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Calculation of space charge density in negative corona based on finite element iteration and sound pulse method

机译:基于有限元迭代和声脉冲法计算负电晕空间电荷密度的计算

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Space charge distribution is a valuable indicator of ion flow field and is widely utilized to assess electromagnetic environment for transmission line. FEM is widely used to solve this problem. However, Kaptzov assumption in FEM assumes that onset voltage is unchangeable after corona occurs, this is not tally with the actual situation. This paper adopted the finite element iteration method (FEIM), which uses empirical formula instead of assumptions, to calculate the charge density. The surface field intensity is not constant in the empirical formula because the empirical takes the effects of space charge on surface field into consideration. This is more consistent with actual situation. In order to verify the accuracy of the algorithm, sound pulse method is applied to measure the charge density around the conductor in laboratory. Simulation results shows that the charge density obtained in this study agree with the data in the experiment, which verifies the validity of the empirical formula for calculation of space charge density.
机译:空间电荷分布是离子流场的有价值指示器,广泛用于评估输电线路的电磁环境。 FEM广泛用于解决这个问题。然而,KAPTZOV在FEM中的假设发生在发生电晕之后发病电压不可改变,这与实际情况没有计数。本文采用了使用经验公式而不是假设的有限元迭代方法(Feim)来计算电荷密度。在经验公式中,表面场强度在经验公式中不恒定,因为经验考虑了空间电荷对表面场的影响。这与实际情况更符合。为了验证算法的准确性,施加声音脉冲方法以测量实验室中导体周围的电荷密度。仿真结果表明,本研究中获得的电荷密度与实验中的数据一致,其验证了计算空间电荷密度的实证公式的有效性。

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