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An efficient analysis of vertical dipole antennas above a lossy half-space.

机译:对有损半空间上方的垂直偶极天线的有效分析。

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摘要

The electromagnetic modeling of radiation by vertical dipole antennas above a lossy half-space has become an important subject due to many applications where these dipoles are involved. The modeling often encounters Sommerfeld-type integrals that are normally highly oscillatory with poor convergence. Recently, an efficient computation of the electric field radiated by an infinitesimal electric dipole above a lossy half-space has been reported, in which the Sommerfeld-type integrals are reduced to rapidly-converging integrals. Taking advantage of such efficiently-calculated electric field and using it as the Green's function, in this thesis, an electric field integral equation (EFIE) is formulated for the analysis of a vertical dipole antenna above a lossy half-space. Then, the EFIE is solved numerically employing the Method of Moments (MoM). Sample numerical results are presented and discussed for the current distribution as well as the input impedance and radiation pattern of a vertical thin-wire antenna above a lossy half-space. First, the EFIE solutions of the current distribution on an antenna in free space are compared with that obtained using a traditional approach of solving the Pocklington's equation, and a good agreement is observed. Then, the current distributions on an antenna above a lossy half-space of various conductivities are compared with that for the antenna above a PEC plane. The comparison illustrates that as the conductivity increases, the current distribution gradually approach to, and finally match that for the antenna above a PEC plane, as one would expect. Data of the current distributed on an antenna above a lossy half-space at different heights show that for an antenna close to the media interface separating two half-spaces, the lower half-space can significantly affect the current distribution on the antenna and its input impedance. But as the antenna is located farther apart from the media interface, the influence of the lower half-space would become weaker and weaker, and eventually negligible. The radiation patterns of an antenna above a very lossy half-space and that for an antenna at different heights above a lossy half-space are also presented. They exhibit properties as expected and similar to that documented in literature for infinitesimal vertical dipoles above a lossy half-space.
机译:由于涉及这些偶极子的许多应用,在有损半空间上方的垂直偶极子天线的辐射电磁建模已成为重要课题。建模时经常会遇到Sommerfeld型积分,该积分通常会高度振荡且收敛性较差。近来,已经报道了对有损半空间上方的无穷小电偶极子所辐射的电场的有效计算,其中将Sommerfeld型积分减小为快速收敛的积分。本文利用这种有效计算的电场并将其用作格林函数,建立了电场积分方程(EFIE),用于分析有损半空间上方的垂直偶极天线。然后,使用矩量法(MoM)数值求解EFIE。给出并讨论了有损半空间上方垂直细线天线的电流分布以及输入阻抗和辐射方向图的示例数值结果。首先,将自由空间中天线电流分布的EFIE解与使用传统方法求解Pocklington方程所获得的解进行比较,并观察到良好的一致性。然后,将各种电导率的有损耗半空间上方的天线上的电流分布与PEC平面上方的天线上的电流分布进行比较。比较表明,随着电导率的增加,电流分布逐渐接近并最终与PEC平面上方的天线相匹配,正如人们所期望的那样。在不同高度的有损耗半空间上方的天线上分配的电流数据表明,对于靠近分隔两个半空间的媒体接口的天线,下半空间会严重影响天线及其输入上的电流分布阻抗。但是随着天线距离媒体接口的距离越来越远,下半空间的影响将变得越来越弱,最终可以忽略不计。还介绍了非常有损半空间上方的天线的辐射方向图和有损半空间上方不同高度的天线的辐射方向图。它们展现出预期的特性,并且与文献中有损耗半空间上方的极小垂直偶极子所记录的特性相似。

著录项

  • 作者

    Huang, Yongfeng.;

  • 作者单位

    Clemson University.;

  • 授予单位 Clemson University.;
  • 学科 Engineering Electronics and Electrical.
  • 学位 M.S.
  • 年度 2007
  • 页码 47 p.
  • 总页数 47
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 无线电电子学、电信技术;
  • 关键词

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