Is it possible to make a manual Nyquist plot using polar(theta,rho)
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Hello,
I am trying to create a manual Nyquist plot in MATLAB. I am aware of the nyquist() function but I want to create my own plot. I have a control system whose magnitude and phase angle are defined as:
I know there is a polar(theta, rho) function so I'm trying to use that. When I type the following in for rho (the magnitude), I get an error.
rho=2500/(sqrt(w^6+2525*w^4+62500*w^2))
Inputs must be a scalar and a square matrix.
So then I tried:
rho=2500/(sqrt(w.^6+2525*w.^4+62500*w.^2))
Matrix dimensions must agree.
Basically, what I want to do is use polar(theta,rho) to plot the points of L(jw) from w = 0 to w = infinity (or a large number) in steps of 0.01.
Is there an easier way to do this?
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Risposte (2)
Craig Cowled
il 15 Giu 2013
Jeffrey, I usually keep my data in one complex vector rather than having two vectors (i.e., mag & phase). Then it's a simple thing to plot ...
plot(real(y), imag(y))
It should be fairly straightforward to convert your mag and phase vectors into one complex vector.
Never have used the polar plot function, but I think you should have a look at the length of your mag and phase vectors. Your error message looks like it is telling you that they have different lengths.
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Jeffrey
il 15 Giu 2013
1 Commento
Craig Cowled
il 17 Giu 2013
Jeffrey, that plot actually does look like a Nyquist plot to me. Perhaps you need to look at a narrower frequency band rather than plotting the entire length of your vector. Just focus on the frequency range of interest.
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