Interpolated phase data will not unwrap

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I would like to unwrap some phase data after it is interpolated, but it's not working.
The results of this plot should look similar, but they don't.
freqHz = [20.51 21.97 23.44 24.9 26.37 27.83 29.3 30.76 32.23 33.69 35.16 36.62 38.09 39.55 41.02 42.48 43.95 45.41 46.88 48.34 49.8 51.27 52.73 54.2 55.66 57.13 58.59 60.06 61.52 62.99];
phaseDeg = [142.97 120.69 90.32 67.07 50.38 28.25 5.72 -15.26 -29.47 -49.75 -68.85 -93.73 -119.85 -136.02 -145.41 -161.94 -179.65 174 155.32 132.26 112.73 94.44 78.02 64.64 58.87 62.91 66.56 51.86 41.99 36.01];
freqHzTarget = [20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50];
phaseDegInterpolated = interp1(phaseDeg, freqHz, freqHzTarget);
phaseDegUnwrapped = unwrap(deg2rad(phaseDeg));
phaseDegInterpolatedUnwrapped = unwrap(deg2rad(phaseDegInterpolated));
semilogx(freqHz, phaseDegUnwrapped, freqHzTarget, phaseDegInterpolatedUnwrapped)

Accepted Answer

Star Strider
Star Strider on 10 Feb 2022
The arguments to the interp1 call are incorrect. The first two should be reversed, since the interpolation is over frequency.
Try this —
freqHz = [20.51 21.97 23.44 24.9 26.37 27.83 29.3 30.76 32.23 33.69 35.16 36.62 38.09 39.55 41.02 42.48 43.95 45.41 46.88 48.34 49.8 51.27 52.73 54.2 55.66 57.13 58.59 60.06 61.52 62.99];
phaseDeg = [142.97 120.69 90.32 67.07 50.38 28.25 5.72 -15.26 -29.47 -49.75 -68.85 -93.73 -119.85 -136.02 -145.41 -161.94 -179.65 174 155.32 132.26 112.73 94.44 78.02 64.64 58.87 62.91 66.56 51.86 41.99 36.01];
freqHzTarget = [20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50];
% phaseDegInterpolated = interp1(phaseDeg, freqHz, freqHzTarget); % Original
phaseDegInterpolated = interp1(freqHz, phaseDeg, freqHzTarget); % Corrected
phaseDegUnwrapped = unwrap(deg2rad(phaseDeg));
phaseDegInterpolatedUnwrapped = unwrap(deg2rad(phaseDegInterpolated));
figure
semilogx(freqHz, phaseDegUnwrapped, freqHzTarget, phaseDegInterpolatedUnwrapped)
This appears to be the desired result!
.
  3 Comments
Nathan Lively
Nathan Lively on 10 Feb 2022
Oh, I remember why I switched the variables in interp1. Because it throws this error: Sample points must be unique.
I don't want to run the unique function on it because I need all of the values. It's totally normal for some neighbors to be the same value. ¯\_(ツ)_/¯
Star Strider
Star Strider on 10 Feb 2022
As always, my pleasure!
Thank you!
‘Maybe it is actually better to unwrap before interpolation.
I agree. That would remove the ‘spike’ discontinuity, since nothing like it is present in the original vector.
..

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