,570 --> 00:40:59,290 +دعونا نتفق على الثوابت ايش الثوابت عندى R تلاتة + +321 +00:41:01,940 --> 00:41:07,900 +قيمتها ثابتة بس بيتغير اتجاهها الرد slide في هذا + +322 +00:41:07,900 --> 00:41:17,840 +الاتجاه يعني هذه ال pin support مع هذه في pin ف R2 + +323 +00:41:17,840 --> 00:41:22,780 +اكيد هتتغير لازم تكون هذه ثابتة لازم تكون هذه + +324 +00:41:22,780 --> 00:41:29,380 +structure مش هيلف صح فلازم تكون تتغير R2 لان ال + +325 +00:41:29,380 --> 00:41:37,800 +blockالو حركة انزلاقية بالنسبة للرد ال R2 لان + +326 +00:41:37,800 --> 00:41:43,440 +عندي المجاهيل find R2 + +327 +00:41:43,440 --> 00:41:51,220 +dot و Omega 3 Omega + +328 +00:41:51,220 --> 00:41:56,540 +3 طبعا عندي Omega 3 مبينة هنا + +329 +00:41:59,470 --> 00:42:06,210 +لو ضربت المعادلة الأولى ب cos θ تلاتة والتانية ب + +330 +00:42:06,210 --> 00:42:16,050 +sin θ تلاتة وجمعتهم برهم أبعاد صح؟ يعني هنا cos θ + +331 +00:42:16,050 --> 00:42:25,510 +تلاتة وهنا sin θ تلاتة وجمعت سيروح هذا و هذا سيصبح + +332 +00:42:25,510 --> 00:42:26,350 +لدي R2 + +333 +00:42:32,190 --> 00:42:43,710 +R2 Dot Cos Theta 2 Cos Theta 3 Minus R2 Sin Theta + +334 +00:42:43,710 --> 00:42:48,490 +2 Cos + +335 +00:42:48,490 --> 00:42:53,190 +Theta 3 Omega 2 + +336 +00:42:57,960 --> 00:43:09,460 +R2 Dot Sine Theta 2 Sine Theta 3 زائد R3 + +337 +00:43:09,460 --> 00:43:21,040 +R2 Cosine Theta 2 Sine Theta 3 Omega 2 سوى سفر + +338 +00:43:21,040 --> 00:43:33,700 +يعني انا حكاية عندي R2 Dot Pcos θ2 cos θ3 زائد + +339 +00:43:33,700 --> 00:43:42,440 +sin θ2 sin θ3 minus + +340 +00:43:42,440 --> 00:43:54,680 +R2 omega 2 في sin θ2 cos θ3 minus + +341 +00:43:56,500 --> 00:44:13,240 +cos θ2 sin θ3 صحيح صحيح صحيح صحيح صحيح صحيح صحيح + +342 +00:44:28,780 --> 00:44:44,640 +Sin θ2-θ3 سوى 0 R2 Dot ستكون سواء R2 Omega 2 Tan + +343 +00:44:44,640 --> 00:44:50,800 +θ2-θ3 + +344 +00:44:58,670 --> 00:45:08,130 +يعني التغير في طول الدراع لأن عشان احسب omega 3 + +345 +00:45:08,130 --> 00:45:13,110 +ممكن من اي واحدة منهم مظبط مش الحال من الاولة يعني + +346 +00:45:13,110 --> 00:45:18,230 +احكي انا omega 3 هتكون تساوي R2 + +347 +00:45:18,230 --> 00:45:28,420 +dot cosine theta 2 minus R2 cosine theta 2وميجا + +348 +00:45:28,420 --> 00:45:43,400 +اتنين عشان + +349 +00:45:43,400 --> 00:45:48,980 +اعمل اكثر اناليسية هشتق المعادلة هذه كمرة هسير + +350 +00:45:48,980 --> 00:45:56,080 +اكتر تفصيلا لما + +351 +00:45:56,080 --> 00:46:10,090 +نشتقها بالسيران ديR2 Double Dot Cos Theta 2 Minus + +352 +00:46:10,090 --> 00:46:20,390 +R2 Dot Omega 2 Sin Theta 2 Minus R2 Dot + +353 +00:46:28,290 --> 00:46:33,310 +Sin θ2 Omega + +354 +00:46:33,310 --> 00:46:50,630 +2 زائد R2 Omega 2 تربيع Cos θ2 زائد R2 + +355 +00:46:50,630 --> 00:46:53,990 +R2 + +356 +00:46:53,990 --> 00:47:05,580 +Sinثيتا اتنين الف اتنين هذا اشتقاق قادر minus + +357 +00:47:05,580 --> 00:47:19,300 +R تلاتة في omega تلاتة تربيع cosine ثيتا تلاتة + +358 +00:47:19,300 --> 00:47:30,010 +زائد الف تلاتة sin ثيتا تلاتةستة و سفر هاي معادلة + +359 +00:47:30,010 --> 00:47:39,950 +خمسة هشتغل التحتانية اللي هي ستة هذه تلاتة و أربعة + +360 +00:47:39,950 --> 00:47:44,110 +هكون + +361 +00:47:44,110 --> 00:47:55,750 +عند R اتنين double dot sign theta اتنين زاد + +362 +00:47:55,750 --> 00:47:56,770 +R اتنين dot + +363 +00:47:59,730 --> 00:48:10,290 +وميجا اتنين كوصين تيتا اتنين زائد + +364 +00:48:10,290 --> 00:48:14,190 +R + +365 +00:48:14,190 --> 00:48:18,390 +اتنين dot كوصين + +366 +00:48:18,390 --> 00:48:27,770 +تيتا اتنين اوميجا اتنين minus R اتنين اوميجا اتنين + +367 +00:48:28,590 --> 00:48:43,950 +تربية sin θ2 زائد R2 cos θ2 ألف اتنين زائد + +368 +00:48:43,950 --> 00:48:48,030 +R3 في + +369 +00:48:48,030 --> 00:48:54,150 +صالب Omega 3 تربية sin θ3 + +370 +00:48:58,610 --> 00:49:15,130 +زائد Alpha تلاتة Cos تلاتة تلاتة Solve + +371 +00:49:15,130 --> 00:49:31,800 +خمسة عن ستة four R اتنين double dotو alpha ثلاثة + +372 +00:49:31,800 --> 00:49:38,120 +حل المسألة اللي قلتيها المرة الفاتة على ال math + +373 +00:49:38,120 --> 00:49:49,080 +lab solve using math lab or + +374 +00:49:49,080 --> 00:49:51,040 +mathematica + +375 +00:49:54,330 --> 00:50:03,790 +طبعا ال plot احنا مش حسبنا plot theta تلاتة plot + +376 +00:50:03,790 --> 00:50:16,550 +theta تلاتة و r اتنين versus theta اتنين و plot و + +377 +00:50:16,550 --> 00:50:29,060 +روحنا و plot omega تلاتةR2 Dot Versus Theta 2 Plot + +378 +00:50:29,060 --> 00:50:47,660 +Alpha 3 R3 Double Dot Versus Theta 2 Plot + +379 +00:50:47,660 --> 00:50:53,830 +أنت تغير من 0 ل 362هو بيعمل plot لحاله على ال .. + +380 +00:50:53,830 --> 00:50:57,050 +على ال Math Lab أو ال Mathematica حالة ما بيعرفش + +381 +00:50:57,050 --> 00:51:06,430 +Math Lab؟ نعم؟ ما تعلمتش عليه بتتعلم عليه ماشي + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/pMCxqMu1vjo_raw.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/pMCxqMu1vjo_raw.srt new file mode 100644 index 0000000000000000000000000000000000000000..3176595a1318ddef5611f3ac5eff1db3745cbe7c --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/pMCxqMu1vjo_raw.srt @@ -0,0 +1,1524 @@ +1 +00:00:05,350 --> 00:00:08,030 +بسم الله الرحمن الرحيم السلام عليكم و رحمة الله + +2 +00:00:08,030 --> 00:00:13,830 +اليوم هنبدأ chapter جديد انوان ال chapter استخدام + +3 +00:00:13,830 --> 00:00:19,470 +الأعداد المركبة في تحليل القليات or complex number + +4 +00:00:19,470 --> 00:00:25,130 +analysis for linkages أو for mechanisms هعمل ال + +5 +00:00:25,130 --> 00:00:29,570 +complex number analysis من خلال أمثلة يعني هاخد + +6 +00:00:29,570 --> 00:00:32,890 +slotted crank mechanism و أعمل لها displacement + +7 +00:00:34,410 --> 00:00:37,610 +velocity و acceleration analysis باستخدام ال + +8 +00:00:37,610 --> 00:00:40,570 +complex number بس يلنا نعمل analysis خلانا نعمل + +9 +00:00:40,570 --> 00:00:48,530 +مراجعة سريعة لل complex analysis ال ال x y plane + +10 +00:00:48,530 --> 00:00:57,870 +هاي ال x و y عشان اعرف نقطة ممكن استخدم الاحتثيات + +11 +00:00:57,870 --> 00:01:08,840 +ال D كرتية اللي هم مركباتX ومركب + +12 +00:01:08,840 --> 00:01:16,320 +ايه؟ Y او ممكن استخدم احداثيات قطبية polar + +13 +00:01:16,320 --> 00:01:22,000 +coordinates R + +14 +00:01:22,000 --> 00:01:26,220 +وTheta في الآخر X + +15 +00:01:40,140 --> 00:01:45,780 +ممكن استعيد عن ال X Y System بال Complex Plane ما + +16 +00:01:45,780 --> 00:01:52,380 +يسمى Complex Plane يعني كون ان ال real part وال + +17 +00:01:52,380 --> 00:01:53,280 +imaginary part + +18 +00:01:58,330 --> 00:02:08,030 +كأنه X كأنه Y الان لو + +19 +00:02:08,030 --> 00:02:13,830 +كان عندي نقطة هنا و ال vector من المركز اللي + +20 +00:02:13,830 --> 00:02:18,570 +احداثيها للنقطة بيعمل زاوية theta at radius R + +21 +00:02:26,340 --> 00:02:32,140 +ممكن احكي ان الار باسمه + +22 +00:02:32,140 --> 00:02:46,680 +قيمة الار في cos θ زاد j sin θ يعني انه مركب في ال + +23 +00:02:46,680 --> 00:02:52,700 +real هذه a + +24 +00:02:52,700 --> 00:03:01,480 +cos θهتجي على الـ real axis في مركبة إيه لها؟ على + +25 +00:03:01,480 --> 00:03:13,100 +ال imaginary axis اللي هي R sin θ R sin θ أو + +26 +00:03:13,100 --> 00:03:23,560 +هعطيكوا أكتبها بشكل R ك vector بيستخدم قيمة الـ R + +27 +00:03:26,780 --> 00:03:34,440 +Exponential EI ثتا EI ثتا Mathematically ال EI ثتا + +28 +00:03:34,440 --> 00:03:39,840 +هذي اللي هي cosine ثتا بال real part و J sine ثتا + +29 +00:03:39,840 --> 00:03:45,160 +بال general part طيب لأن هذا الكلام هنطبقه على ال + +30 +00:03:45,160 --> 00:03:48,000 +mechanisms أنا عندي Slider crank mechanism + +31 +00:04:21,900 --> 00:04:28,420 +فين الكرانك فيه connecting rod فيه slider حركة + +32 +00:04:28,420 --> 00:04:35,120 +الكرانك فيه rotation هو النقطة هذه و ال connecting + +33 +00:04:35,120 --> 00:04:38,240 +rod بتحرك اتنين translational rotation يعني + +34 +00:04:38,240 --> 00:04:43,240 +general plan motion و ال slider translational + +35 +00:04:43,240 --> 00:04:47,220 +motion الآن + +36 +00:04:47,220 --> 00:04:51,180 +عند .. هاخد .. هتفهم هذا ال link two هذا ال link + +37 +00:04:51,180 --> 00:05:04,940 +twoهذا ال link 3 هعرف link 2 ب vector R2 بده احط + +38 +00:05:04,940 --> 00:05:12,220 +local coordinate system محور ده theta موضية هحكي + +39 +00:05:12,220 --> 00:05:17,760 +هي عند X small و + +40 +00:05:17,760 --> 00:05:25,130 +Y small الزاوية هي theta تقاسمن ال positive x axis + +41 +00:05:25,130 --> 00:05:34,230 +و بمشي بعكس عقارب الساعة هذا θ2 الان ال link 3 هي + +42 +00:05:34,230 --> 00:05:38,870 +link 3 بحط + +43 +00:05:38,870 --> 00:05:47,010 +في الدل هنا x small و y small العكس هنا ال θ تلاتة + +44 +00:05:47,010 --> 00:05:53,630 +او ال θ تقاس من ال positive x axisبعكس .. يعني هلف + +45 +00:05:53,630 --> 00:05:59,050 +هعدد + +46 +00:05:59,050 --> 00:06:03,030 +theta تلاتة + +47 +00:06:03,030 --> 00:06:06,070 +هعندي + +48 +00:06:06,070 --> 00:06:13,710 +.. في ال vector الرابع خلينا + +49 +00:06:13,710 --> 00:06:14,650 +نسميه R1 + +50 +00:06:18,740 --> 00:06:23,860 +هذه ديلتا على الـ vector اللي وضعتها هنا X صغير وY + +51 +00:06:23,860 --> 00:06:34,740 +صغير هلف زاوية I ثتا I ثتا واحد I ثتا + +52 +00:06:34,740 --> 00:06:39,480 +واحد اللي عن التلاتة vectors هدول بين المثلث مسكر + +53 +00:06:39,480 --> 00:06:45,100 +بشكل كامل هكون ال vector sum بتاعهم شو يساوي صفر + +54 +00:06:45,100 --> 00:06:55,230 +يعني هكون عندي R واحدك vector زاد R2 زاد R3 ساوي + +55 +00:06:55,230 --> 00:07:00,650 +صفر ال + +56 +00:07:00,650 --> 00:07:11,990 +R1 هبقى R1 exponential I theta 1 والR2 + +57 +00:07:11,990 --> 00:07:22,370 +قيمته R2 طول هذا EIθ2 و ال vector الثالث زاد R + +58 +00:07:22,370 --> 00:07:36,470 +ثلاثة EI ثلاث ثلاثة يتساوي سفر لأن + +59 +00:07:36,470 --> 00:07:42,730 +هذه مُتلق مُتجهات معناته + +60 +00:07:42,730 --> 00:07:48,050 +حالة اتزانمظبوط؟ مظبوط؟ اذا عندي vector ازاي هي + +61 +00:07:48,050 --> 00:07:53,990 +vector اذا + +62 +00:07:53,990 --> 00:07:59,610 +المتلقى بيسكر كله بدور نفس الاتجاه معناته هادى في + +63 +00:07:59,610 --> 00:08:11,350 +حالة اتزان ال vector sum بتكون ساوى zero اذا + +64 +00:08:11,350 --> 00:08:12,430 +عندي ال real part + +65 +00:08:18,370 --> 00:08:21,930 +هنا احنا كده هاد equation 2D equation الهاد يبقى + +66 +00:08:21,930 --> 00:08:25,710 +هاد يتمثل اكم equation تنتين واحدة في اتجاه ال + +67 +00:08:25,710 --> 00:08:30,230 +real واحدة في اتجاه ال imaginary صح تخيلي هكون + +68 +00:08:30,230 --> 00:08:47,260 +عندي R1 cos θ1 زاد R2 cos θ2 زاد R3الكو ساين ثيتا + +69 +00:08:47,260 --> 00:08:55,180 +تلاتة بتساوي السفر طيب + +70 +00:08:55,180 --> 00:09:01,600 +ثيتا واحدة كم بتساوي ثابت + +71 +00:09:01,600 --> 00:09:07,240 +تتغير ثيتا واحد صح 180 درجة الكو ساين + +72 +00:09:12,760 --> 00:09:21,400 +هذه سفر تسعين مية و تمانين تانية و سبعين تلت مية و + +73 +00:09:21,400 --> 00:09:29,660 +ستين يعني كوسايم يتوين أكمل ساوية سالب واحد سالب R + +74 +00:09:29,660 --> 00:09:37,680 +واحد زاد R تنين كوسايم تيتا اتنين زاد R تلاتة + +75 +00:09:37,680 --> 00:09:50,510 +كوسايم تيتا تلاتة ساوية سفرمعناته R2 Cos θ2 R3 Cos + +76 +00:09:50,510 --> 00:09:57,130 +θ3 R1 لأن هذا vector equation ولا scalar equation + +77 +00:09:57,130 --> 00:10:07,490 +كل كيميات غير متجة هذه قيمة هذه معادلة واحدة إذا + +78 +00:10:07,490 --> 00:10:08,270 +أخدت ال imaginary + +79 +00:10:17,620 --> 00:10:28,940 +هيكون ر واحد sin θ واحد زاد ر اتنين sin θ اتنين + +80 +00:10:28,940 --> 00:10:39,720 +زاد ر تلاتة sin θ تلاتة صفر صفر احنا هنا معناته + +81 +00:10:39,720 --> 00:10:40,780 +sin θ واحد + +82 +00:10:47,770 --> 00:10:56,830 +معناته ايش حاسيب في هذه صفر صح هذه صفر + +83 +00:10:56,830 --> 00:11:03,430 +معناته اذا عندي R اتنين صين + +84 +00:11:03,430 --> 00:11:15,100 +ثتا اتنين زاد R تلاتةSin θ تلاتة بالساوة صفر هذه + +85 +00:11:15,100 --> 00:11:19,880 +المعادلة اتنين لو + +86 +00:11:19,880 --> 00:11:24,080 +كان راكب موتور هنا على ال input بكون عارف انا ال + +87 +00:11:24,080 --> 00:11:28,800 +rotation تبعه ك input بكون عارف طول ال link هذه + +88 +00:11:28,800 --> 00:11:29,640 +يعني given + +89 +00:11:43,000 --> 00:11:58,360 +given R2 و R3 و θ2 ممكن نحسب ايش calculate R1 + +90 +00:11:58,360 --> 00:12:10,620 +and θ3 يعني ممكن استخدمالمعادلة 1 2 عشان احل R1 و + +91 +00:12:10,620 --> 00:12:20,860 +R3 خلان اكتب معادلتين تحت بعض المعادلة + +92 +00:12:20,860 --> 00:12:32,780 +الأولى هي عنده R2 Cos K2 زاد R3 + +93 +00:12:48,100 --> 00:12:49,500 +R2Sinθ2R3Sinθ3 + +94 +00:13:11,060 --> 00:13:17,820 +الجبن انا عارف جبن ثتا اتنين جبن + +95 +00:13:17,820 --> 00:13:25,360 +ثتا اتنين ماشي هذا معدل واحد هذا + +96 +00:13:25,360 --> 00:13:31,840 +معدل اتنين بدي اعمل solve solve + +97 +00:13:31,840 --> 00:13:41,940 +for ثتا تلاتة و R واحدمن اتنين ممكن احكي من اتنين + +98 +00:13:41,940 --> 00:13:46,560 +اجيب + +99 +00:13:46,560 --> 00:13:51,460 +theta تلاتة بس + +100 +00:13:51,460 --> 00:13:57,780 +انا مفضلش اتعامل مع ال .. مع ال sign و ال cosine + +101 +00:13:57,780 --> 00:14:00,920 +ليش؟ + +102 +00:14:00,920 --> 00:14:07,740 +انا عنده ال sign موجود في الأول مربع الأول مربع + +103 +00:14:07,740 --> 00:14:13,660 +التانيمعناته مش هعرف أنا حالي في الناس مربعة ال + +104 +00:14:13,660 --> 00:14:22,580 +cosine موجبة في الأول والرابع معناته لكن ال tan ال + +105 +00:14:22,580 --> 00:14:30,120 +tan بتكون عندي ال tan دايما هاي ال theta هاي نحكي + +106 +00:14:30,120 --> 00:14:41,170 +Y X R ال tan theta بشكل عام so Y على Xلو كنت في + +107 +00:14:41,170 --> 00:14:46,310 +المربع الأول من + +108 +00:14:46,310 --> 00:14:51,590 +معرفتي لقيمة إشارة ال Y و إشارة ال X بأعرف حالة + +109 +00:14:51,590 --> 00:14:56,330 +فانعة مربعة لو كنت في المربع التاني بتكون ال Y + +110 +00:14:56,330 --> 00:15:05,670 +موجبة و ال X سالبة أه أنا عارف من قيمة من ال sign + +111 +00:15:05,670 --> 00:15:09,280 +تاعة ال Y و ال X بأعرف حالة فانعة مربعةلو كنت في + +112 +00:15:09,280 --> 00:15:13,000 +المربع التاني يكون ال Y موجبة وال X سلبة لو كنت في + +113 +00:15:13,000 --> 00:15:20,360 +المربع التالت يكون negative على negative المربع + +114 +00:15:20,360 --> 00:15:27,220 +الرابع negative على موجب فالتان بتحدد انا في انيات + +115 +00:15:27,220 --> 00:15:32,760 +ربع موجودة فانا عشان ذلك بدي افضل استخدم التان + +116 +00:15:32,760 --> 00:15:36,600 +خنقت المعادلات هتكون عندي R تلاتة + +117 +00:15:47,460 --> 00:15:54,820 +R1-R2cosθ2 R3sinθ3 + +118 +00:15:54,820 --> 00:16:01,860 +-R2sinθ2 + +119 +00:16:01,860 --> 00:16:10,000 +يعني لو ربعت الأولى هذا المربع هذا المربع هذابيصير + +120 +00:16:10,000 --> 00:16:16,660 +R تلاتة تربية صح؟ + +121 +00:16:16,660 --> 00:16:21,160 +عشان عندي R واحد تربية زاد + +122 +00:16:21,160 --> 00:16:24,980 +R اتنين تربية + +123 +00:16:24,980 --> 00:16:31,740 +عندكوا + +124 +00:16:31,740 --> 00:16:35,880 +عندي R واحدة ربعت هذه ربعت هذه مع هذه صارت R اتنين + +125 +00:16:35,880 --> 00:16:47,380 +تربيةمظبوط هذا خلصناها minus اتنين R واحد + +126 +00:16:47,380 --> 00:16:53,660 +ات + +127 +00:16:53,660 --> 00:17:00,180 +اتنين معناته اذا كنا نحكي R واحد تربيع + +128 +00:17:00,180 --> 00:17:10,780 +بالساوية R تلاتة تربيع-R2 تربيع زائد اتنين R واحد + +129 +00:17:10,780 --> 00:17:15,360 +R اتنين Cos θ اتنين اذا مش فاهمين انا بعملها + +130 +00:17:15,360 --> 00:17:23,780 +بفصلها يعني المربع الأولى هتكون R تلاتة تربيع Cos + +131 +00:17:23,780 --> 00:17:31,540 +تربيع θ تلاتة زائد R تلاتة تربيع Sin θ تلاتة تربيع + +132 +00:17:31,540 --> 00:17:39,060 +بتساويمربع الأولى ر واحد تربيه ماينس اتنين ر واحد + +133 +00:17:39,060 --> 00:17:46,860 +R اتنين كوسين ثاته اتنين زائد R اتنين تربيه كوسين + +134 +00:17:46,860 --> 00:17:56,120 +ثاته اتنين تربيه زائد R اتنين تربيه سين تربيه ثاته + +135 +00:17:56,120 --> 00:18:01,320 +اتنين عامل مشترك R تلات تربيه كوسين تربيه زاد سين + +136 +00:18:01,320 --> 00:18:09,140 +تربيهبصير واحد يعني R تلاتة تربيع هتساوي هاخد هذه + +137 +00:18:09,140 --> 00:18:14,480 +مع هذه R تنين تربيع يعني هذه هتكون R تنين تربيع + +138 +00:18:14,480 --> 00:18:19,520 +هتكون R واحد تربيع minus اتنين R واحد R اتنين + +139 +00:18:19,520 --> 00:18:27,320 +cosine theta اتنين زاد R اتنين تربيع مظبوط + +140 +00:18:27,320 --> 00:18:34,610 +زي هيك و منها بحسب لو ضربت الطرفينجبت الار واحد + +141 +00:18:34,610 --> 00:18:40,590 +تربيع او هتسيب اندي ار واحد تربيع بالساوية ار + +142 +00:18:40,590 --> 00:18:46,850 +تلاتة تربيع هتجيب هذا على الجهة التانية زائد نين + +143 +00:18:46,850 --> 00:18:53,230 +ار واحد ار اتنين cosine theta اتنين minus ار اتنين + +144 +00:18:53,230 --> 00:19:05,690 +تربيع ماشيحسبنا R1 حسبنا R1 لو قسمت هذه على هذه + +145 +00:19:05,690 --> 00:19:18,650 +بيصير اندي 10 ثيتا تلاتة minus R2 sin theta 2 على + +146 +00:19:18,650 --> 00:19:27,050 +R1 minus R2 cosine theta 2 هيك انا بكون حسبت theta + +147 +00:19:27,050 --> 00:19:38,210 +تلاتةبالساوية tan inverse ل minus R2 sine theta 2 + +148 +00:19:38,210 --> 00:19:45,910 +على R1 minus R2 cosine theta 2 لحتى انا عملت + +149 +00:19:45,910 --> 00:19:49,450 +displacement analysis صح؟ بدي اعمل velocity + +150 +00:19:49,450 --> 00:19:55,310 +analysis velocity analysis بقى اشتغل المعادلة واحد + +151 +00:19:55,310 --> 00:19:58,990 +و اتنين بالنسبة للزمن differentiate + +152 +00:20:04,570 --> 00:20:17,590 +differentiate واحد و اتنين بالنسبة للزمن او + +153 +00:20:17,590 --> 00:20:20,910 +ممكن اشتق هاد اطول اجيب طبعا لاحظوا ال R واحد اشمع + +154 +00:20:20,910 --> 00:20:29,610 +لا ثابت ولا متغيره R واحد متغيره ب style slideقيمة + +155 +00:20:29,610 --> 00:20:33,830 +R2 ثابتة و قيمة R3 ثابتة ثيتا اتنين متغيرة و ثيتا + +156 +00:20:33,830 --> 00:20:40,390 +ثلاثة متغيرة يعني لو اشتقت المعادلة واحد هتكون + +157 +00:20:40,390 --> 00:20:45,910 +minus R2 minus + +158 +00:20:45,910 --> 00:20:54,950 +R2 sin theta اتنين theta اتنين dot دي theta اتنين + +159 +00:20:54,950 --> 00:20:55,490 +و دي T + +160 +00:21:00,430 --> 00:21:10,330 +سرعة الزاوية الاتنين minus r تلاتة sin θ تلاتة d θ + +161 +00:21:10,330 --> 00:21:15,690 +تلاتة by dt اللي هي omega تلاتة + +162 +00:21:15,690 --> 00:21:20,690 +بتساوي d + +163 +00:21:20,690 --> 00:21:27,990 +r واحد by dt بتساويش سفر d r واحد by dt اللي هي + +164 +00:21:27,990 --> 00:21:37,240 +سرعة ال pistonمظلوط معناته minus خليها زي ما هي + +165 +00:21:37,240 --> 00:21:45,920 +هذا يساوي V واحد سرعة ال piston هذه معادلة تلاتة + +166 +00:21:45,920 --> 00:21:54,820 +اشتق المعادلة التانية هتكون R اتنين cosine theta + +167 +00:21:54,820 --> 00:22:06,510 +اتنين omega اتنينزائد R ثلاثة Cos θ ثلاثة Omega + +168 +00:22:06,510 --> 00:22:12,790 +ثلاثة بتساوي ايش؟ صفر احنا من ال displacement + +169 +00:22:12,790 --> 00:22:20,010 +analysis احنا عارفين θتا توا و R توا و R ثلاثة و + +170 +00:22:20,010 --> 00:22:25,650 +منهم حسبنا R واحد ثتا تلاتة صار ثتا تلاتة معانصر + +171 +00:22:25,650 --> 00:22:27,510 +عندي حاليا given + +172 +00:22:31,330 --> 00:22:36,670 +given R2 R3 + +173 +00:22:36,670 --> 00:22:42,690 +ثتا ثلاثة + +174 +00:22:42,690 --> 00:22:44,810 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +175 +00:22:44,810 --> 00:22:46,490 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +176 +00:22:46,490 --> 00:22:46,730 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +177 +00:22:46,730 --> 00:22:48,190 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +178 +00:22:48,190 --> 00:22:55,430 +ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة ثلاثة + +179 +00:22:55,430 --> 00:22:59,130 +ثلاثة ثلاثة + +180 +00:23:00,780 --> 00:23:04,920 +Find Omega + +181 +00:23:04,920 --> 00:23:20,120 +تلاتة و V واحد يعني + +182 +00:23:20,120 --> 00:23:21,440 +من معادلة أربعة + +183 +00:23:42,770 --> 00:23:52,270 +من المعادلة الأربعة from four from + +184 +00:23:52,270 --> 00:23:52,730 +four + +185 +00:24:00,410 --> 00:24:07,270 +هتكون omega تلاتة بتساوي + +186 +00:24:07,270 --> 00:24:16,050 +minus R اتنين omega اتنين cosine theta اتنين على R + +187 +00:24:16,050 --> 00:24:20,410 +تلاتة cosine theta تلاتة + +188 +00:24:28,870 --> 00:24:35,750 +الان امجد تلاتة حسبتها من اربعة صارت + +189 +00:24:35,750 --> 00:24:42,410 +امجد تلاتة معروفة معناه نحسب V واحد calculate V + +190 +00:24:42,410 --> 00:24:43,350 +واحد from + +191 +00:24:46,070 --> 00:24:50,130 +3 طبعا هذه كلها Parametric as a function of θ , θ2 + +192 +00:24:50,130 --> 00:24:54,570 +و الأطوال بتاعة ال links وبالتالي انا ممكن اعمل + +193 +00:24:54,570 --> 00:24:59,090 +plotting على كل ال range من θ2 من 0 ل360 درجة يعني + +194 +00:24:59,090 --> 00:25:05,830 +مش عن نقطة محددة يعني بدرس كل دورة حياة الحركة هيك + +195 +00:25:05,830 --> 00:25:12,750 +انا حسبت ال Omega 3 و ال V1 و ال V1 + +196 +00:25:15,930 --> 00:25:21,570 +طيب خطوة تاله هعمل إيه؟ acceleration analysis + +197 +00:25:21,570 --> 00:25:26,950 +acceleration analysis هشتغل تلاتة وأربعة بالنسبة + +198 +00:25:26,950 --> 00:25:32,890 +لزمه differentiate three + +199 +00:25:32,890 --> 00:25:42,630 +and four with respect to time حيصير + +200 +00:25:42,630 --> 00:25:43,010 +ان دي + +201 +00:25:47,990 --> 00:25:53,850 +هذه التلاتة هطلع + +202 +00:25:53,850 --> 00:26:02,230 +ناقص R2 برا ناقص R2 افتح course هذول two functions + +203 +00:26:02,230 --> 00:26:08,690 +مضلون ببعض هيكون مشتقت الأول في التاني زائد الأول + +204 +00:26:08,690 --> 00:26:14,410 +في مشتقت التاني يعني هتكون cosine theta 2 في omega + +205 +00:26:14,410 --> 00:26:15,410 +2 في omega 2 + +206 +00:26:18,130 --> 00:26:25,870 +ثيتا اتنين اميجا اتنين في اميجا اتنين زائد + +207 +00:26:25,870 --> 00:26:29,690 +sign + +208 +00:26:29,690 --> 00:26:34,750 +ثيتا اتنين في مشتقة اميجا اتنين هي عبارة عن الف + +209 +00:26:34,750 --> 00:26:39,150 +اتنين الف اتنين اللي هي العجل الزاوية في الف اتنين + +210 +00:26:39,150 --> 00:26:46,590 +طيب minus R تلاتة + +211 +00:26:49,000 --> 00:26:57,480 +نفس الشكل هتكون هتكون cos θ 3 ω 3 التربيع زاد sin + +212 +00:26:57,480 --> 00:27:06,100 +θ 3 α 3 مشتقت + +213 +00:27:06,100 --> 00:27:13,420 +السرعة الشاطين ايه acceleration هذه + +214 +00:27:13,420 --> 00:27:13,920 +خمسة + +215 +00:27:17,970 --> 00:27:26,290 +هشتق المعادة الأربعة بالنسبة للزمن هيكون DR2 في + +216 +00:27:26,290 --> 00:27:29,570 +minus + +217 +00:27:29,570 --> 00:27:41,870 +sin theta اتنين omega اتنين تربيع زائد زائد + +218 +00:27:41,870 --> 00:27:45,310 +لسه ما خلصتش زائد cosine + +219 +00:27:48,440 --> 00:27:59,620 +θ2 ألف اتنين لسه مانخشش على تلاتة زائد R تلاتة في + +220 +00:27:59,620 --> 00:28:07,720 +minus sin θ تلاتة Omega تلاتة التربيع زائد cosine + +221 +00:28:07,720 --> 00:28:13,860 +θ تلاتة ألف تلاتة ساعة و سفر + +222 +00:28:28,080 --> 00:28:32,740 +هذه هي ال equation عامة لو كان ال .. ال .. ال .. + +223 +00:28:32,740 --> 00:28:37,680 +الكرانك بتدور بسرعة زاوية منتظمة هتكون ال alpha + +224 +00:28:37,680 --> 00:28:47,560 +اتنين اشبه ساعة صفر to simplify if الكرانك + +225 +00:28:50,010 --> 00:28:55,950 +is rotating at + +226 +00:28:55,950 --> 00:29:01,430 +constant ω2 + +227 +00:29:01,430 --> 00:29:07,590 +ومعناته α2 او زيرو لأ انا عند الحل عام يعني ممكن + +228 +00:29:07,590 --> 00:29:11,490 +تكون ال α2 مش زيرو عند الحل عام يعني ممكن اعتمد + +229 +00:29:11,490 --> 00:29:16,090 +على المعادلة هذه لأ من ستة لاحظ ستة انا في معادلة + +230 +00:29:16,090 --> 00:29:23,210 +ستة معروف عند R2وθتا اتنين واميجا اتنين المجهول + +231 +00:29:23,210 --> 00:29:33,250 +الواحد اندي الف تلاتة from ستة هتكون + +232 +00:29:33,250 --> 00:29:44,650 +اندي الف تلاتة هتكون تساوي اه + +233 +00:29:44,650 --> 00:29:47,470 +هدخل السالف جوه هدخل السالف جوه هتكون R اتنين + +234 +00:29:50,120 --> 00:29:57,340 +لأ هدخل السلب جوه على هنا هتكون R اتنين ما انا + +235 +00:29:57,340 --> 00:30:03,480 +عارف يعني اللي هجيبها الجهة التانية بيصير ايش سالب + +236 +00:30:03,480 --> 00:30:08,760 +ودخل السلب جوه بيصير دي موجة بقى هتصير R اتنين في + +237 +00:30:08,760 --> 00:30:18,100 +Omega اتنين تربيع Sine theta اتنين minus Alpha + +238 +00:30:18,100 --> 00:30:27,780 +اتنينبدأ أخلّيها general cos θ2 زائد + +239 +00:30:27,780 --> 00:30:46,660 +R ثلاثة زائد R ثلاثة omega ثلاثة تربيع sin θ3 على + +240 +00:30:49,970 --> 00:30:55,630 +R تلاتة Cos + +241 +00:30:55,630 --> 00:31:05,990 +θ تلاتة ومن خمسة ألف اتنين صارت معروفة عندي من + +242 +00:31:05,990 --> 00:31:10,410 +خمسة بحل I Sol A واحد + +243 +00:31:13,380 --> 00:31:16,240 +هك انا طلعت ع كل صورة مش عند one theta عن تلاتين + +244 +00:31:16,240 --> 00:31:19,720 +او اربين عن تتا من صفر لك ع كل صورة كلية بعمل + +245 +00:31:19,720 --> 00:31:22,340 +plotting بشوف ايش اللي بيصير عندى هذا باستخدام + +246 +00:31:22,340 --> 00:31:34,000 +complex number analysis انت + +247 +00:31:34,000 --> 00:31:39,260 +كيف يعني ثتا اتنين مش ثابتة؟ من ال bluff؟ مش ثتا + +248 +00:31:39,260 --> 00:31:43,960 +اتنين اتت اتنينأيوة هي 1800 ثابتة بس انا ماقدر اشي + +249 +00:31:43,960 --> 00:31:46,420 +اسمه ماقدر اكون عارفها يعني انا اللي بحرك ال + +250 +00:31:46,420 --> 00:31:50,440 +engine المحرك بالسرعة اللي انا بديها بالاكسلاش + +251 +00:31:50,440 --> 00:31:54,480 +اللي بديها يعني + +252 +00:31:54,480 --> 00:31:57,700 +انا ال input انا اللي بتحكم في ال input انا بستخدم + +253 +00:31:57,700 --> 00:32:01,080 +مطور طبعا في البداية التشغيل بيكون في عندي هيطلع + +254 +00:32:01,080 --> 00:32:05,160 +زي هيك البداية التشغيل هيطلع زي هيك + +255 +00:32:07,980 --> 00:32:11,340 +يعني في معظم هذه المنطقة اسمها ال Transient وهذه + +256 +00:32:11,340 --> 00:32:15,300 +Transient في النص اللي هي ال city state بتكون + +257 +00:32:15,300 --> 00:32:18,900 +السرعة constant + +258 +00:32:18,900 --> 00:32:22,380 +وبتالي ممكن ا اشتري انا اركز على الفترة هذه لانها + +259 +00:32:22,380 --> 00:32:25,120 +فترة البداية التشغيل و النهاية التشغيل فبيهمني ان + +260 +00:32:25,120 --> 00:32:29,640 +انا بتكون ال alpha 2 بالساوة zero يعني لو حاطيت + +261 +00:32:29,640 --> 00:32:33,000 +alpha 2 بالساوة zero هتروح ال term هذا + +262 +00:32:39,560 --> 00:32:42,860 +ماشي، الآن هذي بتنيد لو أنا عندي إشي في Coriolis + +263 +00:32:42,860 --> 00:32:53,140 +effect بحل المسائل بسهولة جدا يعني + +264 +00:32:53,140 --> 00:32:54,740 +المثلة بتاعة المرة اللي فاتت + +265 +00:33:13,410 --> 00:33:18,590 +كان عندي هين؟ + +266 +00:33:18,590 --> 00:33:21,890 +مكانش + +267 +00:33:21,890 --> 00:33:23,390 +زي هيك؟ حظوظ؟ + +268 +00:33:48,730 --> 00:33:55,950 +مظبوط خلنا نسمي هذه لو بدى اعملها طبعا ال block + +269 +00:33:55,950 --> 00:34:00,870 +هذا slide بالنسبة لهذه block و الحالة التانية كانت + +270 +00:34:00,870 --> 00:34:04,110 +العكس block slide بالنسبة لهذه هنحلها على واحدة + +271 +00:34:04,110 --> 00:34:07,890 +على حالة من الحالتين لان لو حطيت انا vector هنا + +272 +00:34:13,180 --> 00:34:26,160 +سميته R2 هذا هتكون ثتا تو هاي vector هين R3 + +273 +00:34:26,160 --> 00:34:39,900 +وده هحط هاي عندي هذا ثتا تلاتة صح عندي R2 R3 R1 + +274 +00:34:44,170 --> 00:34:52,450 +اللي هي B معروفة يعني الان هحكي + +275 +00:34:52,450 --> 00:35:04,370 +R1 ك vector زاد R2 زاد R3 سواء Zero يعني R1EIθ1 + +276 +00:35:04,370 --> 00:35:08,370 +زاد R2EIθ2 + +277 +00:35:09,030 --> 00:35:16,250 +زاد R ثلاثة E I ثتا ثلاثة بالساوية Zero الآن ثتا + +278 +00:35:16,250 --> 00:35:21,790 +واحد كم ساوية تسعين تسعين معناه تقصين ثتا واحد + +279 +00:35:21,790 --> 00:35:31,370 +ساوية ستر وصين ثتا واحد ساوية واحد مظلوم ال real + +280 +00:35:31,370 --> 00:35:43,920 +part هيكونR1 Cos θ1 زر R2 Cos θ2 زر R3 Cos θ3 + +281 +00:35:43,920 --> 00:35:49,700 +بالساوية صفر Cos + +282 +00:35:49,700 --> 00:36:01,420 +θ1 ماهو الساوية صفر يعني R2 Cos θ2 زر R3 Cos θ3 + +283 +00:36:01,420 --> 00:36:02,560 +بالساوية صفر + +284 +00:36:07,910 --> 00:36:21,390 +معادل الرقم اتنين ر واحد ر واحد صين تاته واحد زاد + +285 +00:36:21,390 --> 00:36:28,950 +ر اتنين صين تاته اتنين زاد الار تلاته صين تاته + +286 +00:36:28,950 --> 00:36:36,250 +تلاته صوف سفر صين تاته واحد ايش حساب واحد انا اقول + +287 +00:36:36,250 --> 00:36:36,990 +ر واحد + +288 +00:36:42,720 --> 00:36:51,780 +R1 Sine R1 R2 + +289 +00:36:51,780 --> 00:37:08,240 +Sine theta 2 R3 Sine theta 3 Sine R1 واضح + +290 +00:37:10,000 --> 00:37:15,500 +يعني انت هاي R واحد بالساوية مركبة هذه ناقص هذه + +291 +00:37:15,500 --> 00:37:19,000 +فالمعادلة + +292 +00:37:19,000 --> 00:37:30,440 +صحيحة هذا معادلة رقم اتنين يعني + +293 +00:37:30,440 --> 00:37:36,300 +solve for solve for solve + +294 +00:37:38,480 --> 00:37:47,660 +four ثتا تلاتة و + +295 +00:37:47,660 --> 00:37:52,060 +R اتنين صح + +296 +00:37:52,060 --> 00:38:00,200 +ايش المجال عندك R تلاتة قيمتها ثابت فتتغيرش بالظبط + +297 +00:38:00,200 --> 00:38:07,360 +و R واحد ثابتR2 في التغيير بمعنى solve for θ تلاتة + +298 +00:38:07,360 --> 00:38:14,280 +و R2 ف + +299 +00:38:14,280 --> 00:38:17,380 +R + +300 +00:38:17,380 --> 00:38:25,280 +واحد معروفة لان يعني ممكن انا اعمل 10 او اعمل يعني + +301 +00:38:25,280 --> 00:38:30,340 +عارفين كيف هتعمل ال solve فش اش بتطلع على سفر + +302 +00:38:33,980 --> 00:38:37,260 +بطلعش اسفل لأ لان solve for theta تلاتة و r اتنين + +303 +00:38:37,260 --> 00:38:45,140 +given theta + +304 +00:38:45,140 --> 00:38:49,680 +اتنين و + +305 +00:38:49,680 --> 00:38:55,920 +r واحد و r تلاتة يعني هكومة عند theta اتنين و r + +306 +00:38:55,920 --> 00:39:01,840 +واحد و r تلاتة I solve for theta تلاتة و r اتنين + +307 +00:39:10,700 --> 00:39:18,080 +طيب solve for θ3 و r2 given θ2,r1 و r3 عشان اعمل + +308 +00:39:18,080 --> 00:39:23,460 +values generalizes differentiate 1 + +309 +00:39:23,460 --> 00:39:33,160 +و 2 with respect to time اشتقوا + +310 +00:39:33,160 --> 00:39:40,740 +هذه هتكونR2 constant ولا متغير متغير + +311 +00:39:40,740 --> 00:39:53,460 +R2 dot cosine theta 2 minus R2 sine theta 2 omega + +312 +00:39:53,460 --> 00:40:06,610 +2 زاد minus R3 sine theta 3وميجا تلاتة ساو سفر + +313 +00:40:06,610 --> 00:40:12,450 +المعادلة اربعة اي المعادلة اتنين هتكون R اتنين dot + +314 +00:40:12,450 --> 00:40:15,490 +sine + +315 +00:40:15,490 --> 00:40:24,490 +theta اتنين زائد R اتنين cosine theta اتنين omega + +316 +00:40:24,490 --> 00:40:28,070 +اتنين زائد + +317 +00:40:28,070 --> 00:40:37,510 +R تلاتة cosine theta تلاتةأوميجا تلاتة بالساوية + +318 +00:40:37,510 --> 00:40:44,850 +طبعا هذه اشتقاق ال R واحد هيكون زيرو constant زيرو + +319 +00:40:44,850 --> 00:40:53,570 +اه الان + +320 +00:40:53,570 --> 00:40:59,290 +دعونا نتفق على الثوابت ايش الثوابت عندى R تلاتة + +321 +00:41:01,940 --> 00:41:07,900 +قيمتها ثابتة بس بيتغير اتجاهها الرد slide في هذا + +322 +00:41:07,900 --> 00:41:17,840 +الاتجاه يعني هذه ال pin support مع هذه في pin ف R2 + +323 +00:41:17,840 --> 00:41:22,780 +اكيد هتتغير لازم تكون هذه ثابتة لازم تكون هذه + +324 +00:41:22,780 --> 00:41:29,380 +structure مش هيلف صح فلازم تكون تتغير R2 لان ال + +325 +00:41:29,380 --> 00:41:37,800 +blockالو حركة انزلاقية بالنسبة للرد ال R2 لان + +326 +00:41:37,800 --> 00:41:43,440 +عندي المجاهيل find R2 + +327 +00:41:43,440 --> 00:41:51,220 +dot و Omega 3 Omega + +328 +00:41:51,220 --> 00:41:56,540 +3 طبعا عندي Omega 3 مبينة هنا + +329 +00:41:59,470 --> 00:42:06,210 +لو ضربت المعادلة الأولى ب cos θ تلاتة والتانية ب + +330 +00:42:06,210 --> 00:42:16,050 +sin θ تلاتة وجمعتهم برهم أبعاد صح؟ يعني هنا cos θ + +331 +00:42:16,050 --> 00:42:25,510 +تلاتة وهنا sin θ تلاتة وجمعت سيروح هذا و هذا سيصبح + +332 +00:42:25,510 --> 00:42:26,350 +لدي R2 + +333 +00:42:32,190 --> 00:42:43,710 +R2 Dot Cos Theta 2 Cos Theta 3 Minus R2 Sin Theta + +334 +00:42:43,710 --> 00:42:48,490 +2 Cos + +335 +00:42:48,490 --> 00:42:53,190 +Theta 3 Omega 2 + +336 +00:42:57,960 --> 00:43:09,460 +R2 Dot Sine Theta 2 Sine Theta 3 زائد R3 + +337 +00:43:09,460 --> 00:43:21,040 +R2 Cosine Theta 2 Sine Theta 3 Omega 2 سوى سفر + +338 +00:43:21,040 --> 00:43:33,700 +يعني انا حكاية عندي R2 Dot Pcos θ2 cos θ3 زائد + +339 +00:43:33,700 --> 00:43:42,440 +sin θ2 sin θ3 minus + +340 +00:43:42,440 --> 00:43:54,680 +R2 omega 2 في sin θ2 cos θ3 minus + +341 +00:43:56,500 --> 00:44:13,240 +cos θ2 sin θ3 صحيح صحيح صحيح صحيح صحيح صحيح صحيح + +342 +00:44:28,780 --> 00:44:44,640 +Sin θ2-θ3 سوى 0 R2 Dot ستكون سواء R2 Omega 2 Tan + +343 +00:44:44,640 --> 00:44:50,800 +θ2-θ3 + +344 +00:44:58,670 --> 00:45:08,130 +يعني التغير في طول الدراع لأن عشان احسب omega 3 + +345 +00:45:08,130 --> 00:45:13,110 +ممكن من اي واحدة منهم مظبط مش الحال من الاولة يعني + +346 +00:45:13,110 --> 00:45:18,230 +احكي انا omega 3 هتكون تساوي R2 + +347 +00:45:18,230 --> 00:45:28,420 +dot cosine theta 2 minus R2 cosine theta 2وميجا + +348 +00:45:28,420 --> 00:45:43,400 +اتنين عشان + +349 +00:45:43,400 --> 00:45:48,980 +اعمل اكثر اناليسية هشتق المعادلة هذه كمرة هسير + +350 +00:45:48,980 --> 00:45:56,080 +اكتر تفصيلا لما + +351 +00:45:56,080 --> 00:46:10,090 +نشتقها بالسيران ديR2 Double Dot Cos Theta 2 Minus + +352 +00:46:10,090 --> 00:46:20,390 +R2 Dot Omega 2 Sin Theta 2 Minus R2 Dot + +353 +00:46:28,290 --> 00:46:33,310 +Sin θ2 Omega + +354 +00:46:33,310 --> 00:46:50,630 +2 زائد R2 Omega 2 تربيع Cos θ2 زائد R2 + +355 +00:46:50,630 --> 00:46:53,990 +R2 + +356 +00:46:53,990 --> 00:47:05,580 +Sinثيتا اتنين الف اتنين هذا اشتقاق قادر minus + +357 +00:47:05,580 --> 00:47:19,300 +R تلاتة في omega تلاتة تربيع cosine ثيتا تلاتة + +358 +00:47:19,300 --> 00:47:30,010 +زائد الف تلاتة sin ثيتا تلاتةستة و سفر هاي معادلة + +359 +00:47:30,010 --> 00:47:39,950 +خمسة هشتغل التحتانية اللي هي ستة هذه تلاتة و أربعة + +360 +00:47:39,950 --> 00:47:44,110 +هكون + +361 +00:47:44,110 --> 00:47:55,750 +عند R اتنين double dot sign theta اتنين زاد + +362 +00:47:55,750 --> 00:47:56,770 +R اتنين dot + +363 +00:47:59,730 --> 00:48:10,290 +وميجا اتنين كوصين تيتا اتنين زائد + +364 +00:48:10,290 --> 00:48:14,190 +R + +365 +00:48:14,190 --> 00:48:18,390 +اتنين dot كوصين + +366 +00:48:18,390 --> 00:48:27,770 +تيتا اتنين اوميجا اتنين minus R اتنين اوميجا اتنين + +367 +00:48:28,590 --> 00:48:43,950 +تربية sin θ2 زائد R2 cos θ2 ألف اتنين زائد + +368 +00:48:43,950 --> 00:48:48,030 +R3 في + +369 +00:48:48,030 --> 00:48:54,150 +صالب Omega 3 تربية sin θ3 + +370 +00:48:58,610 --> 00:49:15,130 +زائد Alpha تلاتة Cos تلاتة تلاتة Solve + +371 +00:49:15,130 --> 00:49:31,800 +خمسة عن ستة four R اتنين double dotو alpha ثلاثة + +372 +00:49:31,800 --> 00:49:38,120 +حل المسألة اللي قلتيها المرة الفاتة على ال math + +373 +00:49:38,120 --> 00:49:49,080 +lab solve using math lab or + +374 +00:49:49,080 --> 00:49:51,040 +mathematica + +375 +00:49:54,330 --> 00:50:03,790 +طبعا ال plot احنا مش حسبنا plot theta تلاتة plot + +376 +00:50:03,790 --> 00:50:16,550 +theta تلاتة و r اتنين versus theta اتنين و plot و + +377 +00:50:16,550 --> 00:50:29,060 +روحنا و plot omega تلاتةR2 Dot Versus Theta 2 Plot + +378 +00:50:29,060 --> 00:50:47,660 +Alpha 3 R3 Double Dot Versus Theta 2 Plot + +379 +00:50:47,660 --> 00:50:53,830 +أنت تغير من 0 ل 362هو بيعمل plot لحاله على ال .. + +380 +00:50:53,830 --> 00:50:57,050 +على ال Math Lab أو ال Mathematica حالة ما بيعرفش + +381 +00:50:57,050 --> 00:51:06,430 +Math Lab؟ نعم؟ ما تعلمتش عليه بتتعلم عليه ماشي + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sXLvHpL8svM_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sXLvHpL8svM_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..f1477550ccca6440e6f523f679600bb6eb350902 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sXLvHpL8svM_postprocess.srt @@ -0,0 +1,1464 @@ +1 +00:00:05,400 --> 00:00:09,900 +السلام عليكم و رحمة الله و بركاته بسم الله الرحمن + +2 +00:00:09,900 --> 00:00:13,480 +الرحيم اليوم هنبدأ .. هنكمل في مادة نظرية الألات و + +3 +00:00:13,480 --> 00:00:18,700 +هنستكمل محاضراتنا في ال gears او ال gear trends + +4 +00:00:18,700 --> 00:00:24,440 +المارفة تحكينا عن ال length of path of contact و + +5 +00:00:24,440 --> 00:00:29,020 +length of path of .. length of arc of contact + +6 +00:00:29,020 --> 00:00:32,980 +تحكينا ال path of contact مقابل من جزءينال path of + +7 +00:00:32,980 --> 00:00:38,860 +approach وال path of recess هو نفس الاشي ال arc of + +8 +00:00:38,860 --> 00:00:42,940 +contact مقاوم جزئيا arc of approach و arc of + +9 +00:00:42,940 --> 00:00:47,280 +recess وعملنا ال mathematical derivation حكيناال + +10 +00:00:47,280 --> 00:00:50,940 +length of path of approach مُعطى بالعلاقة المبينة + +11 +00:00:50,940 --> 00:00:54,480 +على الشاشة وال link of path of recess مُعطى + +12 +00:00:54,480 --> 00:00:59,940 +بالعلاقة المبينة على الشاشة معناته ال total length + +13 +00:00:59,940 --> 00:01:03,120 +of path of contact في العلاقة اللي هي المبينة + +14 +00:01:03,120 --> 00:01:07,660 +أمامكوهبعدين أحكي أن ال length of arc of contact + +15 +00:01:07,660 --> 00:01:12,200 +بستوى ال length of path of contact على cosine في و + +16 +00:01:12,200 --> 00:01:15,200 +ال contact ratio هي ال length of arc of contact + +17 +00:01:15,200 --> 00:01:21,960 +على ال circular pitch اليوم هنحل مجموعة من الأمثلة + +18 +00:01:21,960 --> 00:01:28,260 +عشان نشوف كيف نتعامل مع هذه المعادلات هنشوف exam + +19 +00:01:28,260 --> 00:01:34,800 +ال اتناشر اتنين opinion has having thirty teethit + +20 +00:01:34,800 --> 00:01:38,500 +drives a gear having eighty teeth يعني عندي pinion + +21 +00:01:38,500 --> 00:01:46,740 +N واحد او T واحد تلاتين + +22 +00:01:46,740 --> 00:01:53,740 +سن it + +23 +00:01:53,740 --> 00:02:02,220 +drives a gear having الgear تمانين سن the profile + +24 +00:02:02,220 --> 00:02:05,770 +of the gearthe gears is involute with a twenty + +25 +00:02:05,770 --> 00:02:15,410 +degree pressure angle في بستو عشرين درجة ال module + +26 +00:02:15,410 --> 00:02:23,990 +عندى twelve millimeter ال + +27 +00:02:23,990 --> 00:02:25,710 +addendum عطينيه عشرة millimeter + +28 +00:02:35,720 --> 00:02:42,000 +find the length of path of contact arc of contact + +29 +00:02:42,000 --> 00:02:48,180 +والcontact ratio المعادلة بتاعة ال path of contact + +30 +00:02:48,180 --> 00:02:54,440 +بتحكي path length of path of contact بالسواء جزر + +31 +00:02:54,440 --> 00:03:07,880 +التربيعي لار ايه تربيع minus ار تربيعcos φ زاد + +32 +00:03:07,880 --> 00:03:15,380 +الجزر التربيعي لRA تربيع minus R تربيع cos تربيع + +33 +00:03:15,380 --> 00:03:26,340 +فى minus R small plus R capital sin فى أنا في + +34 +00:03:26,340 --> 00:03:30,020 +الأول بدي أحسب ال R small و ال R capital + +35 +00:03:33,840 --> 00:03:38,180 +الـ R Small هي الـ D Small على 2 بساوة الـ D Small + +36 +00:03:38,180 --> 00:03:45,360 +على 2 بساوة الـ D Small عبارة عن عدد أسنان في + +37 +00:03:45,360 --> 00:03:54,860 +الموديول، صح؟ هيكون T1 في الموديول على 2 يعني + +38 +00:03:54,860 --> 00:04:04,330 +هيكون T1 عندي تلاتين في إطناش على اتنينيعني تلاتين + +39 +00:04:04,330 --> 00:04:10,610 +ستة مية و تمانين نفس + +40 +00:04:10,610 --> 00:04:18,490 +المنطق ال R capital هتكون T اتنين في ال module على + +41 +00:04:18,490 --> 00:04:31,370 +اتنين اللي هي تمانين في اتناش على اتنين اربعين + +42 +00:04:31,370 --> 00:04:32,710 +و تمانين ملي متر + +43 +00:04:36,750 --> 00:04:40,450 +إننا نحسب R + +44 +00:04:40,450 --> 00:04:47,110 +A ال R A إيه بتساوي؟ ال R A بتساوي ال addendum + +45 +00:04:47,110 --> 00:04:56,410 +زائد ال R صح؟ ال addendum يعطيني عشرة زائد مية و + +46 +00:04:56,410 --> 00:05:02,190 +تمانين وال + +47 +00:05:02,190 --> 00:05:08,230 +R A capitalهتكون ace زائد R capital يعني عشرة زائد + +48 +00:05:08,230 --> 00:05:15,010 +اربعمائية و تمانين اربعمائية و تسعين ملي متر + +49 +00:05:15,010 --> 00:05:18,270 +معناته + +50 +00:05:18,270 --> 00:05:23,590 +ال length و path of contact هتكون ساوي الجزر + +51 +00:05:23,590 --> 00:05:32,770 +التربيعي لأ اربعمائية و تسعين تربيع ناقص اربعمائية + +52 +00:05:32,770 --> 00:05:40,940 +و تمانينتربيع cosine تربيع ال عشرين زاد + +53 +00:05:40,940 --> 00:05:49,220 +الجزر التربيعي لمية وتسعين تربيع ناقص مية و تمانين + +54 +00:05:49,220 --> 00:06:01,940 +تربيع cosine تربيع العشرين minus مية و تمانين زاد + +55 +00:06:01,940 --> 00:06:18,830 +اربعمية و تمانينsine العشرين طيب + +56 +00:06:18,830 --> 00:06:23,830 +ال .. ال .. ال .. اتنين + +57 +00:06:23,830 --> 00:06:30,910 +و خمسين point ستة عشرين millimeter ال length of + +58 +00:06:30,910 --> 00:06:36,550 +arc of contact تحكي ال lengthof arc of contact ايش + +59 +00:06:36,550 --> 00:06:45,110 +بيستوي ال length of path of contact على cosine في + +60 +00:06:45,110 --> 00:06:51,330 +انا هكون اتنين و خمسين point اتنين ستة على cosine + +61 +00:06:51,330 --> 00:06:52,910 +العشرين + +62 +00:07:05,760 --> 00:07:20,080 +طيب خمسة و خمسين؟ كم هو الرقم؟ + +63 +00:07:20,080 --> 00:07:29,900 +مية و خمسة و أربعين؟ خلينا لأ بتاعة الرقم مش صح بس + +64 +00:07:29,900 --> 00:07:34,740 +خلينا أجل شوية للرقم بعد شوية لإن أجى نحسبال + +65 +00:07:34,740 --> 00:07:39,580 +contact ratio ايش بيساوي ال length of arc of + +66 +00:07:39,580 --> 00:07:45,360 +contact على ال circular pitch والcircular pitch + +67 +00:07:45,360 --> 00:07:52,300 +ايش + +68 +00:07:52,300 --> 00:07:56,640 +بيساوي ال + +69 +00:07:56,640 --> 00:08:03,480 +module في باي صح باي في M اتأكدوا + +70 +00:08:10,730 --> 00:08:24,750 +طيب هتكون عنده ال M عنده اتناش by اكم تطلع 37.7 + +71 +00:08:24,750 --> 00:08:33,900 +اعطيني كم هو الرقم 37.7 37.7 يعنيone six nine ستة + +72 +00:08:33,900 --> 00:08:40,100 +ستة + +73 +00:08:40,100 --> 00:08:46,580 +يعني سبعة صفر عصير millimeter + +74 +00:08:46,580 --> 00:08:55,100 +الرقم هذا صح ستكون عندك length of arc of contact + +75 +00:08:55,100 --> 00:09:01,840 +خمسة و خمسين point ستة واحد على + +76 +00:09:03,040 --> 00:09:16,420 +سبعة و تلاتين انا + +77 +00:09:16,420 --> 00:09:19,720 +كنت عارف الرقم اللي حكيته مش صح لما طلعت الأرقام + +78 +00:09:19,720 --> 00:09:25,080 +هذه انت حكيت مليون و إش و مية و خمسين مستحيل + +79 +00:09:25,080 --> 00:09:29,000 +يجمعوا لإن انت تعرف تطرح هنا و تطرح هنا و تطرح هنا + +80 +00:09:37,650 --> 00:09:52,150 +طيب شوف مثال تاني the number + +81 +00:09:52,150 --> 00:09:55,410 +of teeth on each of the two equal spar gears in + +82 +00:09:55,410 --> 00:09:59,860 +mesh are أربعين يعني في عندي ترسين عدسان متساويال + +83 +00:09:59,860 --> 00:10:06,040 +pinion العدس نانه نفس عدد سنان الجير اه يعني ال T + +84 +00:10:06,040 --> 00:10:15,880 +هو اضحك بتعكس الاتجاه صح ال T بيساوي اربعين ال + +85 +00:10:15,880 --> 00:10:19,040 +teeth have a twenty degree pressure angle five + +86 +00:10:19,040 --> 00:10:22,540 +بيساوي + +87 +00:10:22,540 --> 00:10:27,080 +عشرين درجة وال module ستة + +88 +00:10:33,370 --> 00:10:37,650 +if the arc of contact is 1.75 times the circular + +89 +00:10:37,650 --> 00:10:42,610 +pitch, find the addendum معطني ال contact ratio هو + +90 +00:10:42,610 --> 00:10:48,810 +هذا ال contact ratio بالساوية + +91 +00:10:48,810 --> 00:10:54,230 +1.75 + +92 +00:10:54,230 --> 00:10:59,130 +طيب + +93 +00:10:59,130 --> 00:11:01,070 +ال contact ratio الساوية + +94 +00:11:05,430 --> 00:11:09,470 +بالسواء ال length of arc of contact على ال + +95 +00:11:09,470 --> 00:11:13,470 +circular pitch يعني + +96 +00:11:13,470 --> 00:11:18,490 +هتكون بالسواء ال length of arc of contact على πي + +97 +00:11:18,490 --> 00:11:24,190 +في م يعني هتكون ال length of arc of contact على + +98 +00:11:24,190 --> 00:11:30,970 +باي في ستة و منها بحسب ال length of arc of contact + +99 +00:11:33,270 --> 00:11:39,510 +بطلع باي في ستة في واحد بون سبعة خمسة لأنه + +100 +00:11:39,510 --> 00:11:43,670 +تلاتين تسعة + +101 +00:11:43,670 --> 00:11:54,050 +تسعة تمانية تسعة تسعة ملي ميتر هذا + +102 +00:11:54,050 --> 00:11:59,870 +ال length of arc of contact هو + +103 +00:11:59,870 --> 00:12:04,140 +بده ال .. ال .. ال .. ال addendumيعني عندي ال + +104 +00:12:04,140 --> 00:12:08,300 +length of + +105 +00:12:08,300 --> 00:12:12,540 +arc of contact بستوى ال length of path of contact + +106 +00:12:12,540 --> 00:12:17,720 +على cosine الفاي صح من هنا بحسب ال length of path + +107 +00:12:17,720 --> 00:12:22,300 +of contact هيكون + +108 +00:12:22,300 --> 00:12:25,320 +ال length of arc of contact ليه اتنين و تلاتين + +109 +00:12:25,320 --> 00:12:32,520 +point تسعة تسعة في cosine العشرين اكم + +110 +00:12:35,670 --> 00:12:38,550 +تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين + +111 +00:12:38,550 --> 00:12:38,790 +تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين + +112 +00:12:38,790 --> 00:12:41,850 +تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين + +113 +00:12:41,850 --> 00:12:44,450 +تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين + +114 +00:12:44,450 --> 00:12:44,750 +تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين + +115 +00:12:44,750 --> 00:12:45,570 +تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين + +116 +00:12:45,570 --> 00:12:46,350 +تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين + +117 +00:12:46,350 --> 00:13:04,110 +تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين تلاتين + +118 +00:13:04,910 --> 00:13:14,110 +تربيع minus R تربيع cosine تربيع في زاد جدر + +119 +00:13:14,110 --> 00:13:20,550 +التربيعي ل R تربيع minus R تربيع cosine تربيع في + +120 +00:13:20,550 --> 00:13:29,350 +minus R زاد R sin في معناته + +121 +00:13:29,350 --> 00:13:34,120 +خلّيني أحسس الشيء المعروف عنه في الأولالـ R طبعاً + +122 +00:13:34,120 --> 00:13:37,200 +الـ R لأنهم متساويين الـ R small هتكون سوى الـ R + +123 +00:13:37,200 --> 00:13:42,640 +capital صح؟ أولشي عندي الـ R small بيساوي الـ R + +124 +00:13:42,640 --> 00:13:52,300 +capital فانت هذه هتصفى اتنين جزر التربيع للـ RA + +125 +00:13:52,300 --> 00:13:58,100 +تربيع minus R تربيع cosine تربيع في لأن هذا هيساوي + +126 +00:13:58,100 --> 00:14:09,040 +هذا minus اتنين RSin الفاية المعنى انتوا هنحسب ال + +127 +00:14:09,040 --> 00:14:19,480 +R ايش مستوى ال R؟ T ع كام؟ T في M يعني اربعين في + +128 +00:14:19,480 --> 00:14:26,340 +ستة متين و اربعين مليمتر + +129 +00:14:29,470 --> 00:14:32,470 +معناه تحسيها عندي هنا المعادلة هذه link to path of + +130 +00:14:32,470 --> 00:14:37,250 +contact اللي احنا حسبنا واحد و تلاتين point o o + +131 +00:14:37,250 --> 00:14:46,550 +هتيجي هدع الجهة التانية صح؟ زائد اتنين في متين و + +132 +00:14:46,550 --> 00:14:56,990 +اربعين في صين العشرين بالساوي اتنين + +133 +00:14:59,060 --> 00:15:09,840 +الجزر التربيعي على اتنين صحيح يعني هتكون مية و + +134 +00:15:09,840 --> 00:15:21,480 +عشرين مية و عشرين sign + +135 +00:15:21,480 --> 00:15:28,700 +هتكون ساوى اتنين في ر ايه؟ تربيع + +136 +00:15:31,100 --> 00:15:39,960 +-120 تربيع كسان تربيع العشرين يعني + +137 +00:15:39,960 --> 00:15:45,260 +نقسم الطرفين على اتنين هتروح الاتنين من هنا و + +138 +00:15:45,260 --> 00:15:48,320 +الاتنين من هنا و هذه خمستاشر و نص + +139 +00:15:56,420 --> 00:16:00,360 +بشبع هدول وبربع بعد ما رابع بضيف هذا بعدين بحصل + +140 +00:16:00,360 --> 00:16:07,320 +جدر التربية صح؟ من هنا بطلع RA مت + +141 +00:16:07,320 --> 00:16:08,040 +ساوية + +142 +00:16:25,260 --> 00:16:31,060 +مية و سبعين point سبعة تمانية مية و سبعين point + +143 +00:16:31,060 --> 00:16:41,420 +سبعة تمانية millimeter هدف يساوي R زاد ال addendum + +144 +00:16:41,420 --> 00:16:49,460 +هنا ال addendum سواء مية و سبعين point سبعة تمانية + +145 +00:16:49,460 --> 00:16:52,240 +ناقص مية و عشرين + +146 +00:16:55,250 --> 00:17:03,410 +طبعا الرقم هذا غلط كيف + +147 +00:17:03,410 --> 00:17:06,990 +يعرفت انه غلط؟ + +148 +00:17:06,990 --> 00:17:13,290 +مية و ستة عشرين point كم؟ + +149 +00:17:13,290 --> 00:17:18,290 +خمس عشر مية + +150 +00:17:18,290 --> 00:17:23,920 +و ستة عشرين point خمس عشر يعني بتطلعستة point + +151 +00:17:23,920 --> 00:17:28,580 +خمستاش شر ملة كفر طولت لأنه بطلع يعني مش منطق + +152 +00:17:28,580 --> 00:17:31,420 +الرقم مش مطابق لل standard ابعيد كتير عن ال + +153 +00:17:31,420 --> 00:17:37,820 +standard ارجع لل standard + +154 +00:17:37,820 --> 00:17:47,200 +ال addendum بيكون واحد كبيره بيكون one M يعني + +155 +00:17:47,200 --> 00:17:51,720 +حوالين الست ملةلما حكيت مية و تمانية و سبعة و نصف + +156 +00:17:51,720 --> 00:17:58,900 +شيء بتحكي ستة و خمسين ملي مش منطقي فستة point + +157 +00:17:58,900 --> 00:18:08,940 +خمساش الرقم صحيح يعني + +158 +00:18:08,940 --> 00:18:11,880 +واضح عشان تزود ال contact ratio بدك تزود ال + +159 +00:18:11,880 --> 00:18:16,660 +addendumزود ال addendum بزود ال contact ratio بس + +160 +00:18:16,660 --> 00:18:20,800 +ممكن تعملك مشكلة تانية انه ممكن تعملك الاسنان + +161 +00:18:20,800 --> 00:18:24,800 +يغرزوا بعض يعني انت ممكن تزود مفتوحة على الغربي + +162 +00:18:24,800 --> 00:18:36,340 +يعني لك حدود في التزويد طيب + +163 +00:18:59,010 --> 00:19:03,830 +two involute gears with twenty degrees pressure + +164 +00:19:03,830 --> 00:19:08,770 +angle في ال pressure angle عشرين + +165 +00:19:08,770 --> 00:19:15,030 +درجة are in mesh the number of teeth in pinion is + +166 +00:19:15,030 --> 00:19:18,410 +twenty and the gear ratio is two عدد السلانة ع ال + +167 +00:19:18,410 --> 00:19:28,070 +pinion يعني T واحد بستوي عشرين صح؟و ال gear ratio + +168 +00:19:28,070 --> 00:19:32,990 +is two ال gear ratio بساوة + +169 +00:19:32,990 --> 00:19:37,850 +اتنين معناه تعادل السنان على ال gear اكم اتنين في + +170 +00:19:37,850 --> 00:19:45,570 +عشرين اربعين سن if the module is five millimeter + +171 +00:19:45,570 --> 00:19:49,870 +ال M بساوة + +172 +00:19:49,870 --> 00:19:54,670 +خمسة millimeterand the pitch line speed is one + +173 +00:19:54,670 --> 00:19:57,290 +point two meters per second السرعة المحيطية عند ال + +174 +00:19:57,290 --> 00:20:03,790 +pitch circle بساوة ال V بساوة + +175 +00:20:03,790 --> 00:20:08,810 +واحد point اتنين meter per second assuming + +176 +00:20:08,810 --> 00:20:14,490 +addendum as standard addendum as standard يعني + +177 +00:20:14,490 --> 00:20:21,190 +هتكون ال A بساوة واحد في ال module يعني هتكون خمسة + +178 +00:20:25,530 --> 00:20:32,390 +millimeter find the angle turned by the pinion + +179 +00:20:32,390 --> 00:20:38,270 +when one pair of teeth is in mesh خلال فترة ال + +180 +00:20:38,270 --> 00:20:43,370 +contact في جزئين اللي هو ال path of approach و ال + +181 +00:20:43,370 --> 00:20:46,670 +path of recess يعني زاوية الاقتراب و زاوية + +182 +00:20:46,670 --> 00:20:50,090 +الابتعاد بيكون المفروض ال pinion دور زاوية معين + +183 +00:20:50,090 --> 00:20:57,120 +يدش الزاوية هذههذا أول مطلوب عشان نعرف نحسب + +184 +00:20:57,120 --> 00:21:03,120 +الزاوية نحسب الزاوية ال theta على ال pinion ال + +185 +00:21:03,120 --> 00:21:10,480 +theta على ال pinion هتكون تساوي ال length of arc + +186 +00:21:10,480 --> 00:21:21,260 +of approach ال length of arc of contact على ال + +187 +00:21:23,540 --> 00:21:27,620 +على ال R Pitch + +188 +00:21:27,620 --> 00:21:33,220 +Radius لأنه دار زاوية معينة و Pitch Radius يعني + +189 +00:21:33,220 --> 00:21:39,360 +دائرة يعني هتكون دار ايش زي هيك و هاي مص كتر R هذا + +190 +00:21:39,360 --> 00:21:41,460 +القوس بيحسب الزاوية اللي دارها اللي هي ال theta + +191 +00:21:41,460 --> 00:21:46,900 +طيب + +192 +00:21:46,900 --> 00:21:51,740 +معناته بلزمني احسب ال length of arc of approach + +193 +00:21:54,220 --> 00:21:58,900 +الـ length of arc of .. ال length of arc of + +194 +00:21:58,900 --> 00:22:04,640 +contact ال + +195 +00:22:04,640 --> 00:22:09,400 +length of arc of contact أشهر بالسواء ال length of + +196 +00:22:09,400 --> 00:22:17,940 +path of contact على cosine الفاية صح؟ و ال length + +197 +00:22:17,940 --> 00:22:25,570 +of path of contact بالسواء جزر التربيعيللـ RA + +198 +00:22:25,570 --> 00:22:36,070 +تربيع minus R تربيع cosine تربيع في زاد + +199 +00:22:36,070 --> 00:22:40,430 +R + +200 +00:22:40,430 --> 00:22:50,110 +A تربيع minus R تربيع cosine تربيع في minus R + +201 +00:22:50,110 --> 00:22:51,650 +small زاد R capital + +202 +00:22:55,130 --> 00:22:58,330 +المناطق اللي لازم أني أحسب ال R small وال R + +203 +00:22:58,330 --> 00:23:08,390 +capital ال + +204 +00:23:08,390 --> 00:23:18,570 +R small هتكون تساوي T واحد في ال module على اتنين + +205 +00:23:18,570 --> 00:23:23,930 +يعني هيكون عشرين + +206 +00:23:26,060 --> 00:23:35,760 +في خمسة على اتنين خمسين في ال limiter و ال R + +207 +00:23:35,760 --> 00:23:40,500 +capital هتكون اتنين في ال R small لأنه key ratio + +208 +00:23:40,500 --> 00:23:48,600 +اتنين يعني هتكون مية + +209 +00:23:48,600 --> 00:23:53,020 +و + +210 +00:23:53,020 --> 00:23:58,850 +انا بحسبالـ RA سار + +211 +00:23:58,850 --> 00:24:07,970 +زائد ايه؟ صح؟ يعني هتكون خمسين زائد + +212 +00:24:07,970 --> 00:24:15,890 +خمسة يعني خمسة و خمسين مليمتر والـ RA capital + +213 +00:24:15,890 --> 00:24:20,130 +هتكون مية و خمسة + +214 +00:24:23,940 --> 00:24:27,640 +ملي متر ملي متر ملي متر ملي متر ملي متر ملي متر + +215 +00:24:27,640 --> 00:24:27,900 +ملي متر ملي متر ملي متر ملي متر ملي متر ملي متر + +216 +00:24:27,900 --> 00:24:28,760 +ملي متر ملي متر ملي متر ملي متر ملي متر ملي متر + +217 +00:24:28,760 --> 00:24:33,680 +ملي متر ملي متر ملي متر ملي متر ملي متر ملي متر + +218 +00:24:33,680 --> 00:24:34,000 +ملي متر ملي متر ملي متر ملي متر ملي متر ملي متر + +219 +00:24:34,000 --> 00:24:34,520 +ملي متر ملي متر ملي متر ملي متر ملي متر ملي متر + +220 +00:24:34,520 --> 00:24:40,460 +ملي متر ملي متر ملي متر ملي + +221 +00:24:40,460 --> 00:24:50,200 +متر ملي متر ملي متر ملي متر ملي متر + +222 +00:24:52,320 --> 00:24:56,980 +نقص خمسين تربيع دي خلّيني اكتبها cosine العشرين + +223 +00:24:56,980 --> 00:25:01,940 +cosine + +224 +00:25:01,940 --> 00:25:09,960 +تربيع العشرين minus مجموهم اللي هو خمسين زائد مية + +225 +00:25:09,960 --> 00:25:16,460 +sin العشرين درجة وانا بحسب ال length و path of + +226 +00:25:16,460 --> 00:25:16,900 +contact + +227 +00:25:34,850 --> 00:25:41,030 +طيب معناته length of arc of contact هيكون + +228 +00:25:41,030 --> 00:25:45,690 +الساوى length of arc of contact هيكون اللي هو اربع + +229 +00:25:45,690 --> 00:25:55,970 +و عشرين point واحد اربعةعلى قصين العشرين خمسة + +230 +00:25:55,970 --> 00:26:01,930 +و عشرين point six ايش كماني كم ليه الرقم التالت + +231 +00:26:01,930 --> 00:26:10,350 +ستة تمانية خمسة يعني ستة تسعة millimeter + +232 +00:26:10,350 --> 00:26:14,090 +معناته + +233 +00:26:14,090 --> 00:26:16,930 +الزوايا ال theta هتكون تساوي + +234 +00:26:22,690 --> 00:26:25,210 +الـ length of arc of contact على ال radius ال + +235 +00:26:25,210 --> 00:26:28,230 +length of arc of contact اللي هو خمسة و عشرين + +236 +00:26:28,230 --> 00:26:37,450 +point ستة تسعة على ال radius اللي هو خمسين هدف ال + +237 +00:26:37,450 --> 00:26:43,450 +radians عشان احولها بالدرجة هضرب في πاي على مية و + +238 +00:26:43,450 --> 00:26:43,850 +تمانين + +239 +00:26:50,480 --> 00:26:55,060 +أكام تطلع؟ في مية و تمانين علابية مية و تمانين + +240 +00:26:55,060 --> 00:26:58,700 +علابية + +241 +00:26:58,700 --> 00:27:02,460 +تسعة + +242 +00:27:02,460 --> 00:27:07,480 +و عشرين point اربعة degrees تسعة و عشرين point + +243 +00:27:07,480 --> 00:27:11,200 +اربعة degrees + +244 +00:27:11,200 --> 00:27:15,940 +معناه في فترة التلامس ال engagement بين ال pinion + +245 +00:27:15,940 --> 00:27:18,140 +والجير ال pinion هيدور + +246 +00:27:20,770 --> 00:27:27,290 +هيدور اللي هي تسعة و عشرين point أربع أربع الجير + +247 +00:27:27,290 --> 00:27:33,950 +هيدور نفس الزاوية ولا أقل الجير + +248 +00:27:33,950 --> 00:27:40,970 +لأ هيدور زاوية أقل ال + +249 +00:27:40,970 --> 00:27:45,010 +R تحت بالظبط + +250 +00:27:45,010 --> 00:27:52,030 +لأنه أكيد هو أبطأ أنا محافظ على أياشال .. ال .. + +251 +00:27:52,030 --> 00:27:55,550 +circle pitch لتنين نفس الأشي عشان تكون circle + +252 +00:27:55,550 --> 00:27:59,870 +pitch لتنين نفس الأشي لازم تدور أبطأ لازم تدور + +253 +00:27:59,870 --> 00:28:06,290 +زاوية أقل عايزون يسألوا opinion بده + +254 +00:28:06,290 --> 00:28:11,990 +ال maximum velocity of sliding يعني انا حكينا في + +255 +00:28:11,990 --> 00:28:17,570 +بداية ال engagement بيكون التلامس عند نقطة بعيدة + +256 +00:28:17,570 --> 00:28:22,260 +عن ال pitch pointصح؟ و في نهاية ال engagement + +257 +00:28:22,260 --> 00:28:27,720 +بيكون التلامس في نقطة مش متطابقة مع ال pitch point + +258 +00:28:27,720 --> 00:28:32,500 +صح؟ معناته عند ال pitch point لما يكونوا تانين عند + +259 +00:28:32,500 --> 00:28:37,190 +ال pitch point بيكون فش slidingلكن فى بداية ال + +260 +00:28:37,190 --> 00:28:41,910 +engagement فى sliding و فى نهاية ال engagement فى + +261 +00:28:41,910 --> 00:28:49,350 +sliding عشان أكمل زمنى أحسب اللى هو ال sliding + +262 +00:28:49,350 --> 00:28:53,270 +velocity ال sliding velocity زى فاكرين فى ال law + +263 +00:28:53,270 --> 00:29:00,970 +of gearing نذكر القانون بي + +264 +00:29:00,970 --> 00:29:01,390 +sliding + +265 +00:29:04,490 --> 00:29:10,050 +كانت المسافة عن ال pitch point PC + +266 +00:29:10,050 --> 00:29:22,470 +في omega واحد زائد omega اتنين يعني + +267 +00:29:22,470 --> 00:29:25,130 +في حالة truth + +268 +00:29:33,260 --> 00:29:36,640 +الـ Speed of sliding عند بداية الكون حتكون تساوي + +269 +00:29:36,640 --> 00:29:44,400 +إيش المسافة هذه ال link to path و approach في + +270 +00:29:44,400 --> 00:29:51,140 +omega 1 زي omega 2 و عند الخروج بتكون ال sliding + +271 +00:29:51,140 --> 00:29:56,040 +والستق اللي هي ال PL ال link to path و process في + +272 +00:29:56,040 --> 00:30:02,670 +omega 1 زي omega 2 معناتهبلزم نحسب omega 1 و omega + +273 +00:30:02,670 --> 00:30:14,070 +2 هو معطين السرعة ال omega 1 ايش هتساوي ال V على R + +274 +00:30:14,070 --> 00:30:23,290 +ال V 1 upon 2 او نحكي الف و متين ملي per second ال + +275 +00:30:23,290 --> 00:30:29,870 +R اللي هو اكم خمسين يعني اكم اربع و عشرين صح؟ + +276 +00:30:32,030 --> 00:30:37,230 +radians per second و ال omega اتنين مش هتكون ساوي + +277 +00:30:37,230 --> 00:30:48,610 +نص ال omega واحد صح؟ يعني هتكون اتناشر radians per + +278 +00:30:48,610 --> 00:30:52,750 +second معناه + +279 +00:30:52,750 --> 00:30:57,710 +اتشد احكي في V sliding at approach و احسبها و احسب + +280 +00:30:57,710 --> 00:31:03,000 +V sliding at recessمعناته بالظبط أحسب ال length of + +281 +00:31:03,000 --> 00:31:09,320 +path of approach و ال length of path of recess + +282 +00:31:09,320 --> 00:31:15,600 +يعني لو أنا حسبت ال length of path of approach + +283 +00:31:15,600 --> 00:31:25,380 +بيساوي جزر التربيع ل ra تربيع minus r تربيع + +284 +00:31:32,560 --> 00:31:42,600 +Length of path of approach يعني حيث ساوي الجزر + +285 +00:31:42,600 --> 00:31:48,420 +التربيعي RA 105 + +286 +00:31:48,420 --> 00:31:57,380 +تربيع ناقص مية تربيع Cos تربيع العشرينminus مية + +287 +00:31:57,380 --> 00:32:05,100 +sin إلا يشرين أكان بيطلع + +288 +00:32:05,100 --> 00:32:10,040 +اتناش + +289 +00:32:10,040 --> 00:32:17,980 +point ستة أربع سنتين معناته + +290 +00:32:17,980 --> 00:32:24,970 +ال length of pathof recess هيكون length of path of + +291 +00:32:24,970 --> 00:32:29,770 +contact minus length of path of approach يعني + +292 +00:32:29,770 --> 00:32:33,730 +هيكون احنا حسبنا هنا length of path of contact كان + +293 +00:32:33,730 --> 00:32:39,370 +الهو اربع و عشرين point واحد اربعة minus اتناش + +294 +00:32:39,370 --> 00:32:46,690 +point ستة خمسة هيكم بيطلع احداش point تسعة و + +295 +00:32:46,690 --> 00:32:48,950 +اربعين millimeter + +296 +00:32:56,040 --> 00:32:59,840 +معناته ال V sliding في بداية ال engagement V + +297 +00:32:59,840 --> 00:33:04,420 +sliding في + +298 +00:33:04,420 --> 00:33:10,420 +ال approach في بداية ال engagement هتكون تساوي ال + +299 +00:33:10,420 --> 00:33:16,820 +length of path of approach في omega واحد زاد omega + +300 +00:33:16,820 --> 00:33:21,480 +اتنين يعني حيث ساوي ال length of path of approach + +301 +00:33:21,480 --> 00:33:31,320 +اتناش point ستة خمسةبونت ستة خمسة فى ومجة واحد + +302 +00:33:31,320 --> 00:33:37,100 +اللى هى فى أربع وعشرين زائد اتناش لو بدى اقسم على + +303 +00:33:37,100 --> 00:33:49,020 +الف عشان احوله ل متر هز سوى اكم ستة + +304 +00:33:49,020 --> 00:33:55,100 +و تلاتين فى عشر اكم يعني اكم سفر pointاربع خمسة + +305 +00:33:55,100 --> 00:33:59,540 +خمسة meter per second هدق في بداية ال engagement + +306 +00:33:59,540 --> 00:34:07,600 +لحظة الخروج V sliding في ال recess هتكون ال length + +307 +00:34:07,600 --> 00:34:15,200 +of path of recess في Omega واحد زي Omega اتنين + +308 +00:34:15,200 --> 00:34:25,590 +هيكون هو احداش point اربع تسعة على الففى ستة و + +309 +00:34:25,590 --> 00:34:31,610 +تلاتين صح؟ + +310 +00:34:31,610 --> 00:34:36,890 +Zero point اربع واحد اربع Zero point four one four + +311 +00:34:36,890 --> 00:34:40,730 +معناته ال maximum بالاسفل sliding هتكون فى بداية + +312 +00:34:40,730 --> 00:34:51,580 +ال engagement ال V sliding maximum هتكون ال maxof + +313 +00:34:51,580 --> 00:35:00,100 +vs at approach و vs at recess اللي هي هتكون + +314 +00:35:00,100 --> 00:35:09,380 +تساوبونت أربعة خمسة خمسة متر per second + +315 +00:35:36,600 --> 00:35:41,660 +طيب يعني أنا غطيت كل الأفكار تقريبا + +316 +00:35:54,870 --> 00:36:01,150 +يعني هذا نفس الشيء نفس + +317 +00:36:01,150 --> 00:36:06,830 +الشيء + +318 +00:36:06,830 --> 00:36:09,510 +مافيش فيه إش جديد هذا مافيش فيه إش جديد + +319 +00:36:14,870 --> 00:36:17,150 +the following data relate to a pair of twenty + +320 +00:36:17,150 --> 00:36:20,990 +degrees involute gears in mesh module number of + +321 +00:36:20,990 --> 00:36:23,810 +teeth on pinion number of teeth on gear addenda on + +322 +00:36:23,810 --> 00:36:28,630 +pinion and gear find number of teeth in contact + +323 +00:36:28,630 --> 00:36:32,130 +يعني بدهي contact ratio contact ratio اللي هي + +324 +00:36:32,130 --> 00:36:36,270 +بيحسبها و length of arc of contact على ال circular + +325 +00:36:36,270 --> 00:36:39,170 +pitch على ال pc و length of arc of contact كل + +326 +00:36:39,170 --> 00:36:43,340 +معلومات متاحة مافيش جديد لحتى الآنال angle turned + +327 +00:36:43,340 --> 00:36:46,140 +through by the pinion and gear when one pair of + +328 +00:36:46,140 --> 00:36:49,240 +teeth is in contact عارف أن هذا مش جديد يعني مش + +329 +00:36:49,240 --> 00:36:53,800 +جديد ratio sliding to rolling motion when the tip + +330 +00:36:53,800 --> 00:36:56,860 +of a tooth on the larger wheel is just making + +331 +00:36:56,860 --> 00:36:59,520 +contact is just leaving برضه حالينا هذا يعني في + +332 +00:36:59,520 --> 00:37:03,080 +بداية ال engagement و في نهاية ال engagement و عند + +333 +00:37:03,080 --> 00:37:08,450 +ال pitch point يعني حتى مافيش إش جديدسبعة a pinion + +334 +00:37:08,450 --> 00:37:11,250 +having eighteen teeth engages with an internal + +335 +00:37:11,250 --> 00:37:15,090 +gear having seventy-two teeth if the gears have + +336 +00:37:15,090 --> 00:37:17,650 +invalid profile with teeth with twenty degree + +337 +00:37:17,650 --> 00:37:20,290 +pressure angle module four millimeter addenda on + +338 +00:37:20,290 --> 00:37:24,090 +pinion are eight and respectively find the length + +339 +00:37:24,090 --> 00:37:30,430 +of path of contact هذا feature جديد عند .. عند a + +340 +00:37:30,430 --> 00:37:40,200 +pinionexternal gear مع .. مع gear internal gear ال + +341 +00:37:40,200 --> 00:37:46,480 +issue الجديد فيه بس يعني + +342 +00:37:46,480 --> 00:37:57,780 +ال .. ال addendum يعني أنا عندي هاي هاي ال .. هاي + +343 +00:37:57,780 --> 00:37:58,840 +الترس الكبير + +344 +00:38:05,310 --> 00:38:11,810 +و هاي الترس الصغير + +345 +00:38:11,810 --> 00:38:15,210 +هاد + +346 +00:38:15,210 --> 00:38:18,310 +ال pitch circle و هاد ال pitch circle هكون عندي + +347 +00:38:18,310 --> 00:38:24,070 +هين addendum + +348 +00:38:24,070 --> 00:38:29,370 +circle لإن انا هكون عندي في الآخر عندي السن + +349 +00:39:08,100 --> 00:39:15,040 +الـ addendum بتاع ال .. ال gear هيكون الدقرة هادة + +350 +00:39:15,040 --> 00:39:23,660 +يعني هتكون ال .. ال .. ال pitch اللي .. يعني هيكون + +351 +00:39:23,660 --> 00:39:27,520 +ال .. يعني هاي ال .. خلّيني أرسل منتج ال gear + +352 +00:39:27,520 --> 00:39:32,820 +داخله خلّيني أشوف صورة أوضح الأول + +353 +00:39:48,080 --> 00:39:53,020 +هي صورة واضحة هاي + +354 +00:39:53,020 --> 00:39:59,040 +ال pitch circle وهي + +355 +00:39:59,040 --> 00:40:04,180 +ال pitch circle ال + +356 +00:40:04,180 --> 00:40:15,580 +internal gear هاي + +357 +00:40:15,580 --> 00:40:17,400 +ال addendum لل pinion + +358 +00:40:23,100 --> 00:40:27,020 +و هاي ال addendum ده اللي عشان .. ل .. لل gear + +359 +00:40:27,020 --> 00:40:34,480 +الآن جربوا حلو لحالكوا شوفوا هل هتجمعوا لما تحسفوا + +360 +00:40:34,480 --> 00:40:38,640 +ال addendum ال R A capital هتحكوا ال R A capital + +361 +00:40:38,640 --> 00:40:41,960 +بالساوية ال R capital زائد ال addendum و ال R + +362 +00:40:41,960 --> 00:40:46,740 +capital minus ال addendum هتكون ناقصة بس انا بحكي + +363 +00:40:46,740 --> 00:40:49,280 +جربوا شوفوا إيش هيطلع .. هيطلع أي شي مش منطق معاكم + +364 +00:40:49,280 --> 00:40:53,060 +إذا حلته غلطجربوا حلو و غلط كأنه external شوفوا + +365 +00:40:53,060 --> 00:41:01,200 +إيش هيطلع معاكم تاكلوا + +366 +00:41:01,200 --> 00:41:01,560 +عافية + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sXLvHpL8svM_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sXLvHpL8svM_raw.json new file mode 100644 index 0000000000000000000000000000000000000000..3b370a325b7e84ba71647bd4db24854d4c993993 --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sXLvHpL8svM_raw.json @@ -0,0 +1 @@ +{"segments": [{"id": 1, "seek": 3158, "start": 5.4, "end": 31.58, "text": "السلام عليكم و رحمة الله و بركاته بسم الله الرحمن الرحيم اليوم هنبدأ .. هنكمل في مادة نظرية الألات و هنستكمل محاضراتنا في ال gears او ال gear trends المارفة تحكينا عن ال length of path of contact و length of path of .. length of arc of contact تحكينا ال path of contact 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1474.52, "end": 1474.52, "word": " متر", "probability": 0.929443359375}, {"start": 1474.52, "end": 1474.52, "word": " ملي", "probability": 0.87939453125}, {"start": 1474.52, "end": 1474.52, "word": " متر", "probability": 0.9208984375}, {"start": 1474.52, "end": 1474.52, "word": " ملي", "probability": 0.879150390625}, {"start": 1474.52, "end": 1474.52, "word": " متر", "probability": 0.91552734375}, {"start": 1474.52, "end": 1476.02, "word": " ملي", "probability": 0.877197265625}, {"start": 1476.02, "end": 1476.12, "word": " متر", "probability": 0.9091796875}, {"start": 1476.12, "end": 1480.46, "word": " ملي", "probability": 0.873779296875}, {"start": 1480.46, "end": 1480.62, "word": " متر", "probability": 0.901611328125}, {"start": 1480.62, "end": 1481.92, "word": " ملي", "probability": 0.87158203125}, {"start": 1481.92, "end": 1483.1, "word": " متر", "probability": 0.890625}, {"start": 1483.1, "end": 1486.0, "word": " ملي", "probability": 0.873291015625}, {"start": 1486.0, "end": 1486.46, "word": " متر", "probability": 0.878662109375}, {"start": 1486.46, "end": 1487.04, "word": " ملي", "probability": 0.871337890625}, {"start": 1487.04, "end": 1487.04, "word": " متر", "probability": 0.85791015625}, {"start": 1487.04, "end": 1489.28, "word": " ملي", "probability": 0.88134765625}, {"start": 1489.28, "end": 1490.2, "word": " متر", "probability": 0.8525390625}], "temperature": 1.0}, {"id": 52, "seek": 151690, "start": 1492.32, "end": 1516.9, "text": "نقص خمسين تربيع دي خلّيني اكتبها cosine العشرين cosine تربيع العشرين minus مجموهم اللي هو خمسين زائد مية sin العشرين درجة وانا بحسب ال length و path of contact", "tokens": [1863, 4587, 9381, 16490, 2304, 3794, 9957, 6055, 2288, 21292, 3615, 11778, 1829, 16490, 1211, 11703, 9957, 1829, 1975, 4117, 2655, 3555, 11296, 23565, 2423, 3615, 46309, 9957, 23565, 6055, 2288, 21292, 3615, 18863, 46309, 9957, 3175, 3714, 7435, 2304, 2407, 16095, 13672, 1829, 31439, 16490, 2304, 3794, 9957, 30767, 16373, 3215, 3714, 10632, 3343, 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0.37841796875}, {"start": 1501.94, "end": 1503.28, "word": " تربيع", "probability": 0.921875}, {"start": 1503.28, "end": 1504.06, "word": " العشرين", "probability": 0.9527994791666666}, {"start": 1504.06, "end": 1505.68, "word": " minus", "probability": 0.85302734375}, {"start": 1505.68, "end": 1506.42, "word": " مجموهم", "probability": 0.83544921875}, {"start": 1506.42, "end": 1507.3, "word": " اللي", "probability": 0.9482421875}, {"start": 1507.3, "end": 1507.42, "word": " هو", "probability": 0.96923828125}, {"start": 1507.42, "end": 1508.04, "word": " خمسين", "probability": 0.9912109375}, {"start": 1508.04, "end": 1509.5, "word": " زائد", "probability": 0.7991536458333334}, {"start": 1509.5, "end": 1509.96, "word": " مية", "probability": 0.972900390625}, {"start": 1509.96, "end": 1511.38, "word": " sin", "probability": 0.497314453125}, {"start": 1511.38, "end": 1513.14, "word": " العشرين", "probability": 0.92333984375}, {"start": 1513.14, "end": 1513.76, "word": " درجة", 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"word": " الساوى", "probability": 0.7213134765625}, {"start": 1542.29, "end": 1543.99, "word": " length", "probability": 0.64404296875}, {"start": 1543.99, "end": 1544.13, "word": " of", "probability": 0.9033203125}, {"start": 1544.13, "end": 1544.29, "word": " arc", "probability": 0.935546875}, {"start": 1544.29, "end": 1544.43, "word": " of", "probability": 0.90576171875}, {"start": 1544.43, "end": 1544.71, "word": " contact", "probability": 0.9619140625}, {"start": 1544.71, "end": 1545.05, "word": " هيكون", "probability": 0.85595703125}, {"start": 1545.05, "end": 1545.19, "word": " اللي", "probability": 0.53729248046875}, {"start": 1545.19, "end": 1545.33, "word": " هو", "probability": 0.92138671875}, {"start": 1545.33, "end": 1545.69, "word": " اربع", "probability": 0.7814127604166666}, {"start": 1545.69, "end": 1545.81, "word": " و", "probability": 0.541015625}, {"start": 1545.81, "end": 1546.15, "word": " عشرين", "probability": 0.8434244791666666}, {"start": 1546.15, "end": 1547.43, "word": " point", "probability": 0.9716796875}, {"start": 1547.43, "end": 1547.99, "word": " واحد", "probability": 0.9580078125}, {"start": 1547.99, "end": 1548.51, "word": " اربعة", "probability": 0.9142252604166666}], "temperature": 1.0}, {"id": 54, "seek": 157693, "start": 1549.31, "end": 1576.93, "text": "على قصين العشرين خمسة و عشرين point six ايش كماني كم ليه الرقم التالت ستة تمانية خمسة يعني ستة تسعة millimeter معناته الزوايا ال theta هتكون تساوي", "tokens": [3615, 23942, 12174, 9381, 9957, 18863, 46309, 9957, 16490, 2304, 3794, 3660, 4032, 6225, 46309, 9957, 935, 2309, 1975, 1829, 8592, 9122, 2304, 7649, 1829, 9122, 2304, 32239, 3224, 34892, 4587, 2304, 16712, 6027, 2655, 8608, 2655, 3660, 46811, 7649, 10632, 16490, 2304, 3794, 3660, 37495, 22653, 8608, 2655, 3660, 6055, 3794, 27884, 17942, 20449, 8315, 47395, 6024, 110, 14407, 25528, 2423, 9725, 8032, 2655, 30544, 6055, 3794, 995, 45865], "avg_logprob": -0.3116197107543408, "compression_ratio": 1.5677419354838709, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1549.31, "end": 1549.87, "word": "على", "probability": 0.917236328125}, {"start": 1549.87, "end": 1551.19, "word": " قصين", "probability": 0.5266825358072916}, {"start": 1551.19, "end": 1552.65, "word": " العشرين", "probability": 0.6746826171875}, {"start": 1552.65, "end": 1555.97, "word": " خمسة", "probability": 0.8223876953125}, {"start": 1555.97, "end": 1556.01, "word": " و", "probability": 0.89111328125}, {"start": 1556.01, "end": 1556.45, "word": " عشرين", "probability": 0.792724609375}, {"start": 1556.45, "end": 1557.11, "word": " point", "probability": 0.412353515625}, {"start": 1557.11, "end": 1558.93, "word": " six", "probability": 0.68896484375}, {"start": 1558.93, "end": 1559.31, "word": " ايش", "probability": 0.62890625}, {"start": 1559.31, "end": 1560.75, "word": " كماني", "probability": 0.6905517578125}, {"start": 1560.75, "end": 1561.11, "word": " كم", "probability": 0.541015625}, {"start": 1561.11, "end": 1561.23, "word": " ليه", "probability": 0.5625}, {"start": 1561.23, "end": 1561.51, "word": " الرقم", "probability": 0.9744466145833334}, {"start": 1561.51, "end": 1561.93, "word": " التالت", "probability": 0.9783528645833334}, {"start": 1561.93, "end": 1563.95, "word": " ستة", "probability": 0.7607421875}, {"start": 1563.95, "end": 1564.21, "word": " تمانية", "probability": 0.9080403645833334}, {"start": 1564.21, "end": 1565.23, "word": " خمسة", "probability": 0.9713134765625}, {"start": 1565.23, "end": 1566.23, "word": " يعني", "probability": 0.86865234375}, {"start": 1566.23, "end": 1566.55, "word": " ستة", "probability": 0.95263671875}, {"start": 1566.55, "end": 1566.95, "word": " تسعة", "probability": 0.98046875}, {"start": 1566.95, "end": 1570.35, "word": " millimeter", "probability": 0.5830078125}, {"start": 1570.35, "end": 1574.09, "word": " معناته", "probability": 0.90576171875}, {"start": 1574.09, "end": 1574.51, "word": " الزوايا", "probability": 0.54736328125}, {"start": 1574.51, "end": 1574.65, "word": " ال", "probability": 0.60107421875}, {"start": 1574.65, "end": 1575.01, "word": " theta", "probability": 0.5908203125}, {"start": 1575.01, "end": 1576.45, "word": " هتكون", "probability": 0.9085286458333334}, {"start": 1576.45, "end": 1576.93, "word": " تساوي", "probability": 0.9080810546875}], "temperature": 1.0}, {"id": 55, "seek": 160385, "start": 1582.69, "end": 1603.85, "text": "الـ length of arc of contact على ال radius ال length of arc of contact اللي هو خمسة و عشرين point ستة تسعة على ال radius اللي هو خمسين هدف ال radians عشان احولها بالدرجة هضرب في πاي على مية و تمانين", "tokens": [6027, 39184, 4641, 295, 10346, 295, 3385, 15844, 2423, 15845, 2423, 4641, 295, 10346, 295, 3385, 13672, 1829, 31439, 16490, 2304, 3794, 3660, 4032, 6225, 46309, 9957, 935, 8608, 2655, 3660, 6055, 3794, 27884, 15844, 2423, 15845, 13672, 1829, 31439, 16490, 2304, 3794, 9957, 8032, 3215, 5172, 2423, 2843, 2567, 6225, 8592, 7649, 1975, 5016, 12610, 11296, 20666, 3215, 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"probability": 0.319580078125}, {"start": 1585.21, "end": 1585.37, "word": " length", "probability": 0.214599609375}, {"start": 1585.37, "end": 1585.53, "word": " of", "probability": 0.9462890625}, {"start": 1585.53, "end": 1585.71, "word": " arc", "probability": 0.93701171875}, {"start": 1585.71, "end": 1585.87, "word": " of", "probability": 0.96240234375}, {"start": 1585.87, "end": 1586.41, "word": " contact", "probability": 0.95458984375}, {"start": 1586.41, "end": 1587.09, "word": " اللي", "probability": 0.789794921875}, {"start": 1587.09, "end": 1587.19, "word": " هو", "probability": 0.97802734375}, {"start": 1587.19, "end": 1587.65, "word": " خمسة", "probability": 0.9417724609375}, {"start": 1587.65, "end": 1587.73, "word": " و", "probability": 0.939453125}, {"start": 1587.73, "end": 1588.23, "word": " عشرين", "probability": 0.8390299479166666}, {"start": 1588.23, "end": 1589.63, "word": " point", "probability": 0.19921875}, {"start": 1589.63, "end": 1590.31, "word": " ستة", 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"compression_ratio": 1.6944444444444444, "no_speech_prob": 0.0, "words": [{"start": 2154.87, "end": 2155.23, "word": "يعني", "probability": 0.9609375}, {"start": 2155.23, "end": 2155.47, "word": " هذا", "probability": 0.7509765625}, {"start": 2155.47, "end": 2155.71, "word": " نفس", "probability": 0.995361328125}, {"start": 2155.71, "end": 2156.53, "word": " الشيء", "probability": 0.7760416666666666}, {"start": 2156.53, "end": 2161.15, "word": " نفس", "probability": 0.54718017578125}, {"start": 2161.15, "end": 2166.83, "word": " الشيء", "probability": 0.9510091145833334}, {"start": 2166.83, "end": 2167.09, "word": " مافيش", "probability": 0.9619140625}, {"start": 2167.09, "end": 2167.27, "word": " فيه", "probability": 0.751953125}, {"start": 2167.27, "end": 2167.39, "word": " إش", "probability": 0.747314453125}, {"start": 2167.39, "end": 2167.57, "word": " جديد", "probability": 0.99365234375}, {"start": 2167.57, "end": 2167.83, "word": " هذا", "probability": 0.796875}, {"start": 2167.83, "end": 2168.75, "word": " مافيش", "probability": 0.83447265625}, {"start": 2168.75, "end": 2168.91, "word": " فيه", "probability": 0.97607421875}, {"start": 2168.91, "end": 2169.05, "word": " إش", "probability": 0.989501953125}, {"start": 2169.05, "end": 2169.51, "word": " جديد", "probability": 0.9938151041666666}], "temperature": 1.0}, {"id": 76, "seek": 220146, "start": 2174.87, "end": 2201.47, "text": "the following data relate to a pair of twenty degrees involute gears in mesh module number of teeth on pinion number of teeth on gear addenda on pinion and gear find number of teeth in contact يعني بدهي contact ratio contact ratio اللي هي بيحسبها و length of arc of contact على ال circular pitch على ال pc و length of arc of contact كل معلومات متاحة مافيش جديد لحتى الآن", "tokens": [3322, 3480, 1412, 10961, 281, 257, 6119, 295, 7699, 5310, 2499, 1169, 20915, 294, 17407, 10088, 1230, 295, 7798, 322, 5447, 313, 1230, 295, 7798, 322, 7394, 909, 7639, 322, 5447, 313, 293, 7394, 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" making", "probability": 0.9296875}, {"start": 2216.86, "end": 2217.48, "word": " contact", "probability": 0.94677734375}, {"start": 2217.48, "end": 2217.72, "word": " is", "probability": 0.6064453125}, {"start": 2217.72, "end": 2218.02, "word": " just", "probability": 0.927734375}, {"start": 2218.02, "end": 2218.36, "word": " leaving", "probability": 0.70166015625}, {"start": 2218.36, "end": 2218.7, "word": " برضه", "probability": 0.9446614583333334}, {"start": 2218.7, "end": 2219.0, "word": " حالينا", "probability": 0.871826171875}, {"start": 2219.0, "end": 2219.22, "word": " هذا", "probability": 0.70361328125}, {"start": 2219.22, "end": 2219.38, "word": " يعني", "probability": 0.851318359375}, {"start": 2219.38, "end": 2219.52, "word": " في", "probability": 0.9169921875}, {"start": 2219.52, "end": 2219.92, "word": " بداية", "probability": 0.7950032552083334}, {"start": 2219.92, "end": 2220.04, "word": " ال", "probability": 0.93994140625}, {"start": 2220.04, "end": 2220.44, "word": " engagement", "probability": 0.9677734375}, {"start": 2220.44, "end": 2221.42, "word": " و", "probability": 0.9638671875}, {"start": 2221.42, "end": 2221.52, "word": " في", "probability": 0.7275390625}, {"start": 2221.52, "end": 2222.08, "word": " نهاية", "probability": 0.9611002604166666}, {"start": 2222.08, "end": 2222.3, "word": " ال", "probability": 0.9921875}, {"start": 2222.3, "end": 2222.78, "word": " engagement", "probability": 0.9638671875}, {"start": 2222.78, "end": 2222.96, "word": " و", "probability": 0.986328125}, {"start": 2222.96, "end": 2223.08, "word": " عند", "probability": 0.9814453125}, {"start": 2223.08, "end": 2223.2, "word": " ال", "probability": 0.962890625}, {"start": 2223.2, "end": 2223.38, "word": " pitch", "probability": 0.9453125}, {"start": 2223.38, "end": 2223.56, "word": " point", "probability": 0.9345703125}, {"start": 2223.56, "end": 2223.7, "word": " يعني", "probability": 0.97021484375}, {"start": 2223.7, "end": 2223.96, "word": " حتى", 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"هي", "probability": 0.53125}, {"start": 2388.4, "end": 2388.76, "word": " صورة", "probability": 0.9225260416666666}, {"start": 2388.76, "end": 2389.76, "word": " واضحة", "probability": 0.9720458984375}, {"start": 2389.76, "end": 2393.02, "word": " هاي", "probability": 0.55908203125}, {"start": 2393.02, "end": 2393.14, "word": " ال", "probability": 0.9169921875}, {"start": 2393.14, "end": 2393.3, "word": " pitch", "probability": 0.84814453125}, {"start": 2393.3, "end": 2393.82, "word": " circle", "probability": 0.9404296875}, {"start": 2393.82, "end": 2399.04, "word": " وهي", "probability": 0.62060546875}, {"start": 2399.04, "end": 2399.16, "word": " ال", "probability": 0.77490234375}, {"start": 2399.16, "end": 2399.32, "word": " pitch", "probability": 0.9423828125}, {"start": 2399.32, "end": 2399.92, "word": " circle", "probability": 0.953125}, {"start": 2399.92, "end": 2404.18, "word": " ال", "probability": 0.469482421875}, {"start": 2404.18, "end": 2406.06, "word": " internal", 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--git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sX_OUU0lYLY_postprocess.srt b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sX_OUU0lYLY_postprocess.srt new file mode 100644 index 0000000000000000000000000000000000000000..55ae898bead53d3228fc2625959213e467d77b7d --- /dev/null +++ b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sX_OUU0lYLY_postprocess.srt @@ -0,0 +1,1028 @@ +1 +00:00:05,230 --> 00:00:07,790 +السلام عليكم ورحمة الله وبركاته اليوم هنبدأ + +2 +00:00:07,790 --> 00:00:10,190 +chapter جديد في مادة نظرية الألات اللي هي + +3 +00:00:10,190 --> 00:00:14,130 +mechanism with lower pairs هيكون هو في أرض واقعيا + +4 +00:00:14,130 --> 00:00:23,010 +استكمال ل chapter خمسة طبعا ال lower pair هنبدأ + +5 +00:00:23,010 --> 00:00:29,570 +تقديم ال lower pair بيكون عندي ال pair في بينهم + +6 +00:00:29,570 --> 00:00:34,640 +safest contactتلامس سطحي سواء كان دي sliding pair + +7 +00:00:34,640 --> 00:00:39,040 +او revolute pair في حالة ال sliding pair بالقران + +8 +00:00:39,040 --> 00:00:45,640 +دي ممكن ال .. ممكن يكون ال sliding along مستوى او + +9 +00:00:45,640 --> 00:00:50,750 +along سطح غير مستوي في ال rotating pairبيكون سطح + +10 +00:00:50,750 --> 00:00:56,090 +غير مستوى يعني سطح إيش أسطواني في الآخر بمعنى + +11 +00:00:56,090 --> 00:00:58,770 +lower pair معناته بيكون ال contact between ال + +12 +00:00:58,770 --> 00:01:01,570 +elements أو ال links forming the pair is sliding + +13 +00:01:01,570 --> 00:01:08,930 +هنتعرف عن new mechanisms اللي هو أول واحد اللي هو + +14 +00:01:08,930 --> 00:01:17,490 +ال pantograph ال pantograph هو جهاز يستخدم لتكبير + +15 +00:01:17,490 --> 00:01:26,020 +أو تصغيرمصار معين يستخدم لتكبير او تصغير مصار معين + +16 +00:01:26,020 --> 00:01:31,320 +فكرته انا عندي هنا مبين مجموع من ال links عندي هنا + +17 +00:01:31,320 --> 00:01:39,240 +rotation عندي هنا برضه pin انا عندي pin هنا pin + +18 +00:01:57,380 --> 00:02:08,400 +عندي linkات هي o a b c طبعا o a b link واحدة بس في + +19 +00:02:08,400 --> 00:02:14,480 +عندي hand joint و hand joint و بي سي هذي link + +20 +00:02:14,480 --> 00:02:20,280 +واحدة بي سي ايه link واحدة يعني ال link ساند ايب + +21 +00:02:20,280 --> 00:02:26,320 +ورا عن ال link اللي هي o a bو ال link ad و ال link + +22 +00:02:26,320 --> 00:02:33,680 +dc و ال link bce ال + +23 +00:02:33,680 --> 00:02:42,340 +link الان لاخدت ال center line هذا أفقي و + +24 +00:02:42,340 --> 00:02:45,940 +مديت ال + +25 +00:02:45,940 --> 00:02:51,560 +bc لحد نقطة a ماتقطعت مع ال center line المثلثين + +26 +00:02:54,410 --> 00:03:10,650 +O A D و المثلث O B E متشابهين او مثلثين O A + +27 +00:03:10,650 --> 00:03:24,010 +D و O B E similar متشابهين + +28 +00:03:25,670 --> 00:03:32,730 +مازال متشابه معناه تحكم يعني ا اي على ا بي ا اي + +29 +00:03:32,730 --> 00:03:43,330 +على ا بي بيساوي ا دي على ا اي ا دي على ا اي و برضه + +30 +00:03:43,330 --> 00:03:48,850 +بيساوي ا دي + +31 +00:03:48,850 --> 00:03:52,010 +على ب اي + +32 +00:03:54,240 --> 00:04:00,200 +دائما العلاقة نفس العلاقة نفس + +33 +00:04:00,200 --> 00:04:09,100 +العلاقة نتيجة يعني واضح العلاقة بين لحظة أنه OA OA + +34 +00:04:09,100 --> 00:04:16,620 +كمية ثابتة ولا متغيرة وال OB ثابت معناته ده ايش + +35 +00:04:16,620 --> 00:04:22,060 +ثابت معناته + +36 +00:04:22,060 --> 00:04:22,660 +هي كون ان دي + +37 +00:04:26,520 --> 00:04:32,460 +OD على OA ثابت + +38 +00:04:32,460 --> 00:04:44,740 +اكبر من واحد او اقل من واحد في الحالة هذه OD على + +39 +00:04:44,740 --> 00:04:48,380 +OA اصغر من واحد في الحالة اللي احنا شايفينها + +40 +00:04:53,660 --> 00:04:57,260 +قلم هنا لأن هذه نتيجة ان هناك link هناك link ممكن + +41 +00:04:57,260 --> 00:05:02,580 +احركها اي حركة ممكن تعمل اي مصارة النقطة دي ممكن + +42 +00:05:02,580 --> 00:05:18,360 +تعمل اي مصارة ال E هتعمل مصار موازي يعني + +43 +00:05:18,360 --> 00:05:21,920 +جربوها + +44 +00:05:21,920 --> 00:05:31,690 +اعملوها على الصلدلو عملت اي مثلا مصار معين هتعمل + +45 +00:05:31,690 --> 00:05:37,230 +مصار هنا اكبر على الجهة التانية فهذه هي ال + +46 +00:05:37,230 --> 00:05:43,270 +pantograph فكرة تانه فكرة تشابه مثلثات ما زال + +47 +00:05:43,270 --> 00:05:47,050 +متشابه العلاقة بتظل عايش ثابتة بس اللي بيصير انه + +48 +00:05:47,050 --> 00:05:49,010 +بكبر ال issue او بصغره + +49 +00:05:58,850 --> 00:06:08,290 +طيب هنشوف exact straight line mechanisms آليات + +50 +00:06:08,290 --> 00:06:18,610 +بتعطيني حركة على خط مستقيم اعتمادا على revolute + +51 +00:06:18,610 --> 00:06:23,680 +jointsحركة او ميكانيزم بتعطيني output حركة على خط + +52 +00:06:23,680 --> 00:06:29,700 +مستقين اعتمادا على revolute joints لنشوف ال ال ال + +53 +00:06:29,700 --> 00:06:33,800 +geometric principle اللي هي عشان القلية تكون + +54 +00:06:33,800 --> 00:06:38,320 +straight line mechanism انا عندي هين بين نقطتين + +55 +00:06:38,320 --> 00:06:49,660 +نقطة a و b و في دائرة واصلة بين a و bدقرة قطرة OB + +56 +00:06:49,660 --> 00:07:00,360 +لأن + +57 +00:07:00,360 --> 00:07:08,640 +خط خط بالشكل هذا وصلت + +58 +00:07:08,640 --> 00:07:23,100 +P في A أكيد الزواد هتكون ايش تسعين درجةمظهور؟ إذا + +59 +00:07:23,100 --> 00:07:34,040 +مديت A لنقطة B و + +60 +00:07:34,040 --> 00:07:36,720 +من B عملت عمودي على OB + +61 +00:07:53,920 --> 00:08:06,500 +اللي هنتطلع على المثلثين O A P و O Q B أولا + +62 +00:08:06,500 --> 00:08:11,620 +الزاوية هذه بينهم إيش مشتركة هتسين و هتسين و أنا + +63 +00:08:11,620 --> 00:08:16,040 +الزاوية التالتة إيش أنا تهت الزاوية بالساوية هت + +64 +00:08:16,040 --> 00:08:16,440 +الزاوية + +65 +00:08:25,780 --> 00:08:33,000 +الان عشان تكون ال Q ترس a straight line لازم + +66 +00:08:33,000 --> 00:08:40,480 +المسافة OA في OB OA عشان + +67 +00:08:40,480 --> 00:08:45,020 +تكون ال Q ترس a straight line لازم المسافة OQ تبقى + +68 +00:08:45,020 --> 00:08:47,500 +ثابتة + +69 +00:08:55,100 --> 00:09:03,720 +في OB لازم يكون استوياش constant لأن هناخد .. يعني + +70 +00:09:03,720 --> 00:09:14,740 +هنشوف إيش هاسي المعنى هناخد المتلثين المتلثين OAP + +71 +00:09:14,740 --> 00:09:19,600 +و + +72 +00:09:19,600 --> 00:09:21,040 +OQB + +73 +00:09:24,420 --> 00:09:30,440 +هذه أشمالهم متشابهين similar + +74 +00:09:30,440 --> 00:09:35,900 +معناته + +75 +00:09:35,900 --> 00:09:40,340 +a + +76 +00:09:40,340 --> 00:09:46,980 +a على + +77 +00:09:46,980 --> 00:09:51,200 +aq بالساوية + +78 +00:09:55,980 --> 00:10:06,900 +OP على OB انا بقرأ من هنا اذا عملت الأحرف صح مافيش + +79 +00:10:06,900 --> 00:10:12,800 +دي احنا نطلع هناك واضح؟ معناه انك لو ضربت هيكون + +80 +00:10:12,800 --> 00:10:21,820 +عندي OA في OB بالساوية + +81 +00:10:21,820 --> 00:10:23,220 +OQ + +82 +00:10:25,420 --> 00:10:35,140 +في OB معناته O cube اللي هي المسافة في هذه حد + +83 +00:10:35,140 --> 00:10:43,840 +ساوى OA في OB على + +84 +00:10:43,840 --> 00:10:52,400 +OP الام + +85 +00:10:57,110 --> 00:11:03,730 +ال O P هذه ثابتة + +86 +00:11:03,730 --> 00:11:11,970 +قطر الدائرة عشان تكون O Q ثابت + +87 +00:11:11,970 --> 00:11:22,430 +لازم ال O A في O B تكون ثابت بالطريقة هذه نقطة Q + +88 +00:11:22,430 --> 00:11:26,430 +it will trace a straight lineمعناته ال + +89 +00:11:26,430 --> 00:11:29,850 +mathematical principle عشان اضمنت حركة لحظة مستقيم + +90 +00:11:29,850 --> 00:11:37,130 +لازم تكون عندي OA في OB لازم تكون ساعة constant لو + +91 +00:11:37,130 --> 00:11:42,730 +انا بدي هذه constant و المقام هي constant معناته + +92 +00:11:42,730 --> 00:11:45,950 +البسطها ده لازم يكون عشان constant عشان هذه تكون + +93 +00:11:45,950 --> 00:11:50,310 +constant بس + +94 +00:11:50,310 --> 00:11:53,590 +ممكن تزيد واحدة و تكلت تانيةانا بحكي المضروب + +95 +00:11:53,590 --> 00:11:59,370 +بتاعهم constant معناته لازم يتغيروا ازاي + +96 +00:11:59,370 --> 00:12:04,890 +معادل يديك y في x بالسواء constant معناته y + +97 +00:12:04,890 --> 00:12:14,510 +بالسواء c على x صح مظبوط نفس الاشي لان + +98 +00:12:14,510 --> 00:12:20,150 +هنشوف straight line mechanisms اعتمادا على هذه + +99 +00:12:20,150 --> 00:12:24,710 +النظرية الرياضيةفي عندي ميكانيزم اسمه Passier + +100 +00:12:24,710 --> 00:12:31,810 +Mechanism Passier Mechanism Passier + +101 +00:12:31,810 --> 00:12:35,970 +Mechanism في + +102 +00:12:35,970 --> 00:12:48,550 +عندي الأرض ثابت + +103 +00:12:48,550 --> 00:12:48,810 +هذه + +104 +00:12:52,180 --> 00:13:00,980 +هنا نحو الردوران O واحد وهذا النقطة O وهنا + +105 +00:13:00,980 --> 00:13:04,180 +Revolute + +106 +00:13:04,180 --> 00:13:11,020 +joint وهنا Revolute joint هنا link OC + +107 +00:13:22,300 --> 00:13:27,320 +و عند ال link o دي + +108 +00:13:27,320 --> 00:13:34,580 +و + +109 +00:13:34,580 --> 00:13:42,260 +فيه عند ال link o one a o + +110 +00:13:42,260 --> 00:13:49,300 +one a طبعا o one + +111 +00:13:52,700 --> 00:14:03,540 +بتساوية ONE A هذه ساوية هذه و يوجد أربع لينكات AD + +112 +00:14:03,540 --> 00:14:16,000 +AC BD BC عندهم + +113 +00:14:16,000 --> 00:14:18,640 +معطيات OC في الميكانزم + +114 +00:14:22,040 --> 00:14:33,520 +هذا بيساوي OD OC بيساوي OD وعند + +115 +00:14:33,520 --> 00:14:38,920 +الأربع لينكات AC بيساوي CB بيساوي BD بيساوي DA AC + +116 +00:14:38,920 --> 00:14:43,380 +بيساوي + +117 +00:14:43,380 --> 00:14:51,340 +CB بيساوي BD بيساوي DA + +118 +00:14:56,500 --> 00:15:03,460 +لأن ممكن احركها القلية هذه بتعطيني straight line + +119 +00:15:03,460 --> 00:15:09,140 +motion along this line اندي حركة على الخط المستقيم + +120 +00:15:09,140 --> 00:15:15,540 +النقطة + +121 +00:15:15,540 --> 00:15:25,130 +B اتحرك انا اذا بعمل rotation عند O1Aالنقطة بي + +122 +00:15:25,130 --> 00:15:31,870 +تتحرك على خط مستقيم هنرجع + +123 +00:15:31,870 --> 00:15:49,610 +على السابق هنا هنا خلّيني أرجعكوا إليها تذكروا هذه + +124 +00:15:49,610 --> 00:15:50,010 +O + +125 +00:15:53,620 --> 00:16:04,100 +او اي بي و دي كانت ايه اش اكيو اللي كان او اي في + +126 +00:16:04,100 --> 00:16:17,140 +او بي تساوي اش constant طيب + +127 +00:16:17,140 --> 00:16:20,720 +ال + +128 +00:16:20,720 --> 00:16:22,040 +product او اي + +129 +00:16:24,770 --> 00:16:28,210 +هي نفس الفكرة OA هي الدائرة يعني حاكو هذا في هذا + +130 +00:16:28,210 --> 00:16:35,670 +هي الدائرة + +131 +00:16:35,670 --> 00:16:48,710 +وين + +132 +00:16:48,710 --> 00:16:52,830 +قطر الدائرة هيه صح هي القطر + +133 +00:17:00,350 --> 00:17:09,430 +وهاي chord OA اللي هو هذا + +134 +00:17:09,430 --> 00:17:14,310 +هي OA أنا بحكي ال mathematical model اللي هنا + +135 +00:17:14,310 --> 00:17:22,730 +واندي chord بين A وB معناته هذه نفس الحالة هذهيعني + +136 +00:17:22,730 --> 00:17:26,850 +ما تنخدعوش في كتر ال linkات الموجودة معناته عشان + +137 +00:17:26,850 --> 00:17:32,590 +هذه النقطة B تتحرك على خط مستقيم نفس الفكرة لازم + +138 +00:17:32,590 --> 00:17:33,850 +تكون OA في OB + +139 +00:17:52,390 --> 00:17:59,190 +في OB تساوي constant خينا نشوف ايش هي OA في + +140 +00:17:59,190 --> 00:18:14,190 +OB طيب + +141 +00:18:22,970 --> 00:18:27,910 +هنشوف عندى المثلث المثلث + +142 +00:18:27,910 --> 00:18:35,770 +هذا هذا متوازى أضلاع كل أضلاع متساوية معناته + +143 +00:18:35,770 --> 00:18:40,410 +القطرين مش بيكونوا متعمدين + +144 +00:18:40,410 --> 00:18:43,810 +مش متساوين هل هذا بيساوي هذا + +145 +00:18:47,940 --> 00:18:53,440 +ايوة بيكون متعمدين هذا المعين بيكون متعمدين ال OC + +146 +00:18:53,440 --> 00:19:04,140 +square او ال OR square ال OC square ايه + +147 +00:19:04,140 --> 00:19:15,660 +شو يستوي بيستوي OR OR square زائد + +148 +00:19:25,270 --> 00:19:37,530 +cr² و ال ob² تأكد و ال bc² هناخد المثلث هذا و + +149 +00:19:37,530 --> 00:19:43,790 +المثلث هذا و ال bc² برضه + +150 +00:19:43,790 --> 00:19:50,260 +هذا مثلث هذا مثلثقائم الزاوية و هون تلت قائم + +151 +00:19:50,260 --> 00:19:54,360 +الزاوية بقى بي سي سكوار شو يساوي بيساوي CR سكوار + +152 +00:19:54,360 --> 00:19:58,480 +زائد + +153 +00:19:58,480 --> 00:20:07,940 +PR سكوار الان + +154 +00:20:07,940 --> 00:20:17,140 +لو طرحت حكيت هادي من هادي OC سكوار minus BC سكوار + +155 +00:20:18,140 --> 00:20:27,740 +هتروح هدي مع هدي هتكون سوى OR square ناقص OR + +156 +00:20:27,740 --> 00:20:38,600 +square ناقص PR square يعني عمل فرق بالمربع يعني + +157 +00:20:38,600 --> 00:20:58,970 +هتكون OR ناقص PRفى OR زائد PR هتساوي OR OR ناقص PR + +158 +00:20:58,970 --> 00:21:04,370 +ما هو هذا بيساوي هذا OR ناقص PR هتعطينا ايه؟ OA + +159 +00:21:04,370 --> 00:21:20,510 +صح؟ مظبوط؟ و OR زائد PRبتعطيني اياش OB بتساوي + +160 +00:21:20,510 --> 00:21:28,770 +OC squared minus BC squared ال OC ايش يمثل طول + +161 +00:21:28,770 --> 00:21:42,380 +link ثابت و ال BC برضه طول link ثابت معناته OAفى O + +162 +00:21:42,380 --> 00:21:47,420 +B بيستوياش constant معناه النقطة B بتتحرك على + +163 +00:21:47,420 --> 00:21:55,060 +straight line ممكن derivation تبدأ من الآخر تحكي O + +164 +00:21:55,060 --> 00:22:06,040 +A فى O B O A فى O B هاندي O A تحكي والله O A + +165 +00:22:06,040 --> 00:22:06,580 +بيستوي + +166 +00:22:09,620 --> 00:22:23,780 +OR OR-AR OB بيساوي OB بيساوي OR زائد BR تضربهم + +167 +00:22:23,780 --> 00:22:27,980 +بيعمل ايش فرق بين مربعين ترجع رجوع يعني ممكن تبدأ + +168 +00:22:27,980 --> 00:22:31,840 +بالطريقة هذه او تبدأ من عند OA و AB تثبت انها مش + +169 +00:22:31,840 --> 00:22:33,720 +الساوياش constant + +170 +00:22:36,160 --> 00:22:39,100 +معناته طالما OA في OB بيساوي constant معناته + +171 +00:22:39,100 --> 00:22:48,340 +النقطة بي تتحرك على خط مستقيم معناته + +172 +00:22:48,340 --> 00:22:53,580 +هذا ال mechanism فعلا تعطي ال output حركة على مسار + +173 +00:22:53,580 --> 00:22:59,940 +مستقيم هذا اسمه بيسيليار ميكانيزم نعم + +174 +00:23:06,370 --> 00:23:10,890 +صحيح طب يعني مش علاقة مباشرة بين R و R ال R هذه + +175 +00:23:10,890 --> 00:23:16,110 +نقطة مش موجودة هذه احنا مديناها يعني مش link هذه + +176 +00:23:16,110 --> 00:23:22,610 +اه هي مش link اه لكن لو وصلت A مع B و C مع D هتمثل + +177 +00:23:22,610 --> 00:23:28,410 +تقاطع القطري المعين طيب ايه سؤالك؟ لأ ان انت عملت + +178 +00:23:28,410 --> 00:23:33,370 +علاقات على اشي مش موجود لأ انا حكيت هي في كل حوار + +179 +00:23:33,370 --> 00:23:41,810 +هذه حالة عامةأخدت المثلث ORC و استخدم فيه ثورث + +180 +00:23:41,810 --> 00:23:51,490 +بعدها أخدت المثلث BRC و استخدم برضه فيه ثورث فانا + +181 +00:23:51,490 --> 00:23:54,750 +بدأت بالمثلثات قائمة الزاوية ما هي الفكرة فيها انه + +182 +00:23:54,750 --> 00:23:58,950 +حاططلك اللينكات هذه اشمع ل متساوية + +183 +00:24:00,130 --> 00:24:03,650 +لو مثلا حكيت ال link هدي بيستوي هدي و هدي بيستوي + +184 +00:24:03,650 --> 00:24:06,750 +هدي بس هدي بيستويش هدي مش هتتحرك على ال straight + +185 +00:24:06,750 --> 00:24:13,650 +line طيب + +186 +00:24:13,650 --> 00:24:19,990 +نشوف + +187 +00:24:19,990 --> 00:24:23,350 +ال steering gear mechanism كيف ال steering فكرة ال + +188 +00:24:23,350 --> 00:24:24,510 +steering بتاع السيارة + +189 +00:24:34,400 --> 00:24:40,040 +طبعا ال steering لا إيش استخدام عشان + +190 +00:24:40,040 --> 00:24:43,800 +أغير الاتجاه بدي ألف يمين ألف شمال فانت ال + +191 +00:24:43,800 --> 00:24:48,580 +steering استخدام لتغير الاتجاه و انت عشان تغير + +192 +00:24:48,580 --> 00:24:53,140 +الاتجاه بتغير .. بتدور العجلات الأمامية بالنسبة لل + +193 +00:24:53,140 --> 00:24:56,520 +body بتاع السيارة يعني إذا ال body هيك بدي ألف + +194 +00:24:56,520 --> 00:24:59,300 +شمال بيصي العجلة عاملة زاوية مع ال body بتاع + +195 +00:24:59,300 --> 00:25:04,720 +السيارةأو اذا عندي four wheel steering ممكن ألف + +196 +00:25:04,720 --> 00:25:08,900 +الأربع عجال مش عجالين في سيارات حاليا four wheel + +197 +00:25:08,900 --> 00:25:12,040 +steering بس المعظم السيارات اللي موجودة عياش اللي + +198 +00:25:12,040 --> 00:25:17,380 +هي two wheel steering في + +199 +00:25:17,380 --> 00:25:21,280 +السيارات عندي + +200 +00:25:21,280 --> 00:25:27,340 +هاي جسم السيارة top of view عندي هاي مقدمة السيارة + +201 +00:25:27,340 --> 00:25:31,770 +وهي العجلات الخلفيةهذه العجليات الأمامية تنتين + +202 +00:25:31,770 --> 00:25:35,750 +والعجلات الخلفية هي عندي ال front axis وال back + +203 +00:25:35,750 --> 00:25:39,610 +axis والمسافة بين ال front axis وال back axis اللي + +204 +00:25:39,610 --> 00:25:46,090 +هي B والمسافة بين center العجل ل center العجل تسمى + +205 +00:25:46,090 --> 00:25:54,530 +A والمسافة بين الآن العجلات الأمامية فيها محمر + +206 +00:25:54,530 --> 00:25:58,030 +دمران يعني + +207 +00:25:58,030 --> 00:26:07,460 +العجلةالعجل بتدور حوالين المحور هذا والعجل + +208 +00:26:07,460 --> 00:26:13,440 +اللي على اليمين برضه بتدور حوالين + +209 +00:26:13,440 --> 00:26:21,400 +المحور هذا المسافة بين المحورين A وB C يعني عندي + +210 +00:26:21,400 --> 00:26:26,280 +عندي ال three geometric parameters المسافة بين + +211 +00:26:26,280 --> 00:26:32,800 +العجلين Aوالمسافة بين ال front axel و ال back axel + +212 +00:26:32,800 --> 00:26:37,940 +بيه و a المسافة بين ال center of rotation للعجلات + +213 +00:26:37,940 --> 00:26:47,920 +الأمامية بين a و b اللي هي c الآن + +214 +00:26:47,920 --> 00:26:56,780 +عشان السيارة تلف يمين او شمال لازم مركز الدوار + +215 +00:26:56,780 --> 00:27:01,590 +اللحظي لكل السيارةيكون نفس المركز اذا ماكانش نفس + +216 +00:27:01,590 --> 00:27:07,770 +المركز بيصير انزلاق للسيارة بيصير ايش انزلاق + +217 +00:27:07,770 --> 00:27:14,830 +معناته اذا العجلة اللي عند بي هاي بي عندي عجلة عند + +218 +00:27:14,830 --> 00:27:20,450 +ايه لفت + +219 +00:27:20,450 --> 00:27:24,890 +زاوية معينة + +220 +00:27:28,060 --> 00:27:34,360 +زاوية theta ومدقت + +221 +00:27:34,360 --> 00:27:38,740 +خط + +222 +00:27:38,740 --> 00:27:46,260 +هذا لحد ما اتقاطعت مع محور العجلات الخلفية نقطة I + +223 +00:27:46,260 --> 00:27:50,660 +معناته + +224 +00:27:50,660 --> 00:27:56,440 +عشانيكون مركز دوران العجل اللي على اليمين نفس مركز + +225 +00:27:56,440 --> 00:27:58,900 +دوران العجل اللي على الشمال مش لازم تلف بنفس + +226 +00:27:58,900 --> 00:28:03,760 +الزاوية يعني الزاوية فيها هتكون أقل من فترة لأنها + +227 +00:28:03,760 --> 00:28:10,520 +أبعد صح؟ معناته عشان أضمن السيرشن ال sliding five + +228 +00:28:22,670 --> 00:28:25,390 +otherwise إذا هذه العجلة مثلا كانت زوجتها بالشكل + +229 +00:28:25,390 --> 00:28:32,570 +هذا هتصير إيهاش مركز دورانها هنا اللحظة صح؟ + +230 +00:28:32,570 --> 00:28:39,370 +وبالتالي عشان تعدي الحالة تنزلق، مظلوط؟ ليش تنزلت؟ + +231 +00:28:39,370 --> 00:28:47,050 +لأن وضع غير مستقر لأن في كل شيء في الدنيا يتجه نحو + +232 +00:28:47,050 --> 00:28:54,500 +الاستقرارفهذه وجود اكتر مركز دوران لنفس ال body أو + +233 +00:28:54,500 --> 00:28:59,660 +بتضطر انه تعمل action عشان يتعدى الوضع بف لازم + +234 +00:28:59,660 --> 00:29:04,300 +يصير انزلاق لكن ماحبناش يصير انزلاق لان هذه نقطة E + +235 +00:29:04,300 --> 00:29:10,360 +I وهذه Bالان ال condition for correct steering + +236 +00:29:10,360 --> 00:29:14,660 +اللي هو ال condition for not sliding ال condition + +237 +00:29:14,660 --> 00:29:18,680 +for correct steering اللي هو ال condition for not + +238 +00:29:18,680 --> 00:29:28,720 +sliding خلينا نشوف المتلث + +239 +00:29:28,720 --> 00:29:35,520 +هذا الان + +240 +00:29:35,520 --> 00:29:44,460 +ال tan thetaبسوء IB على BB طيب ال cotangent عكس ال + +241 +00:29:44,460 --> 00:29:52,440 +cotangent هتكون BP على IB يعني cotangent theta + +242 +00:29:52,440 --> 00:30:04,640 +هتكون سواء BP على IB طيب تاني ال FI بسوء BI على BA + +243 +00:30:04,640 --> 00:30:06,040 +طيب cotangent ال FI + +244 +00:30:10,670 --> 00:30:20,310 +بساوية P A يعني A B على I P من + +245 +00:30:20,310 --> 00:30:27,070 +أكبر A B و لا B P؟ A P أكبر مثلا حكيات cot phi + +246 +00:30:27,070 --> 00:30:35,910 +minus cot theta هأخد I B ع المشترك هتكون ساوية A B + +247 +00:30:35,910 --> 00:30:44,810 +minus B Pهي AB-BP + +248 +00:30:44,810 --> 00:30:51,310 +إيش تعطيني المسافة هذه اللي هي C والـ + +249 +00:30:51,310 --> 00:30:57,650 +IB اللي هي إيش B معناة ال condition for correct + +250 +00:30:57,650 --> 00:31:01,210 +steering اللي هي contingent five minus contingent + +251 +00:31:01,210 --> 00:31:07,530 +three بيستوى C على B عشان أضمن أن الأربع عجلات لهم + +252 +00:31:07,530 --> 00:31:14,990 +نفسمركز الدوران اللحظة لازم ال .. ال .. ال + +253 +00:31:14,990 --> 00:31:17,710 +geometry condition هتتحقق اللي هي cot phi minus + +254 +00:31:17,710 --> 00:31:21,290 +cot theta هذا على طول cot phi minus cot theta + +255 +00:31:21,290 --> 00:31:28,450 +بالساوية c على b هذا هي المبدأ العام لتصميم قلية + +256 +00:31:28,450 --> 00:31:31,690 +الدوران في السيارة ال steering mechanism في + +257 +00:31:31,690 --> 00:31:38,190 +السيارة المحاضرة جاي بنتكمل تقول عرفت السلام عليك + diff --git a/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sX_OUU0lYLY_raw.json b/PL9fwy3NUQKwa0nXiCdyQcTW4hWDLTGpDb/sX_OUU0lYLY_raw.json new file mode 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" يكون", "probability": 0.838623046875}, {"start": 537.56, "end": 538.16, "word": " استوياش", "probability": 0.4179280598958333}, {"start": 538.16, "end": 540.5, "word": " constant", "probability": 0.787109375}, {"start": 540.5, "end": 542.74, "word": " لأن", "probability": 0.5888671875}, {"start": 542.74, "end": 543.16, "word": " هناخد", "probability": 0.714111328125}, {"start": 543.16, "end": 543.3, "word": " ..", "probability": 0.409912109375}, {"start": 543.3, "end": 543.72, "word": " يعني", "probability": 0.873779296875}, {"start": 543.72, "end": 544.24, "word": " هنشوف", "probability": 0.979248046875}, {"start": 544.24, "end": 544.42, "word": " إيش", "probability": 0.8055013020833334}, {"start": 544.42, "end": 544.66, "word": " هاسي", "probability": 0.4854736328125}, {"start": 544.66, "end": 544.98, "word": " المعنى", "probability": 0.8331298828125}, {"start": 544.98, "end": 545.42, "word": " هناخد", "probability": 0.86163330078125}, {"start": 545.42, "end": 546.3, "word": " 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{"start": 605.32, "end": 605.9, "word": " عملت", "probability": 0.7738444010416666}, {"start": 605.9, "end": 606.38, "word": " الأحرف", "probability": 0.9287109375}, {"start": 606.38, "end": 606.68, "word": " صح", "probability": 0.987548828125}, {"start": 606.68, "end": 606.9, "word": " مافيش", "probability": 0.6693522135416666}, {"start": 606.9, "end": 607.0, "word": " دي", "probability": 0.74169921875}, {"start": 607.0, "end": 607.12, "word": " احنا", "probability": 0.4359537760416667}, {"start": 607.12, "end": 607.32, "word": " نطلع", "probability": 0.81890869140625}, {"start": 607.32, "end": 608.06, "word": " هناك", "probability": 0.915771484375}, {"start": 608.06, "end": 610.94, "word": " واضح؟", "probability": 0.8326416015625}, {"start": 610.94, "end": 611.36, "word": " معناه", "probability": 0.628662109375}, {"start": 611.36, "end": 611.54, "word": " انك", "probability": 0.42218017578125}, {"start": 611.54, "end": 611.94, "word": " لو", "probability": 0.7890625}, {"start": 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{"start": 635.14, "end": 635.96, "word": " ساوى", "probability": 0.762939453125}, {"start": 635.96, "end": 637.36, "word": " OA", "probability": 0.603515625}, {"start": 637.36, "end": 639.66, "word": " في", "probability": 0.81640625}, {"start": 639.66, "end": 640.22, "word": " OB", "probability": 0.97216796875}, {"start": 640.22, "end": 643.84, "word": " على", "probability": 0.83251953125}, {"start": 643.84, "end": 645.5, "word": " OP", "probability": 0.481201171875}, {"start": 645.5, "end": 652.4, "word": " الام", "probability": 0.4954833984375}], "temperature": 1.0}, {"id": 23, "seek": 68475, "start": 657.11, "end": 684.75, "text": "ال O P هذه ثابتة قطر الدائرة عشان تكون O Q ثابت لازم ال O A في O B تكون ثابت بالطريقة هذه نقطة Q it will trace a straight line", "tokens": [6027, 422, 430, 29538, 38637, 16758, 2655, 3660, 12174, 9566, 2288, 32748, 16373, 25720, 6225, 8592, 7649, 6055, 30544, 422, 1249, 38637, 16758, 2655, 5296, 31377, 2304, 2423, 422, 316, 8978, 422, 363, 6055, 30544, 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عشان هذه تكون constant بس ممكن تزيد واحدة و تكلت تانية", "tokens": [2304, 3615, 8315, 47395, 2423, 18894, 8665, 6225, 8592, 7649, 1975, 11242, 27842, 2655, 11331, 31747, 3660, 5296, 5016, 19913, 3660, 3714, 14851, 4587, 32640, 5296, 31377, 2304, 6055, 30544, 18871, 16254, 48424, 8978, 35538, 5296, 31377, 2304, 6055, 30544, 8608, 995, 27884, 5754, 45164, 1975, 8315, 4724, 16254, 29538, 5754, 4032, 9673, 4587, 10943, 39896, 5754, 20449, 8315, 47395, 29739, 3794, 9566, 11296, 11778, 3224, 5296, 31377, 2304, 7251, 30544, 6225, 8592, 7649, 5754, 6225, 8592, 7649, 29538, 6055, 30544, 5754, 4724, 3794, 3714, 43020, 6055, 11622, 25708, 36764, 24401, 3660, 4032, 6055, 28820, 2655, 6055, 7649, 10632], "avg_logprob": -0.2926562413573265, "compression_ratio": 1.7972350230414746, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 685.73, "end": 686.23, "word": "معناته", "probability": 0.7763671875}, {"start": 686.23, "end": 686.43, "word": " ال", "probability": 0.7236328125}, {"start": 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" في", "probability": 0.65478515625}, {"start": 755.97, "end": 756.27, "word": " عندي", "probability": 0.95166015625}, {"start": 756.27, "end": 756.95, "word": " الأرض", "probability": 0.966796875}, {"start": 756.95, "end": 768.55, "word": " ثابت", "probability": 0.98876953125}, {"start": 768.55, "end": 768.81, "word": " هذه", "probability": 0.85693359375}], "temperature": 1.0}, {"id": 27, "seek": 79102, "start": 772.18, "end": 791.02, "text": "هنا نحو الردوران O واحد وهذا النقطة O وهنا Revolute joint وهنا Revolute joint هنا link OC", "tokens": [3224, 8315, 8717, 5016, 2407, 34892, 3215, 2407, 2288, 7649, 422, 36764, 24401, 37037, 15730, 28239, 47432, 3660, 422, 37037, 8315, 1300, 9646, 1169, 7225, 37037, 8315, 1300, 9646, 1169, 7225, 34105, 2113, 42278], "avg_logprob": -0.5839285782405308, "compression_ratio": 1.3333333333333333, "no_speech_prob": 0.0, "words": [{"start": 772.18, "end": 772.52, "word": "هنا", "probability": 0.22552490234375}, {"start": 772.52, "end": 772.96, "word": " 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إليها تذكروا هذه O", "tokens": [6027, 1863, 47432, 3660, 4724, 1829, 6055, 2655, 5016, 31747, 15844, 16490, 9566, 3714, 14851, 4587, 32640, 8032, 1863, 47341, 3615, 15844, 21136, 16758, 4587, 34105, 34105, 16490, 1211, 11703, 9957, 1829, 5551, 47341, 3615, 4117, 14407, 11933, 20292, 11296, 6055, 8848, 37983, 14407, 29538, 422], "avg_logprob": -0.39162234549826763, "compression_ratio": 1.3706896551724137, "no_speech_prob": 0.0, "words": [{"start": 924.53, "end": 925.05, "word": "النقطة", "probability": 0.9525146484375}, {"start": 925.05, "end": 925.13, "word": " بي", "probability": 0.519287109375}, {"start": 925.13, "end": 925.55, "word": " تتحرك", "probability": 0.9080810546875}, {"start": 925.55, "end": 925.77, "word": " على", "probability": 0.88427734375}, {"start": 925.77, "end": 926.23, "word": " خط", "probability": 0.995849609375}, {"start": 926.23, "end": 927.57, "word": " مستقيم", "probability": 0.9766845703125}, {"start": 927.57, "end": 931.87, "word": " هنرجع", "probability": 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هذا", "probability": 0.810546875}, {"start": 1183.97, "end": 1184.59, "word": " مثلث", "probability": 0.8497721354166666}, {"start": 1184.59, "end": 1184.97, "word": " هذا", "probability": 0.53369140625}, {"start": 1184.97, "end": 1185.61, "word": " مثلث", "probability": 0.9832356770833334}], "temperature": 1.0}, {"id": 41, "seek": 121714, "start": 1187.66, "end": 1217.14, "text": "قائم الزاوية و هون تلت قائم الزاوية بقى بي سي سكوار شو يساوي بيساوي CR سكوار زائد PR سكوار الان لو طرحت حكيت هادي من هادي OC سكوار minus BC سكوار", "tokens": [4587, 16373, 2304, 6024, 110, 995, 2407, 10632, 4032, 8032, 11536, 6055, 1211, 2655, 12174, 16373, 2304, 6024, 110, 995, 2407, 10632, 4724, 4587, 7578, 4724, 1829, 8608, 1829, 8608, 4117, 2407, 9640, 13412, 2407, 7251, 3794, 995, 45865, 4724, 1829, 3794, 995, 45865, 14123, 8608, 4117, 2407, 9640, 30767, 16373, 3215, 11568, 8608, 4117, 2407, 9640, 2423, 7649, 45164, 23032, 2288, 33753, 11331, 4117, 36081, 8032, 995, 16254, 9154, 8032, 995, 16254, 42278, 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