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Comparison Study of Finite Element Methods to Deal With Floating Conductors in Electric Field

机译:电场中浮动导体有限元法的比较研究

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摘要

In transient magnetic field computation, it is highly desirable if the stray capacitances among all conductors can be computed and their effects addressed conveniently. Because of the existence of floating conductors, the general finite element (FE) solver of Poisson's equation, which is a commonly used magnetic field solver, cannot be used to extract the capacitance matrix directly. In this paper, methods to deal with floating conductors in the electrostatic field for field solution, and capacitance matrix extraction using finite element method (FEM) are compared; their merits and shortcomings are discussed. A method to compute the electric field and extract the capacitance matrix to include the effect of floating conductors inside the solution domain is put forward. The merit of the proposed algorithm is that the general FE solver can be used without the need for any special program modification. A FE formulation to automatically include the capacitances in transient magnetic field is presented. By using the proposed method, users only need to input the information as how the conductors are connected. All the stray capacitances among conductors are automatically included in the solution of transient magnetic field with the proposed algorithm.
机译:在瞬态磁场计算中,非常希望能够计算所有导体之间的杂散电容并方便地解决其影响。由于存在浮动导体,因此泊松方程的通用有限元(FE)求解器(一种常用的磁场求解器)无法直接用于提取电容矩阵。本文比较了静电场中浮动导体的场解决方法和采用有限元法提取电容矩阵的方法。讨论了它们的优缺点。提出了一种计算电场并提取电容矩阵以包含溶液域内部浮置导体影响的方法。提出算法的优点是可以使用通用的有限元求解器,而无需进行任何特殊的程序修改。提出了一种自动包含瞬变磁场中的电容的FE公式。通过使用所提出的方法,用户仅需输入信息,即可了解导体的连接方式。利用所提出的算法,导体之间的所有杂散电容会自动包含在瞬态磁场的解中。

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