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Calculation of Overlap Integral between three modes at different wavelengths

Posted 2023年3月21日 GMT-4 03:11 Wave Optics Version 5.5 3 Replies

SNSPD
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Is there any way to calculate the overlap integral between different modes calculated at different wavelengths in COMSOL? I tried to extract the field values to an excel file but I am getting the field value at different (x,y) points for each mode. Is there any way to calculate that integral within the COMSOL itself without extracting the field to any excel or Matlab file?

3 Replies Last Post 2023年4月12日 GMT-4 02:31
Jeff Hiller COMSOL Employee

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Posted: 2 years ago 2023年3月21日 GMT-4 14:56

Hello SNSPD,

Perhaps this old post might help?

Best,

Jeff

-------------------
Jeff Hiller
Hello SNSPD, Perhaps [this old post](https://www.comsol.com/forum/thread/39139/evaluate-expression-for-different-specific-solutions?last=2013-10-04T14:14:41Z) might help? Best, Jeff
Dave Greve
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Posted: 2 years ago 2023年3月22日 GMT-4 12:03

Jeff has provided a pointer to a method that obtains access to various solutions. The next step is to perform a (surface or volume) integration under Results > Derived Values of the product of two with() evaluations.

I seem to remember someone doing this who was trying to evaluate how closely orthogonal two eigenmode solutions were??

Jeff has provided a pointer to a method that obtains access to various solutions. The next step is to perform a (surface or volume) integration under Results > Derived Values of the product of two with() evaluations. I seem to remember someone doing this who was trying to evaluate how closely orthogonal two eigenmode solutions were??
SNSPD
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Posted: 2 years ago 2023年4月12日 GMT-4 02:31

Thank you both of you for your responses. Both of the responses were very helpful. Now, I want to normalize this integral. I want if all the three modes are same then the overlap integral between the same modes should give me value 1. Any idea how to do this? I have tried multiple formulas. I was able to do it for two modes but could not do for three modes.

Thank you both of you for your responses. Both of the responses were very helpful. Now, I want to normalize this integral. I want if all the three modes are same then the overlap integral between the same modes should give me value 1. Any idea how to do this? I have tried multiple formulas. I was able to do it for two modes but could not do for three modes.

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