I have a butterworth filter in MATLAB:

[B, A] = butter( 2, 3000/16000*2, 'high' );

I plot it in two ways:

  • using freqz:

    [h,w] = freqz(B,A,8000);

  • and using fvtool:

    h = fvtool(B,A);
    h.Analysis = 'phase';
    h.Fs = 16000;
    h.FrequencyRange='[-Fs/2, Fs/2)';

First plot gives me linear phase, and second one not.

Why do I get different plots?

  • $\begingroup$ plot(w) only plots the frequencies while h is the response. Same mistake as in your previous question. $\endgroup$ – msm Mar 28 '17 at 7:11
  • $\begingroup$ yes, goti it, thanks. w are only x-axis frequencies, phase needs to be calculated from the complex amplitudes. thanks. $\endgroup$ – Danijel Mar 28 '17 at 7:30

Citing the help output of freqz:

[H,W] = freqz(B,A,N) returns the N-point complex frequency response
vector H and the N-point frequency vector W in radians/sample of
the filter.

So, your output is not amplitude and phase, but (complex) transfer function and frequency. Hence, to plot the phase using freqz you need to use

plt(w, angle(h));
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