近场和远场边界区域的电场强度估计

M. Nakayama, T. Kobayashi
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引用次数: 3

摘要

一个计算电场强度的简单公式已广泛用于电磁应用。该方程也适用于电场探头的校准,已在各种标准中指定,如ISO/TR 10305-1, ISO/TR 10305-2和IEEE Std. 1309。然而,它只在远场区域有效。众所周知,远场距离由λ/2π给出,其中λ是波长。然而,这个公式给出了静电场、感应场和辐射场这三项的大小相等的距离。ISO 11452-2规定的最低测试频率为80 MHz (λ = 3.75 m),测试距离为1 m,略超过λ/2π。在此边缘距离处,常规方程的精度下降。本文提出了一个新的计算电场强度的公式,考虑了空间阻抗变化的影响。将常规方程和所提方程的数值结果与消声室的实验数据进行了比较。提出的方程在精度上有了很大的提高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Electric field strength estimation in boundary region between near and far fields
A simple equation for calculating electric field strength has been widely used for electromagnetic applications. This equation has also been applied to the calibration of electric field probes, which has been specified in various standards, such as ISO/TR 10305-1, ISO/TR 10305-2, and IEEE Std. 1309. It is, however, valid only in the far field region. It is well known that the far field distance is given by λ/2π, where λ is the wavelength. This formula, however, gives a distance where the magnitudes of three terms - electrostatic, induction, and radiation fields - are equal. The lowest test frequency specified in ISO 11452-2 is 80 MHz (λ = 3.75 m) and the test distance is 1 m, which slightly exceeds λ/2π. The accuracy attained by the conventional equation deteriorates at this marginal distance. In this report, a new equation for calculating the electric field strength is proposed, embracing the effects of variations in space impedance. Numerical results yielded by the conventional and proposed equations were compared with the experimental data measured in a radio anechoic chamber. Substantial improvement in accuracy was achieved with the proposed equation.
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