Hey, how you doing guys.
Does anyone know how to apply Fourier Inverse tranform to this paticular Eq.
7*Sinc^2(2w-3)
Thanks in advance and Greets from Mexico!
Lorenzo,
I assume what you mean by "7*Sinc^2(2w-3)" is:
h(w) = $\displaystyle 7 { \left ( \frac{sin \left ( 2w - 3 \right ) }{2w - 3 } \right ) }^{2 }$
Consider the inverse Fourier sine transform:
f(x) = $\displaystyle \sqrt[ ]{ \frac{2 }{ \pi }} \int_{ 0}^{ \infty } h \left ( w \right ) sin \left ( wx \right ) dw$
Personally though... I couldn't solve it. Neither could Mathematica.