Transient Shielding of Conducting Screens

M. Ehrich, G. Mrozynski
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引用次数: 1

Abstract

In the literature the magnetic shielding effect of a screen has been u s u a l ­ ly treated in a simplified manner. In this paper, however, we show that the problem is more complicated. The object of investiga­ tion consists of a perturbing and a pertur­ bed line, both separated by a conducting screen, where the perturbing line carries an impressed current while the perturbed line is used to connect a load with a source of impressed voltage. The eddy currents in­ duced by the two lines in the screen as well as in the perturbed line depend on the load and on the geometry of the shielding system. For the description of the transient shield­ ing problem we use an integral equation, where the domain of integration extends over the cross-sections of the screen and of the perturbed line. The investigation of the system's shielding properties requires a solution to the eigenvalue problem of the integral equation which leads to a non-line­ ar matrix eigenvalue problem. In the case of alternating currents we replace the shielding system by an equivalent network model having frequency-dependent components. The paper contains the derivation of the general theory. Its results can be directly applied to the. treatment of special screens.
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导电屏的瞬态屏蔽
文献中对筛网的磁屏蔽效应进行了简单的分析。然而,在本文中,我们表明这个问题要复杂得多。研究的对象包括一条摄动线和一条摄动床线,两者由导电屏隔开,其中摄动线携带外加电流,而摄动线用于连接负载和外加电压源。屏内两条线以及扰动线所产生的涡流取决于负载和屏蔽系统的几何形状。对于瞬态屏蔽问题的描述,我们使用积分方程,其中积分域扩展到屏蔽和扰动线的横截面上。研究系统的屏蔽特性需要求解积分方程的特征值问题,从而得到非线性ar矩阵的特征值问题。在交流电的情况下,我们用具有频率相关分量的等效网络模型代替屏蔽系统。本文包含了一般理论的推导。其结果可直接应用于。特殊屏幕的处理。
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