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h(x,y) = F^(-1) H(u,v) = F^(-1) exp(-iπλz(u^2+v^2))
The solution is expressed in terms of the Fresnel Integrals $C(u)$ and $S(u)$: $$ U(x, z) = \frac12 \left( \frac1+j2 \right) \left[ [C(u_2) + jS(u_2)] - [C(u_1) + jS(u_1)] \right] $$
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h(x,y) = F^(-1) H(u,v) = F^(-1) exp(-iπλz(u^2+v^2))
The solution is expressed in terms of the Fresnel Integrals $C(u)$ and $S(u)$: $$ U(x, z) = \frac12 \left( \frac1+j2 \right) \left[ [C(u_2) + jS(u_2)] - [C(u_1) + jS(u_1)] \right] $$
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