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Negative port impedance
Posted 2012年10月26日 GMT-4 12:35 RF & Microwave Engineering, Modeling Tools & Definitions, Parameters, Variables, & Functions, Results & Visualization Version 4.3 9 Replies
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Hi All,
I am currently doing some antenna modeling. The antenna is excited by a 50 Ohm coaxial port. I get reasonable S11 results at resonance but the lumped port impedance is negative e.g. -5 Ohms. This doesn't comply with the S11 value and how can a port impedance become negative at all?
Meshing?
Cheers
Edgar
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I used the global result emw.Zport_1. And things get even stranger when I look at the complex components. Here is what I sent to COMSOL support as well:
It looks like emw.Zport_1 actually returns a (wrong) real part only. One example at a specific frequency:
emw.Zport_1 = -10 Ohm
real(emw.Zport_1) = -10 Ohm
imag(emw.Zport_1) = +15 Ohm
emw.Zport_1 should be sqrt(real^2 + imag^2) = sqrt((-10)^2 + 15^2) = 18.02
Surprisingly the results are the same when I calculate the impedance and its complex components form emw.Vport_1 / emw.Iport_1.
According to the definition the absolute value of the imdedance cannot be negative and I always presumed that emw.Zport is defined as the absolute value of the impedance. I assume this is a bug in COMSOL.
I attach the impedance plot. Please note that the blue and the green line are on top of each other.
I appreciate your input.
Best regards
Edgar
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Now, that doesn't address your question about the negative value of the real part of the impedance. Perhaps someone else here on this forum can speak to that?
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yes I also learned that impedance returns the real part only, and you are right, that this is indeed how complex values are treated in the post processing. I was proabably looking at it from a too practical point of view.
So this is not really a problem since we can use the abs(), real() and imag() operators.
What still drives me nuts is the negative real impedance. I also addressed this to COMSOL support. And I hope I can find some time to cross-check that in a simple model like a dipole.
Cheers
Edgar
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Now the model and measurements are in good agreement.
Cheers
Edgar
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I'm experiencing the same problem simulating an Alderman-Grant-resonator at ~2.3GHz.
The imaginary part of the frequency-dependent impedance behaves as expected. The real part gives a symmetric peak, as expected, but with negative sign. Correspondingly, the S11 parameter shows a peak with positive values.
Could you tell me where to find that phase setting that solved the problem in your case?
Best regards,
Oliver
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In my case the problem was that the 'solution at phase angle' was set to 90° in some of the solutions. Setting it to the default value 0 resolved the problem.
Cheers and HNY
Edgar
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Regards,
Mantas
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