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1.7.2 FFT

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FFT is the efficient and fast way of evaluating the DFT of a signal. Normally, computing the DFT is in the order of N2 arithmetic operations. On the other hand, fast algorithms like Cooley‐Tukey's FFT technique produce arithmetic operations in the order of N log(N) (Cooley and Tukey 1965; Brenner and Rader 1976; Duhamel 1990). An example of DFT is given is Figure 1.11 where a discrete time‐domain ramp signal is plotted in Figure 1.11a and its frequency‐domain signal obtained by an FFT algorithm is given in Figure 1.11b.

Inverse Synthetic Aperture Radar Imaging With MATLAB Algorithms

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