厚导电屏环形槽耦合的等效电路

C. Cha
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引用次数: 0

摘要

通过筛网小孔的电磁耦合是许多领域研究人员感兴趣的问题。除非存在TEM模式,否则屏幕的厚度通常会导致透射率的降低。在这种情况下,透射系数是厚度的周期函数,并在一定厚度下表现出共振行为。本文对厚屏环形缝隙进行了分析,并给出了该问题的严格等效电路。利用同轴波导的本征模构造了狭缝区域的函数。由于几何的旋转对称性,这两种类型的算子都可以分解成傅立叶模式序列(相对于方位角)。结果得到了一系列关于未知磁流傅里叶系数的联立方程。其中最重要的是最低阶的积分方程(无^依赖),因为瞬变电磁法模式是主要关注的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Equivalent Circuit for Coupling Through an Annular Slot in a Thick Conducting Screen
The electromagnetic coupling through a small hole in a screen is of interest to investigators in many areas. The thickness of the screen usually causes the reduction of the transmission except when a TEM mode exists. In such a case the transmission coefficient is a periodic function of the thickness and exhibits a resonant behavior at certain thicknesses. This paper presents the analysis for an annular slot in a thick screen and a rigorously derived equivalent circuit for the problem. function for the slot region is constructed using the eigen modes of a coaxial waveguide. Because of the rotational symmetry of the geometry, both types of operators can be decomposed into a sequence of Fourier modes (with respect to the azimuth angle). A sequence of simultaneous equations for the Fourier coefficients of the unknown magnetic currents are the result. The most important of them are the integral equations of the lowest order (no ^-dependence) since the TEM mode is of prime concern.
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