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Inverse Laplace Transform of Sunde’s Formula for the Ground Impedance of Buried Cables

机译:桑德公式对地下电缆接地阻抗的拉普拉斯逆变换

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The time-domain calculation of electromagnetic transients in multi-conductor lossy overhead lines and buried cables requires the evaluation of the transient ground resistance matrix. For the case of overhead lines, analytical expressions for the transient ground resistance obtained by solving the inverse Laplace transform of Sunde's formula have been recently presented. This paper presents the expressions obtained by the analytical inverse Laplace transform of Sunde's formula for the case of buried cables. The results provided by the proposed analytical expressions agree with those given by the numerical inverse transform of Sunde's formula. The new expressions are adopted for the calculation of the per-unit-length voltage drop in a multiconductor underground line. The voltage drop waveforms are compared with those given by recently proposed time-domain analytical expressions that neglect displacement currents.
机译:多导体有损架空线和地下电缆中电磁瞬变的时域计算需要评估瞬态接地电阻矩阵。对于架空线路,最近已经提出了通过求解Sunde公式的拉普拉斯逆变换而获得的瞬态接地电阻的解析表达式。本文介绍了通过Sunde公式的解析拉普拉斯逆变换获得的表达式,用于埋入式电缆。所提出的解析表达式所提供的结果与桑德公式的数值逆变换所给出的结果相吻合。新表达式被用于计算多导体地下线路中每单位长度的压降。将电压降波形与最近提出的忽略位移电流的时域分析表达式给出的波形进行比较。

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