Abstract
The problem of scattering of a plane electromagnetic wave by a perfectly conducting cylinder is considered. The cross-section of the cylinder is formed by straight lines and circular arcs. The problem is solved by the hybrid method combining the eigenfunction method, the method of successive diffractions, and the equivalence principle. The calculation results obtained by the hybrid method, the method of moments, and the Huygens—Fresnel—Kirchhoff method are compared.
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