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An Analytical Solution of the Electric Field Excited by a Vertical Electric Dipole Above a Lossy Half-Space: From Radio to Microwave Frequencies

机译:垂直电气偶极于损失的半空间上方激发的电场的分析解:从无线电到微波频率

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摘要

In this article, an analytical solution of the electromagnetic radiation from a vertical electric dipole (VED) above a lossy half-space is proposed. The expression for the traditional solution is associated with the Sommerfeld-type integral, which is difficult to evaluate due to its highly oscillating and slowly decaying integrand. The solution for the intermediate Hertz potential is decomposed into two integrals and a rigorous closed-form solution in the near and far-field regions are presented for each term. Then, the scattered electric-field components are calculated from the intermediate Hertz potential. A numerical evaluation of the solution for different lossy half-spaces, such as seawater, wet earth, dry earth, and lake water, validates the accuracy of the proposed solution at various frequencies, from radio to microwave frequencies, as well as different distances from the antenna in the near and far-field regions.
机译:在本文中,提出了从垂直电偶极子(VEE)上方的垂直电偶极子(VEE)的分析解决方案。传统解决方案的表达与Sommerfeld型积分相关联,这难以通过其高度振荡和缓慢腐烂的整体来评估。中间赫兹电位的解决方案分解成两个积分,并且每个术语呈现近乎和远场区域中的严格闭合溶液。然后,从中间赫兹电位计算散射的电场分量。不同损耗半场的解决方案的数值评估,例如海水,湿地,干地球和湖水,验证了各种频率的提出的解决方案的准确性,从无线电到微波频率,以及不同的距离近乎和远场区域的天线。

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