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Empirical Conductivity Equation for the Simulation of Space Charges in Polymeric HVDC Cable Insulations

机译:聚合物HVDC电缆绝缘中空间电荷模拟的经验电导率方程

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Space charge accumulation in High Voltage Direct Current (HVDC) cables are a result of many factors, e.g. the injection of charges, a conductivity gradient or the local electric field. For an accurate description of the time dependent charge distribution such effects have to be considered. Further, small time steps are necessary to resolve fast charge dynamics in time and also to satisfy the Courant-Friedrichs-Lewy (CFL) stability condition of the numerical time stepping schemes in use. Because of the long lifetime of power cables, only the stationary charge distribution is needed to assess the reliability of the cable insulations. To simulate the stationary charge and electric field distribution, an empirical conductivity equation is developed, where the stationary hetero charges distribution are simulated. The new introduced constants are determined by several space charge measurements, which indicate hetero charge accumulation near the electrodes of about 25% of the insulation thickness. Thus, two sigmoid functions create a conductivity gradient near the electrodes, resulting in accumulated hetero charges. The simulation results conform well to published measurements, meaning that the introduced model constitutes a good approximation to simulate the stationary charge distribution.
机译:高压直流(HVDC)电缆中的空间电荷累积是许多因素的结果,例如,注入电荷,电导率梯度或局部电场。为了准确描述时间依赖性电荷分布,必须考虑这种效果。此外,需要较小的时间步骤以及时解决快速充电动力学,并且还满足在使用中数值踩踏方案的扶手 - 弗里德里奇 - 石油(CFL)稳定性条件。由于电力电缆的长寿,只需要静止充电分布来评估电缆绝缘的可靠性。为了模拟静止电荷和电场分布,开发了经验电导率方程,其中模拟了静止异质电荷分布。新引入的常数由几个空间电荷测量决定,其表示电极附近的绝缘厚度约为25℃的杂电荷累积。因此,两个S形函数在电极附近产生电导率梯度,导致累积的异质电荷。仿真结果符合公布的测量,这意味着介绍的模型构成了模拟静止电荷分布的良好近似。

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