Application of wavelets in computational electromagnetics

AI Thread Summary
The discussion focuses on a graduate student's exploration of wavelet applications in computational electromagnetics (CEM) for a course project. The student seeks specific application problems in CEM to code and simulate, emphasizing the computational advantages of wavelets over traditional methods like Finite Element Analysis. They express limited knowledge of numerical techniques in CEM and request recommendations for relevant problems and resources. A suggested search link for books on wavelet and spectral methods is provided as a starting point for further research. The student aims to leverage this information to enhance their understanding and application of wavelets in CEM.
akhil123
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Hello everyone,

I am a first year graduate student, wavelets is one of the courses that I am taking presently. As part of the course, I plan to explore application of wavelets in computational electromagnetics (CEM). The idea behind it is to study a few applications where wavelets are used in CEM, code/simulate them and explain their computational advantages over conventional CEM methods like Finite Element,etc. I have a very nominal knowledge of the numerical techniques used in CEM; and time constraints forbid me from exploring or going into depth. Can anybody please suggest a few specific application problems of CEM which I can work on? I understand Maxwell's equations quite well. Also, any references/books/online resources of the suggested application would be extremely helpful to proceed. Thanks a lot for your help.
 
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Try this search:
http://azbookfinder.com/search/s.php?q=Wavelet+and+Spectral+Methods+for+Computational+Electromagnetics

Then pick one of the books listed as your main resource.
 
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