An Overview of Problems Associated With the Design of Electromagnetic Shields

G. Kunkel
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Abstract

A significant number of papers have been written with regard to the shielding of electromagnetic waves. These papers typically start with a simplified overview of the propogation of electromagnetic waves from a dipole antenna and then launch into a detailed mathe­ matical treatise associated with a specific problem related to shielding. More often than not, the problem is one of obtaining a specific level of shielding given specific barrier materials and/or configuration. The paper will outline the basic problem, de­ velops the mathematical model used to predict the shielding and then verifies the results with test data. The necessity of verifying the test results dictates that the assump­ tions used in the mathematical model can be reproduced exactly in the test configuration. This, in turn, necessitates the use of well definable mathematical models simulating the test configurations. The basic mathematical models used by industry to predict the level of shielding of a given barrier emulates the assumptions used by the authors presenting the papers on shielding. That is, they deal with radiated fields propogated from radiators in which the properties of the wave are known, and the shield is of a homogeneous material that can be considered infinite in size with regard to the specific design under consideration.
电磁屏蔽设计相关问题综述
关于电磁波的屏蔽已经写了相当多的论文。这些论文通常从简单概述电磁波从偶极子天线传播开始,然后进入与屏蔽相关的具体问题相关的详细数学论文。通常情况下,问题是在给定特定屏障材料和/或结构的情况下获得特定水平的屏蔽。本文将概述基本问题,建立用于预测屏蔽的数学模型,并用试验数据对结果进行验证。验证试验结果的必要性决定了数学模型中使用的假设可以在试验配置中精确地再现。这反过来又需要使用可定义的数学模型来模拟测试配置。工业上用来预测给定屏障屏蔽水平的基本数学模型模拟了提出屏蔽论文的作者所使用的假设。也就是说,它们处理从辐射体传播的辐射场,其中波的性质是已知的,并且屏蔽是一种均匀的材料,考虑到所考虑的具体设计,可以认为它的尺寸是无限的。
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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