Benchmark for Computation of Electric Field with Charge Simulation Method

机译：电荷模拟法计算电场的基准

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In this paper, evaluation of the accuracy of computation of electric field with Charge Simulation Method and exploration of the possibility of increased accuracy are discussed. The problem identified for this test could be solved by analytical method and hence the reference results are free from errors. This test problem can also be applied to other numerical codes to a limited extent. Simulation of this problem is done with a Hybrid Charge Method, which is a combination of Charge Simulation Method and Surface Charge Simulation Method.

机译：本文讨论了用电荷模拟方法评估电场计算的准确性，并探讨了提高准确性的可能性。可以通过分析方法解决为此测试确定的问题，因此参考结果没有错误。该测试问题还可以在一定程度上应用于其他数字代码。使用混合电荷法（此方法是电荷模拟法和表面电荷模拟法的组合）来完成此问题的模拟。

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《Conference on the Computation of Magnetic Fields(COMPUMAG 2003) vol.1; 20030713-17; Saratoga Springs,NY(US)》|2003年|P.96-97|共2页
会议地点 Saratoga SpringsNY(US)
作者
K.Palaniswamy; K.Udayakumar;
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作者单位

High Voltage Division, Anna University, Chennai- 600025, India;

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原文格式 PDF
正文语种 eng
中图分类磁场、磁场计算;
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1. New developments on the combined application of charge simulation and numerical methods for the computation of electric fields [J] . Hoffmann J.N., Pulino P. IEEE Transactions on Power Delivery . 1995,第2期

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2. Computation of electrical field and potential around stranded conductor by analytical method and comparison with charge-simulation method [J] . Parekh H., Selim M.S., Nasser E. Electrical Engineers, Proceedings of the Institution of . 1975,第5期

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3. Surface resistance modified electric field computation in asymmetric configuration using surface charge simulation method: a new approach [J] . Chowdhury S.S. Dielectrics and Electrical Insulation, IEEE Transactions on . 2012,第3期

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4. Benchmark for Computation of Electric Field with Charge Simulation Method [C] . K. Palaniswamy, K. Udayakumar, CCMF Conference on the Computation of Magnetic Fields . 2003

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5. FEA Simulation on Dielectric Composite and Semi-Crystalline Composite, and Analytical Computations and Approximations for the Charge, Force and Chemical Potential for a Prolate Spheroid Aligned with an Electric Field. [D] . Zhou, Kai. 2011

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7. Electric field computation errors on dielectric boundary in charge simulation method. [O] . Shohei Kato 1988

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Benchmark for Computation of Electric Field with Charge Simulation Method

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