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Numerical solution of the corona discharge problem based on mesh redefinition and test for a charge injection law

机译:基于网格重定义的电晕放电问题的数值解和电荷注入规律的测试

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The paper presents a numerical and experimental study of corona discharge for a blade-plate configuration. Finite element method (FEM) is used to. determine the electric potential between the electrodes and charge conservation equation is solved by the method of characteristics (MOC) to determine the charge density. The structured mesh is redefined at each step of the iterative scheme, the nodes of this structured mesh being the intersection points of the field and equipotential lines. The algorithm is applied for a simplified injection law at the bladed The numerical solutions give results which compare very favorably with experimental measurements of the characteristic curves I-V and of the current density distribution on the plate.
机译:本文介绍了叶片-板结构电晕放电的数值和实验研究。使用有限元方法(FEM)。确定电极之间的电势,并通过特征方法(MOC)求解电荷守恒方程,以确定电荷密度。在迭代方案的每个步骤都重新定义结构化网格,该结构化网格的节点是场线和等势线的交点。该算法适用于叶片处的简化喷射定律。数值解给出的结果与特性曲线I-V和板上电流密度分布的实验测量值相比非常有利。

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