Textbooks that cover plane mirror waveguides

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The discussion centers on finding a suitable textbook for understanding plane mirror waveguides, specifically those formed by two infinite conducting sheets. While Jackson's textbook covers rectangular waveguides and perfectly conducting waveguides, it does not provide a detailed treatment of infinite width waveguides. Users suggest consulting Pozar's "Microwave Engineering" for insights on finite width waveguides and recommend following Jackson's general methods while adapting them to specific boundary conditions for infinite extent. Additionally, exploring cylindrical wave expansions and expressing solutions in terms of complex exponentials and cylindrical waves is advised for addressing the problem effectively.
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Anyone know of an E&M textbook that covers plane mirror waveguides in any reasonable detail?
 
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Doesn't Jackson do this? He covers perfectly conducting waveguides, which are the same thing as mirrors, I believe...
 
I checked Jackson, section 8.2, and he covers rectangular waveguides. However, I'm looking for a treatment of a waveguide consisting of two infinite conducting sheets. Am I looking in the wrong section?

Thanks for your help.
 
Pozar, Microwave Engineering, discusses these (for finite width). See also Jackson problem 8.3.

Not sure of a treatment for infinite width, if that is what you mean.
 
Just follow the general method Jackson describes, but for your own particular boundary conditions (i.e., infinite extent in one direction).

Also, you might try looking up cylindrical wave expansions. I don't know if Jackson covers that. But you should be able to express your answer simply in terms of complex exponentials in the z direction (to satisfy boundary conditions on the plates), and cylindrical waves in the radial direction.
 
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