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Wedge-diffraction functions and their use in quasioptics

 

作者: L.Lewin,  

 

期刊: Proceedings of the Institution of Electrical Engineers  (IET Available online 1969)
卷期: Volume 116, issue 1  

页码: 71-76

 

年代: 1969

 

DOI:10.1049/piee.1969.0010

 

出版商: IEE

 

数据来源: IET

 

摘要:

Asymptotic and other formulas are derivedab initiofor the field diffracted by a perfectly conducting wedge when illuminated by a line source. In the transition zone between lit and shadowed regions, the field is decomposed into image and diffraction terms which enable the formulas to be used throughout the region for self-consistent field analyses. The wedge-diffraction functions are finding a growing application in the investigation of electromagnetic problems in which the dimensions are too large for waveguide-mode analysis, but too small for geometric optics to apply. Various formulas are scattered throughout the literature. In this paper, they are derived from first principles and presented in a form in which the areas of use are indicated, and the important transition zone near a shadow boundary is explained in some detail.

 

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