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首页> 外文期刊>Zeitschrift fur Angewandte Mathematik und Mechanik >Multigrid methods for the fast numerical simulation of coupled magnetomechanical systems
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Multigrid methods for the fast numerical simulation of coupled magnetomechanical systems

机译:耦合磁机械系统快速数值仿真的多重网格方法

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摘要

A recently developed calculation scheme for the numerical simulation of the transient behavior of magnetomechanical systems is presented. The scheme is based on the Finite-Element-Method (FEM) and allows the precise numerical calculation of dynamic rigid motions as well as deformations of magnetic and non-magnetic materials in a magnetic field. The solution process is considerably accelerated by using different grids for the mechanical and the magnetic field and solving the coupled system with an implicit Multigrid Method (MG). The applicability of the developed calculation technique will be demonstrated by the 3D computation of the transient behavior of an magnetically excited aluminum plate. Thereby, the parabolic PDE of the magnetic field has to be coupled to the hyperbolic PDE of the mechanical field. Numerical simulation results show good agreement with measured data. [References: 8]
机译:提出了一种最新开发的用于电磁系统瞬态行为数值模拟的计算方案。该方案基于有限元方法(FEM),可以对动态刚体运动以及磁场中磁性和非磁性材料的变形进行精确的数值计算。通过对机械场和磁场使用不同的网格并使用隐式多网格方法(MG)求解耦合系统,可以大大加快求解过程。所开发的计算技术的适用性将通过磁激励铝板瞬态行为的3D计算得到证明。因此,磁场的抛物线型PDE必须与机械场的双曲型PDE耦合。数值模拟结果与实测数据吻合良好。 [参考:8]

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