A comparison of Electric Field sensors distortion characteristics in the Hermite-Gauss signal subspaces

S. S. rizi, B. Kordi
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Abstract

In addition to the classical time-domain distortion characteristic known as fidelity, one can evaluate sensor distortion characteristic using the transformation matrix concept in linear algebra. In this paper, electromagnetic field sensor transformation matrix is calculated based on a set of Hermite- Gauss orthonormal functions. The transformation matrices are calculated for a 5-cm Asymptotic Conical Dipole (ACD), wire monopoles of lengths 5 and 8.5 cm, and L-antennas with the same heights using the simulated voltages. The simulation is performed by solving an Electric Field Integral Equation (EFIE) on wire structures using the Method of Moments (MoM). Transformation matrices are calculated for the sensors with the same level of sensitivity as a measure of distortion. Transformation matrices are compared to each other using a numerical measure.
电场传感器在厄米-高斯信号子空间中的畸变特性比较
除了经典的时域失真特性保真度之外,还可以使用线性代数中的变换矩阵概念来评估传感器的失真特性。本文基于一组Hermite- Gauss正交函数计算电磁场传感器变换矩阵。利用模拟电压计算了5 cm渐近圆锥偶极子(ACD)、长度为5 cm和8.5 cm的单极子线以及具有相同高度的l型天线的变换矩阵。采用矩量法(MoM)求解线结构的电场积分方程(EFIE)进行仿真。对于具有相同灵敏度水平的传感器,计算变换矩阵作为畸变的度量。用数值度量来比较变换矩阵。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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