Planewave scattering on metal wedge problem

AI Thread Summary
The discussion focuses on solving the scattering of a plane wave incident on a metal wedge, specifically with the wave traveling in the z-direction and the wedge angle α formed in the x-z plane. The user seeks an analytical solution and is particularly interested in the coupling of the incident wave to surface waves. A reference to Balanis' "Advanced Engineering Electromagnetics" is provided, which addresses scattering and diffraction by a wedge. The user expresses gratitude for the reference and intends to explore it further. The conversation highlights the complexity of the problem and the need for academic resources.
tomas1
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Hi, I need help with following problem: I need to solve scattering of the planewave incident on the metal wedge. Let's say that wave travels in $z$ direction. Angle of wedge is $\alpha$, it is formed in $x-z$ plane. Wedge is infinite in $y$ direction (metal corner, if $\alpha = \pi / 2$, it will fill quarter space). Wave propagates along wedge angle axis. I need analytical solution. I'd like to know what modes are
participating in scattering (namely I'm interested in possible coupling of incident wave to surface waves). I know that solution is more complicated, but I will appreciate any references to books or papers, where this problem is described.
Thank you
 
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Balanis' "Advanced Engineering Electromagnetics" covers the problem of scattering and diffraction by a wedge.
 
Born2bwire said:
Balanis' "Advanced Engineering Electromagnetics" covers the problem of scattering and diffraction by a wedge.

Thank you, I will take a look at it.
 
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