Unwrap with tolerance other than default (=pi)
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pSchi
el 22 de Mzo. de 2017
Comentada: Bryan Wingert
el 16 de Jul. de 2024 a las 20:54
I encountered a problem with the Matlab function “unwrap” when I tried to unwrap the phase of a signal with a jump tolerance other than pi. I used the following phase for testing the behavior of the “unwrap” function:
phs = [0.1, 0.2, 0.3, 0.4, 0.4+pi-0.1, 0.4+pi-0.05, 0.4+pi-0.01];
There is a jump in the phase angle between elements four and five that is smaller than pi. I then tried to eliminate this jump using the “unwrap” function and the tolerance pi/2:
phs = unwrap(phs, pi/2);
The phs vector didn’t change. It also didn’t change by using any other value for the tolerance. Shouldn’t it eliminate the jump by adding +/- 2pi or by adding +/- pi/2?
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Bryan Wingert
el 16 de Jul. de 2024 a las 20:54
I know I'm resurrecting a dead thread, but this aspect of the unwrap function frustrated me. See this answer for an explanation of why this hack works, and how to adapt it.
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David Goodmanson
el 25 de Mzo. de 2017
Hello pSchi, from 'doc unwrap':
Note A jump tolerance less than π has the same effect as a tolerance of π. For a tolerance less than π, if a jump is greater than the tolerance but less than π, adding ±2π would result in a jump larger than the existing one, so unwrap chooses the current point. If you want to eliminate jumps that are less than π, try using a finer grid in the domain.
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