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i Venky
i Venky on 13 Oct 2011
Edited: Mayank Lakhani on 8 Jul 2015
I want to distort the phase of the frequency spectrum of a signal and not the magnitude. After that I want to find out the ifft considering both magnitude and the new phase. Usually I consider the function as a whole (complex function x) and find ifft(x). But I don't know how to find ifft of mag(x) and a*phase(x) (where 'a' is any constant).How would I do that?

Accepted Answer

Honglei Chen
Honglei Chen on 13 Oct 2011
Let's assume that the signal is x. So what you could do is
Xf = fft(x);
Xf_mag = abs(Xf);
Xf_phase = angle(Xf);
% do whatever you need to the phase and save to Xf_phase_new
Xf_new = Xf_mag.*exp(1i*Xf_phase_new);
x_new = ifft(Xf_new);
HTH
  3 Comments
David Young
David Young on 13 Oct 2011
Thanks, my comment deleted as now irrelevant.
i Venky
i Venky on 14 Oct 2011
Didn't even realize this. Thanks man.

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More Answers (1)

Mayank Lakhani
Mayank Lakhani on 8 Jul 2015
Edited: Mayank Lakhani on 8 Jul 2015
Hi all, I want to have amplitude and phase reconstruction of the signal. My signal is having 40KHz bandwidth and starting frequency is 70Khz to 110 KHz. Suppose my signal is X.
nfft = length(x);
res = fft(y_filt,nfft)/ nfft; % normalizing the fft
f = fs/2*linspace(0,1,nfft/2+1); % choosing correct frequency
res = res(1:nfft/2+1); % amplitude of fft
res2 = fft(res);
now i want to plot frequncy versus amplitude and frequency versus phase. figure, plot(f,abs(res2) where the amplitude shoud be lying from the 70KHz to 110 Khz and same in the Figure(f,angle(res2), the phase shoud be spreaded over 70kHz to 110Khz. So how to chose the correct frequency axes.

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