DTFT, DFT, ZT, and FFT 529
0 5 10 15− 2− 10angle [DFT[fn(n)]]12frequency W in rad.0 5 10 15
020
abs [DFT[f(n)]]4060frequency W in rad.DFT[f1(n)] + DFT[f2(n)] + DFT[f3(n)] versus WFIGURE 5.42
Plots of magnitude and phase angle of the sums of DFT of f 1 (n), f 2 (n), and f 3 (n) of Example 5.9.FIGURE 5.41
Plots of angleDFT of f 1 (n), f 2 (n), and f 3 (n) of Example 5.9.0 5
0.50− 1−0.520angle [DFT[f3(n)]]angle [DFT[f2(n)]]angle [DFT[f1(n)]]− 201(^1015)
015 015
015 0
frequency W in rad.
15
W
W
[Phases of the DFTs of f1(n), f2(n) & f3(n)] versus W