基于有限元分析的电磁执行器力学变形耦合模型研究

Faiza Abba, M. Rachek
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引用次数: 0

摘要

提出了一种基于二维有限元法的电磁作动器力学变形多物理场耦合模型。首先,有限元法考虑了电路方程和磁场方程的瞬态强耦合;然后,采用基于涡流的洛伦兹法计算了瞬态工况下的磁力密度分布。最后,在考虑的静力平衡方程中,以磁力密度为源项,计算板的变形。用牛顿-拉夫逊方法求解了非线性耦合磁场-电路对称代数方程组。所开发的多实体有限元工具在Matlab软件下实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Finite Element Analysis Based Coupling Models For the study of Mechanical Deformation in Electromagnetic Actuators
The aim of this paper is to present a multiphysics coupling model for the study of mechanical deformation in electromagnetic actuator based on the 2D finite element method. Firstly, the transient strongly coupled of the electric circuit equation and magnetic field equation is considered for the finite element method. Then, the magnetic force density distribution is calculated by the Lorentz method based on the eddy current in transient operating conditions. Finally, using the magnetic force density as source term in the considered static mechanical equilibrium equation lead to compute the plate deformation. The nonlinear coupled magnetic field-circuit symmetrized algebraic equations system is solved by the Newton-Raphson method. The developed multi-physical Finite Element Method (FEM) tools are implemented under Matlab software.
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