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首页> 外文期刊>IEEE Transactions on Power Delivery >Inclusion of Frequency-Dependent Soil Parameters in Transmission-Line Modeling
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Inclusion of Frequency-Dependent Soil Parameters in Transmission-Line Modeling

机译:在传输线建模中包括频率相关的土壤参数

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This paper presents an analysis of transmission-line modeling when the soil conductivity and permittivity are treated as frequency dependent. It also presents a methodology to include this particular behavior on frequency-dependence realization of transmission lines and cables. The frequency-dependent soil parameters can be synthesized with a simple first-order model. It demands only three parameters statistically independent, one being associated with the low-frequency conductivity as obtained in conventional modeling and the other two are a function of the frequency dependence in soil conductivity and permittivity. The new formulas used for the ground return impedances for overhead lines and underground cables are presented. Instead of using an analytical approximation of the infinite integrals involved, a numerical approximation using a Gauss quadrature technique was implemented. These expressions can be understood as an extension of the well-known Carson and Pollaczek formulas. Three distinct cases are presented in order to asses the impact of frequency-dependent soil parameters with respect to the asymmetry of the circuit. The effect of frequency dependence in soil parameters is evaluated using frequency and time domain. In the frequency domain, modal analysis is applied to assess the overall impact in the ground mode propagation. To obtain the time-domain response, the line was modeled in the frequency domain using a phase-domain approach and a numerical Laplace transform was applied
机译:当土壤电导率和介电常数视频率而定时,本文对传输线建模进行了分析。它还提出了一种方法,将这种特定行为包括在传输线和电缆的频率相关实现上。频率相关的土壤参数可以通过简单的一阶模型合成。它仅需要三个统计上独立的参数,一个与常规建模中获得的低频电导率相关,另外两个与土壤电导率和介电常数的频率依赖性有关。提出了用于架空线和地下电缆的接地回路阻抗的新公式。代替使用所涉及的无限积分的解析近似,而是使用高斯正交技术实现了数值近似。这些表达式可以理解为众所周知的Carson和Pollaczek公式的扩展。提出了三种不同的情况,以评估频率相关的土壤参数对电路不对称性的影响。使用频率和时域评估频率依赖性对土壤参数的影响。在频域中,模态分析用于评估地面模式传播的整体影响。为了获得时域响应,使用相域方法在频域中对线进行建模,并应用数值拉普拉斯变换

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