Evaluation of sommerfeld integrals using contour deformation paths for nano and microstrip antenna applications

K. Durbhakula, Ahmed M. Hassan, D. Chatterjee, M. Kluskens
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引用次数: 1

Abstract

A quantitative comparison is carried out between various transformations for evaluating the finite region of Sommerfeld Integral (SI). These transformations deform the integration path into upper half plane (u.h.p) and avoids location of pole singularities. Results are shown for the case of Horizontal Electric Dipole (HED) located in the superstate of a two-layer microstrip configuration backed by a perfect electric conductor (PEC). Comparisons suggests that the semi-elliptic contour for finite part of SI, and the weighted averages method (WAM) for SI tail is the best approach for small and large lateral electrical separation (ρ/λ).
利用轮廓变形路径评估纳米和微带天线的sommerfeld积分
对计算索默菲尔德积分有限域的各种变换进行了定量比较。这些变换将积分路径变形为上半平面,避免了极点奇异点的定位。结果表明,水平电偶极子(HED)位于由完美电导体(PEC)支撑的两层微带结构的超态中。比较表明,对于有限部分的SI,采用半椭圆轮廓,而对于SI尾部,采用加权平均法(WAM)是较小和较大横向电分离(ρ/λ)的最佳方法。
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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