Question: By expressing the field as either a Fourier sum or a Fourier integral complete the argument that leads to Eq. (9.58). W(t) W (t +T)=

By expressing the field as either a Fourier sum or a Fourier integral complete the argument that leads to Eq. (9.58).


W(t) W (t +T)= KY(t)*(t) V(t + t)*(t +T) + KV (1)V*(1

W(t) W (t +T)= KY(t)*(t) V(t + t)*(t +T) + KV (1)V*(1 +t) *(t)(t+t) = W[1 + |y|| (t)|] (9.58)

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To derive Eq 958 we start with the expression WtWtT Vt t VtT tT Expanding this out we get WtWtT VtVt... View full answer

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