Screening effect of a thin conducting plane shield under quasi-stationary conditions

W. Machczyński
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引用次数: 0

Abstract

Many theoretical approaches have been made in order to find simple solution for the quasistationary electromagnetic field of a horizontal conductor over a semiinfinite conducting solid. The solution is not however satisfactory in case of conductors located in the vicinity of a conducting plate of finite thickness. The paper presents an approach to EMI problems for conductors located parallel to the conducting plane shield of small thickness comparable with the depth of penetration of the electromagnetic wave at the frequency of 50 Hz. Results of the analysis can be applied to calculating screening effects of conducting walls and housings. The considerations presented are based on assumptions that the permeability of the steel plate is constant, the radius of the conductor is small compared with the height of the conductor above the plate and that the system examined is infinitely long in direction of the conductor. The exemplary calculation is presented in the paper
准平稳条件下薄导电平面屏蔽的屏蔽效应
为了找到半无限大导电固体上水平导体的准稳态电磁场的简单解,人们采用了许多理论方法。然而,对于导体位于有限厚度的导电板附近的情况,该解并不令人满意。本文提出了一种求解与50hz频率下电磁波穿透深度相当的小厚度导体平行于导电平面屏蔽层的电磁干扰问题的方法。分析结果可用于计算导电墙和外壳的屏蔽效果。所提出的考虑是基于以下假设:钢板的渗透率是恒定的,导体的半径与导体在钢板上的高度相比是小的,并且所检查的系统在导体的方向上是无限长的。文中给出了算例
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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