Thömel Posted March 28 Share Posted March 28 (edited) Hello everyone Does anyone know which formula ED uses to compute the input curves with the "user curve" parameters? It seems to be multiple sine/cosine curves with a period of about 20 but I couldn't figure it out so far. Any help is appreciated, thank you. Edit.: My closest guess so far is something like: y=(a*((np.sin((np.pi)/(15)*x))/(x))**(2)+ b*((np.sin((np.pi)/(15)*(x-10)))/(x-10))**(2)+ c*((np.sin((np.pi)/(15)*(x-20)))/(x-20))**(2)+ d*((np.sin((np.pi)/(15)*(x-30)))/(x-30))**(2)+ e*((np.sin((np.pi)/(15)*(x-40)))/(x-40))**(2)+ f*((np.sin((np.pi)/(15)*(x-50)))/(x-50))**(2)+ g*((np.sin((np.pi)/(15)*(x-60)))/(x-60))**(2)+ h*((np.sin((np.pi)/(15)*(x-70)))/(x-70))**(2)+ i*((np.sin((np.pi)/(15)*(x-80)))/(x-80))**(2)+ j*((np.sin((np.pi)/(15)*(x-90)))/(x-90))**(2)+ k*((np.sin((np.pi)/(15)*(x-100)))/(x-100))**(2))\ *12.6 where a to l are the user curve parameters Edited March 28 by Thömel Link to post Share on other sites

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