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Numerical Issues in Line Models Based on a Thin Wire Above a Lossy Ground

机译:有损地面以上基于细线的线模型中的数值问题

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This paper investigates the causes of numerical instabilities that might occur in transmission line models if the so-called image approximations are used for the evaluation of the per-unit-length parameters when the ground is assumed lossy and a wide frequency range is considered. To assess whether these instabilities are inherent to the formulation of the line parameters, results were compared with two well-established models: a full-wave model and a quasi-transverse electromagnetic approximation. Both approaches provided stable models throughout the whole frequency range. Two different methodologies are used for the determination of the modal propagation constant in a full-wave model leading to similar results. Time-domain responses based on the numerical Laplace transform and the method of characteristics were used to verify the accuracy and stability of the tested models. The input voltage considered for the time-domain responses included a small perturbation to excite the passivity violations found in the modeling using image approximations. Some aspects related to a full-wave model based on the method of characteristics using rational fitting are also presented.
机译:本文研究了在假设地面有损耗并考虑了较宽的频率范围时,如果使用所谓的图像近似来评估单位长度参数,则可能会在传输线模型中出现数值不稳定性的原因。为了评估这些不稳定性是否是线路参数制定所固有的,将结果与两个公认的模型进行了比较:全波模型和准横向电磁近似。两种方法在整个频率范围内都提供了稳定的模型。两种不同的方法用于确定全波模型中的模态传播常数,从而得出相似的结果。基于数值拉普拉斯变换的时域响应和特征方法被用于验证测试模型的准确性和稳定性。考虑用于时域响应的输入电压包括一个小的扰动,以激发使用图像逼近在建模中发现的无源性违规。还提出了与基于特征方法的合理拟合的全波模型有关的一些方面。

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