The characteristic mode theory of the filed penetration into a cylindrical waveguide through rectangular aperture, TM case

K. Kabalan, A. El-Hajj, F. Elias
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Abstract

The problem of aperture in conducting media has been widely considered in the literature. This problem addresses the case of an electromagnetic wave incident on a structure of conducting material segmenting space into two or more regions coupled through one or more aperture in the walls of the conductor. The purpose would be to compute the electromagnetic field everywhere in space due to the incident wave. The method of characteristic modes has been successfully used to solve this problem for several configurations for the conducting structure and aperture shape. This paper uses this method to solve the aperture problem for a cylindrical conducting guide coupled to open half space through a rectangular aperture. The theory offiled computation at both sides of the apertures are determined as a function of the aperture and cylinder dimensions.
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本文讨论了通过矩形孔径穿透圆柱波导的特性模理论
导电介质中的孔径问题在文献中得到了广泛的研究。这个问题解决了电磁波入射到导电材料结构上的情况,该结构将空间分割成两个或多个区域,通过导体壁上的一个或多个孔耦合。其目的是计算由于入射波而在空间各处产生的电磁场。特征模态的方法已经成功地解决了几种不同的导电结构和孔径形状的问题。本文用该方法求解了通过矩形孔径耦合开半空间的圆柱形导管的孔径问题。孔径两侧的理论计算确定为孔径和柱面尺寸的函数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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