The influence of the distributed trapped charge on VFTO

Hongyang Yu, B. Lu
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Abstract

In this paper, the nodal admittance equation is derived for analyzing the response of the transmission line under the residual voltage due to uniformly distributed charge along the line in Laplace domain. We equivalent the trapped charge to the current sources which are located at near-end and far-end when the disconnector switching is operated. Based on the Numerical Inverse Laplace Transform method, the response of the transmission line is solved. And the simulation results are compared with the simulations in EMTP to confirm that the formulation is correct. Based on the equation presented in this paper, several simulations have been studied. We simulate the effect of trapped charge with different magnitude on VFTO, and the effect of length of line on VFTO.
分布俘获电荷对VFTO的影响
本文在拉普拉斯域中导出了输电线路在沿线路均匀分布的电荷残余电压作用下的响应的节点导纳方程。当隔离开关操作时,我们将捕获的电荷等效为位于近端和远端的电流源。基于数值拉普拉斯逆变换方法,求解了输电线路的响应。并将仿真结果与EMTP中的仿真结果进行了比较,验证了公式的正确性。基于本文提出的方程,进行了若干次仿真研究。我们模拟了不同大小的俘获电荷对VFTO的影响,以及线长对VFTO的影响。
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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