编织电缆表面传递阻抗的预测模型

L. Hoeft
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引用次数: 10

摘要

建立了非优化编织电缆表面传递阻抗的预测模型。这个模型是建立在理论基础上的,并得到了大量测量结果的支持。将编织电缆的传输阻抗建模为传输电阻和传输互感之和。后者产生频率相关项。传输电阻与电缆直径成反比。转移互感最好是与直径无关的模型。最坏情况下的电缆复编织模型考虑了多层编织。因此,表面转移阻抗可以表示为转移电阻R和互感M-jg的总和。对于第一个近似,转移电阻由编织中的金属量决定。这可以用公式3来计算
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Model for Predicting the Surface Transfer Impedance of Braided Cable
A model for predicting the surface transfer impedance of non-optimized braided cables has been developed. This model is based on theory and is supported by extensive measurements. The transfer impedance of a braided cable is modeled as the sum of a transfer resistance and a transfer mutual inductance. The latter gives rise to a frequency dependent term. The transfer resistance is inversely proportional to cable diameter. The transfer mutual inductance is best modeled as being independent of diameter. A worst case cable overbraid model accounts for multiple layers of braid. Thus, the surface transfer impedance can be repre­ sented as the sum of a transfer resistance R, and a mutual inductance M-jg• To a first approximation, the transfer resist­ ance is determined by the amount of metal in the braid. This can be calculated using Equation 3
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