Cavity simulation on matlab with spatially dependent phase

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SUMMARY

This discussion focuses on the need for MATLAB simulations that analyze optical cavities, specifically regarding the impact of spatially dependent phase on cavity transverse modes. Users have pointed to the "basic paraxial optics toolkit" available on MATLAB's File Exchange as a potentially useful resource, although there are concerns about its usability for simulating the introduction of spatially dependent phase between mirrors. The conversation highlights a gap in readily available code for this specific application in optical cavity analysis.

PREREQUISITES
  • Familiarity with MATLAB programming and its environment
  • Understanding of optical cavity theory and transverse modes
  • Knowledge of spatially dependent phase concepts in optics
  • Experience with MATLAB's File Exchange and available toolkits
NEXT STEPS
  • Research "basic paraxial optics toolkit" on MATLAB's File Exchange for relevant code examples
  • Explore MATLAB documentation on simulating optical cavities and transverse modes
  • Investigate methods for implementing spatially dependent phase in optical simulations
  • Look into community forums or groups focused on optical simulations in MATLAB for shared resources
USEFUL FOR

Researchers, optical engineers, and MATLAB users interested in simulating optical cavities and analyzing the effects of spatially dependent phase on cavity dynamics.

hangainlover
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Hello there,

I have been searching for MATLAB simulations that analyze optical cavities and there are some useful codes.

Yet, I haven't found codes that analyze what happens to cavit transverse modes if spatially dependent phase is introduced between mirrors

Does anybody know if there is a shared MATLAB code for this purpose?

Thanks.
 
Physics news on Phys.org
have you checked Matlab's open file exchange?
 
"basic paraxial optics toolkit' seems very useful but its either my lack of knowledge or the way it is designed but I am not sure how to simulate introducing spatially dependent phase between cavity mirrors.
 

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