Assume a Gaussian pulse of form
Show that the Fourier transform is given by
You will have to use the following integral [see Appendix A]
Show that the temporal coherence is ~τ. Assume τ >> (1/ω0), plot the Fourier transform A(ω) [as a function of ω] and interpret it physically. Show that the frequency spread Δω ~1/τ.
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