Recent content by Soumitra

Fourier Transform problem with f(t)=cos(at) for |t|<1 and same f(t)=0 for |t|>1. I have an answer with me as F(w)=[sin(w-a)/(w-a)]+[sin(w+a)/(w+a)]. But I can't show it.

Don't get me wrong but, It's hard to digest!; So (in short) did you mean 'What's in a name'?

So can we say that vector form of tangential velocity is 'moment' of angular velocity, right?

Thanks

If a rigid link pin joint-fixed on ground and is rotating freely about the same point with uniform ang. vel., can we say the vector form of angular vel. (omega) is nothing but moment of the tangential (perpendicular) vel. at the other end?