I'm currently at a loss for why my code seems to not be working. I'm doing a sine sweep on a filter to calculate its freq and phase response. The frequency response checks out, however the phase response doesn't look right when compared to MATLABs freqz function. Plus since I know the filter is a comb, I can tell its wrong as well.
Here's what I've got so far.
% Filter Coefficients b = [1]; a = [1, 0, 0, 0, 0, 0, 0, 0, 0, -0.96]; % sweep is my sine wave that goes from 0->fs/2 filtered_sweep = filter(b, a, sweep); % This section correctly Grabs and plots the Freq Response fft_sweep = fft(filtered_sweep); freq_response = abs(fft_sweep); freq_response = 20*log10(freq_response/1); % Convert to dB scale freq_response = freq_response(1:end/2); % Cut to pi fs/2 figure; plot(freq_response); And Now here is where I try and get the Phase two different ways with the same wrong result. From what I understand to get the phase you just need the angle of the complex values. In MATLAB I thought angle() should work, but just to be safe I tried to manually compute the angle myself using atan with the imag and real components.
% Pre Allocate Vector % Manual Angle Extraction without using Angle() phase = zeros(1, length(fft_sweep)); for i=1:length(fft_sweep) phase(i) = atan2(imag(fft_sweep(i)), real(fft_sweep(i))); end % Using angle() phase_response = angle(fft_sweep); phase_response = phase_response(1:end/2); figure; plot(unwrap(phase_response)); grid on; Both methods give the same incorrect phase response. Any help would be appreciated.
