How to convert equations to work with Blender and animation nodes? I have an equation that I'm trying to animate in Blender 2.79b

The equation is.
$$y=e^{{{\log \left(1-x^{{\it (S*T)}}\right)}\over{{\it (S*T)}}}}$$

Where:

T={1.12,0.96}  % The variable **T** would be a slider in blender*
={15.3039,10.3612,7.9153,6.3793,5.3019,4.4955,3.8656,3.3584,2.9405,2.5903,2.2926,2.0367,1.8146,1.6204,1.4496,1.2983,1.1638,1.04377,.93622,.83959,.75256,.67401,.603,.53871,.48045,.42762,.37969,.33619,.29673,.26094,.22852,.19917,.17265,.14874,.12722,.10791,.090664,.075316,.061733,.049793,.039383,.030399,.0227475,.0163414,.0111008,.0069525,.0038286,.0016664,.0004081}


My thought process / how I created it in Octave / Matlab

Step 1.
Evaluate the equation for several values of S and T to see if it works and plot.  See image below.


Step 2.
Evaluate the equation for all the given values of S and T and plot. See image below.


Step 3. 
Duplicate object created in Step 2 so I can rotate them at different time values to create / animate different Moire patterns.  See image below.


I'm trying to reproduce it using Blender / Animation nodes. But I'm not sure how to correctly loop through all the different values of 'S'. Then duplicate that object for rotation.
See current Blender file / image below.


The goal is to create different equations and animate them to create different animated Moire patterns.  Something like the example animation below but using different patterns created with equations.





I tried following 3DSinghVFX answer but I had some issues with his/her step 3 some of the options are either missing or other nodes are being added for me anyone know why?  See animation below of what happens (I circled the things that are different in 3DSinghVFX answer in my animation when I tried to create them) I'm running Blender 2.79b.
This is very easy to do, here I'm showing for a simple equation, y = sin(W*x), where W is a parameter and x is an independent variable.

Step-1
Create two lists, one for the parameter (parameter-1 is as W in this case), and other for variable x. Make a loop using the parameter-1 list as iterator and x-values as an input list,


Step-2
Make a group node (Equation) for y = sin(W*x) equation which later helps you to easily replace with another equation if you want. I'm converting x and resultant y list into a vector list and as output from the group node.


Step-3 
Then add this group node into the Parameter Loop which we created in the step-1, and you view the output vector with 3D viewer Node.


Step-4
Last step to convert group node vectors to splines (curves) using "Splines Form Points" node and then as output from the parameter loop. Use the Curve Object Output node to convert splines to a curve object which you can render.