材料半空间附近导体的细线近似的有效性

G. Bridges, L. Shafai
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引用次数: 8

摘要

给出了材料半空间附近导体细线近似有效性的数值结果。确定了在有耗平面界面附近圆柱形导体支撑的离散特征模的传播常数和相关的电流分布。仍然假设有轴向电流,但在公式中考虑了任意的方位分布。利用索默菲尔德型积分将有损界面的影响纳入格林函数。即使δ /a>时,细线近似也可用于计算场。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Validity of the thin-wire approximation for conductors near a material half-space
Numerical results concerning the validity of the thin-wire approximation for conductors near a material half-space are presented. The propagation constants and associated current distributions for the discrete characteristic modes supported by cylindrical conductors located near a lossy planar interface are determined. An axially directed current is still assumed, but an arbitrary azimuthal distribution is taken into account in the formulation. The effect of the lossy interface is incorporated in the Green's function using a Sommerfeld-type integral. The thin-wire approximation is shown to be acceptable for calculating the fields even when Delta /a<1 as long as the observation point is not directly under the conductor.<>
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