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首页> 外文期刊>Electromagnetic Compatibility, IEEE Transactions on >Transient Response of Nonlinearly Loaded Antennas Above a Lossy Dielectric Half-Space: A Modified MoM-AOM Approach
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Transient Response of Nonlinearly Loaded Antennas Above a Lossy Dielectric Half-Space: A Modified MoM-AOM Approach

机译:有损介电半空间以上非线性负载天线的瞬态响应:一种改进的MoM-AOM方法

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摘要

This paper proposes an entirely frequency-domain technique for the transient analysis of electromagnetic systems involving nonlinearly loaded wire antennas over a lossy dielectric half-space. The analysis involves two stages. In the first stage, the problem is transformed into a nonlinear microwave equivalent circuit with the circuit parameters of antenna extracted by the method of moment (MoM). The effect of lossy dielectric half-space is considered by proper implementation of the Sommerfeld asymptotic method in the MoM. In the second stage, the nonlinear microwave equivalent circuit is treated using the arithmetic operator method. To efficiently perform basic arithmetic operations in the frequency domain, a linear matrix transformation of respective spectra is introduced. To construct the transformation matrix for a transient excitation involving a large number of excitation frequencies, a fast algorithm is developed. The algorithm is based on the frequency arrangement of transformation matrix obtained by matrix multiplication property. The proposed technique is well suited for direct inclusion in the kernel of computational tools for solving problems involving the electric field integral equation. The accuracy of the proposed method is confirmed by comparing the simulation results of several case studies with those obtained using the time-domain methods available in the literature.
机译:本文提出了一种全频域技术,用于电磁系统的瞬态分析,该系统涉及在有损介电半空间上非线性加载的线状天线。分析涉及两个阶段。在第一阶段,利用矩量法(MoM)提取天线的电路参数,将问题转化为非线性微波等效电路。通过在MoM中正确实施Sommerfeld渐近方法,可以考虑有损介电半空间的影响。在第二阶段,使用算术算子方法处理非线性微波等效电路。为了在频域中有效地执行基本算术运算,引入了各个频谱的线性矩阵变换。为了构造涉及大量激励频率的瞬态激励的变换矩阵,开发了一种快速算法。该算法基于通过矩阵乘法特性获得的变换矩阵的频率排列。所提出的技术非常适合直接包含在计算工具的内核中,以解决涉及电场积分方程的问题。通过将几个案例研究的仿真结果与使用文献中可用的时域方法获得的仿真结果进行比较,证实了所提方法的准确性。

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