Ivar KJELBERG
COMSOL Multiphysics(r) fan, retired, former "Senior Expert" at CSEM SA (CH)
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Posted:
1 decade ago
2012年12月20日 GMT-5 13:55
Hi
A complex eigenfrequency , for me, means also dephasing, so one need to take the norm for the frequency or transfor it into a phasor amplitude and phase
--
Good luck
Ivar
Hi
A complex eigenfrequency , for me, means also dephasing, so one need to take the norm for the frequency or transfor it into a phasor amplitude and phase
--
Good luck
Ivar
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Posted:
1 decade ago
2012年12月20日 GMT-5 14:46
Thanks Ivar,
I understand the meaning of a complex eigenfrequency, my problem is simply that I ask for 1 eigenfrequency, yet comsol insists on giving me 2 eigenfrequencies, which is a problem for me. I don't know why comsol is doing this, but there is another solution to the problem. Let me phrase it this way:
Right now I have a probe that is set to probe the expression "emw.omega" (see attached screenshot), however, comsol solves for multiple eigenfrequencies, so it is finding several emw.omega values. If I probe emw.omega, it only probes the most recent emw.omega (ex. if I solve for 6 eigenfreq, it will output the 6th eigenfreq). In previous versions of comsol, if you wanted to probe say the 3rd eigenfrequency, you would simply probe "emw.omega(3)". Comsol 4.3a rejects this, so my question is, do you know how to tell the probe which solution to observe?
Thanks,
Chris
Thanks Ivar,
I understand the meaning of a complex eigenfrequency, my problem is simply that I ask for 1 eigenfrequency, yet comsol insists on giving me 2 eigenfrequencies, which is a problem for me. I don't know why comsol is doing this, but there is another solution to the problem. Let me phrase it this way:
Right now I have a probe that is set to probe the expression "emw.omega" (see attached screenshot), however, comsol solves for multiple eigenfrequencies, so it is finding several emw.omega values. If I probe emw.omega, it only probes the most recent emw.omega (ex. if I solve for 6 eigenfreq, it will output the 6th eigenfreq). In previous versions of comsol, if you wanted to probe say the 3rd eigenfrequency, you would simply probe "emw.omega(3)". Comsol 4.3a rejects this, so my question is, do you know how to tell the probe which solution to observe?
Thanks,
Chris
Ivar KJELBERG
COMSOL Multiphysics(r) fan, retired, former "Senior Expert" at CSEM SA (CH)
Please login with a confirmed email address before reporting spam
Posted:
1 decade ago
2012年12月20日 GMT-5 15:13
Hi
have you tries with the with(3,...) operator ? (you also have the at() for time series) there are many new operators in v4.3a, check the help on "operators". This might give you the solution. I do not know why you getr several modes, the best is to ask support for such things ;)
--
Good luck
Ivar
Hi
have you tries with the with(3,...) operator ? (you also have the at() for time series) there are many new operators in v4.3a, check the help on "operators". This might give you the solution. I do not know why you getr several modes, the best is to ask support for such things ;)
--
Good luck
Ivar
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Posted:
1 decade ago
2013年12月13日 GMT-5 12:14
Hi, I meet a similar problem. In my optimization process, I would like to maximize one cavity mode's quality factor. But since there is a neighbor mode has higher quality factor. Comsol always optimizes the neighbor mode instead of the one I desired. I also tried to limit the number of eigenfrequency solved for(down to 1), to exclude that neighbor mode. But the situation is Comsol always give me solutions more than I want, making my optimization process failed. Could you tell me how you solved that problem later? Thank you.
Best,
Xingsheng
Hi, I meet a similar problem. In my optimization process, I would like to maximize one cavity mode's quality factor. But since there is a neighbor mode has higher quality factor. Comsol always optimizes the neighbor mode instead of the one I desired. I also tried to limit the number of eigenfrequency solved for(down to 1), to exclude that neighbor mode. But the situation is Comsol always give me solutions more than I want, making my optimization process failed. Could you tell me how you solved that problem later? Thank you.
Best,
Xingsheng
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Posted:
10 years ago
2015年2月27日 GMT-5 08:28
Hi, I meet a similar problem. In my optimization process, I would like to maximize one cavity mode's quality factor. But since there is a neighbor mode has higher quality factor. Comsol always optimizes the neighbor mode instead of the one I desired. I also tried to limit the number of eigenfrequency solved for(down to 1), to exclude that neighbor mode. But the situation is Comsol always give me solutions more than I want, making my optimization process failed. Could you tell me how you solved that problem later? Thank you.
Best,
Xingsheng
Dear Xingsheng,
I also have a similar problem. Did you solve your problem?
I am trying to optimize the geometry o my structure in eigenfrequencies analysis to maximize the Q factor.
But like you, some junk neibour modes have higher quality factor and I don't want them. I found a probe result (integration of displacement on one of my surface) that can discriminate the good mode from the junk mode.
Do you know how to implement this displacement criteria in my optimization by any chance?
I use strucutral mechancis and eigenfrequency analysis.
Thanks
Pierre
[QUOTE]
Hi, I meet a similar problem. In my optimization process, I would like to maximize one cavity mode's quality factor. But since there is a neighbor mode has higher quality factor. Comsol always optimizes the neighbor mode instead of the one I desired. I also tried to limit the number of eigenfrequency solved for(down to 1), to exclude that neighbor mode. But the situation is Comsol always give me solutions more than I want, making my optimization process failed. Could you tell me how you solved that problem later? Thank you.
Best,
Xingsheng
[/QUOTE]
Dear Xingsheng,
I also have a similar problem. Did you solve your problem?
I am trying to optimize the geometry o my structure in eigenfrequencies analysis to maximize the Q factor.
But like you, some junk neibour modes have higher quality factor and I don't want them. I found a probe result (integration of displacement on one of my surface) that can discriminate the good mode from the junk mode.
Do you know how to implement this displacement criteria in my optimization by any chance?
I use strucutral mechancis and eigenfrequency analysis.
Thanks
Pierre
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Posted:
9 years ago
2015年6月24日 GMT-4 18:31
Comsol gives additional eigen-frequencies when there is no extra computational effort by the solver.
Comsol gives additional eigen-frequencies when there is no extra computational effort by the solver.