偶极子天线馈电间隙的改进FDTD模型

N. Homsup, T. Jariyanorawiss, W. Homsup
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引用次数: 2

摘要

本文采用时域有限差分(FDTD)方法求解模拟偶极子天线的天线参数。偶极子模型有一个进料间隙,在进料点周围有四个时域有限差分单元。为了提高仿真的灵活性,可以改变进料间隙的宽度,并将结果与使用矩量法(MOM)的仿真结果进行了比较。对于标准时域有限差分格式,有四个方程表示中心馈电单元的场变化。然而,本文提出了一种将四个方程简化为两个方程的场公式。本文将输入阻抗和回波损耗绘制为偶极子长度与波长之比(L/λ)的函数。仿真结果表明,时域有限差分方法得到的结果与MoM得到的结果吻合较好。然而,时域有限差分法的仿真时间要比MOM的仿真时间短得多。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An improved FDTD model for the feeding gap of a dipole antenna
In this paper, the Finite-Different Time-Domain (FDTD) schemes were used to find antenna parameters of the simulated dipole antenna. The dipole model has a feeding gap, and there are four FDTD cells around the feeding point. For flexibility in the simulation, the width of the feeding gap can be varied, and results were compared with results from simulations using the Moment Method (MOM). For standard FDTD scheme, there are four equations represent field variations at the center-fed cell. However, this paper proposes a field formulations that reduce from four equations to two equations. In this paper, input impedances and the return losse are ploted as a function of the ratio of dipole's length and a wavelength (L/λ). Simulations show that FDTD schemes give results agree well with the results from MoM. However, FDTD simulation time is much less than the one used in the MOM simulation.
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