Recent content by Navyeel

Ah ok, thanks :smile:

I think I got it, my fault was that i forgot that in torque that if i use perpendicular radius i will get the cosines and the sinus parts correct :)

If you see the $\sum \tau_0 = L\cdot N_1 \cdot cos \theta - LF_1 sin \theta - L/2 \cdot G cos \theta$, all the trigonemetric parts are all opposite of what i can understand, given the angle as drawed in the Picture/url. Please help me :)https://pasteboard.co/IiXr8qA.png