The Method of Modal Parameters for the Wire Segments With Symmetrical Geometry and Singularity Expansion Method

IF 0.9 Q4 ENGINEERING, ELECTRICAL & ELECTRONIC
Sergey V. Tkachenko;Felix Middelstaedt;Ralf Vick
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引用次数: 2

Abstract

The previously developed Method of Modal Parameters (MoMP) was applied to calculate the Singularity Expansion Method (SEM) poles of the single and double wire segments with symmetrical geometry: straight wire, circular wire and helix wire, which are important for EMC practice. The symmetry leads to the simplification of the corresponding formulas for matrix elements and allows to obtain SEM poles of the first, second and third layers, which correspond both to the known analytical results and numerical data. Moreover, for the first layer of the poles one can use a simplified variant of the method taking into account only diagonal elements of the p.u.l. impedance matrix.
对称几何线段的模态参数法和奇异展开法
应用先前开发的模态参数法(MoMP)计算了具有对称几何形状的单线和双线段(直线、圆线和螺旋线)的奇异展开法(SEM)极点,这对EMC实践很重要。对称性导致矩阵元素的相应公式的简化,并允许获得第一层、第二层和第三层的SEM极点,其对应于已知的分析结果和数值数据。此外,对于极的第一层,可以使用该方法的简化变体,只考虑p.u.l.阻抗矩阵的对角元素。
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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