发射线天线分析

E. M. Shareena, P. Abdulla, B. Lethakumary
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引用次数: 0

摘要

对发射线天线的研究仍在继续。“导线”一词是指金属的、高导电性的、实心的或管状的电细导线,即与导线的长度和入射平面波的波长相比,直径非常小的导线。当导线元件沿着导线长度在一个或多个电小区域受到激励时,它就像发射天线一样工作。天线特性的精确解可以从表面电流中得到,表面电流可以在边界条件下由麦克斯韦方程得到。得到了电流的积分方程,可以用数值方法求解。数值方法简单,可适用于多种构型。本文提出了一种基于矩的数值计算方法,该方法将未知量展开为具有未知系数的级数。在积分方程中引入了展开式,并进行了测试程序,该测试程序已用于评估电流分布。首先进行了理论分析,并给出了相应的推导。然后编写了模拟电流分布的Matlab代码。计算积分的算法是基于矩量法和波克林顿方程。取导线长度为0.47λ,截面面积为0.005λ。频率选择为3MHz。
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Analysis of transmitting wire antenna
Researches and investigations in transmitting wire antenna is continuing. The term wire means metallic, highly conducting, solid or tubular electrically thin wires, i.e. wires with diameter very small compared to the length of the wire and the wavelength of an incident plane wave. When the wire element is excited at one or more electrically small regions along the length, it behaves as a transmitting antenna. The accurate solution of the antenna characteristics can be obtained from the surface current, which can be obtained from Maxwell's equation subject to boundary conditions. This result an integral equation of current which can be solved using numerical method. The numerical methods are so simple and it can be applicable to many configurations. In this work a moment based numerical technique which consists of expanding the unknown quantity in to a series with unknown coefficients. The expansion is introduced in the integral equations and a testing procedure is performed and that has been used to evaluate the current distribution. First theoretical analysis with appropriate derivations are presented. Then a Matlab code to model the current distribution is developed. The algorithm to evaluate integral is based on moment method and Pocklington's equations. Length of the wire is taken as 0.47λ and area of cross-section as 0.005λ. Frequency is selected as 3MHz.
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