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A Hybrid Indirect–Direct Coupling Method for Strongly Coupled Nonlinear Magnetic Problems

机译:强耦合非线性磁问题的混合间接-直接耦合方法

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Numerical simulations of nonlinear magnetic problems incorporating interactions of electromagnetics with material properties, thermal issues, and other physical fields, have recently attracted great interest among researchers. In this paper, the coupling strength of these interaction processes is defined. Based on this quantitative definition, we demonstrate that for strongly coupled magnetic problems a conventional indirect coupling scheme is likely to diverge. To overcome this difficulty, a hybrid indirect–direct coupling method is developed. The proposed method is a synergistic combination of a direct coupling scheme—for dealing with the nonlinearity of the coupled systems—and an indirect coupling scheme for preconditioning the heterogeneous systems. To improve the performance of the proposed method for strongly coupled systems, a parametric continuation strategy is introduced. The efficiency of the proposed method is validated through numerical tests.
机译:非线性电磁问题的数值模拟结合了电磁学与材料特性,热问题以及其他物理场的相互作用,最近引起了研究人员的极大兴趣。在本文中,定义了这些相互作用过程的耦合强度。基于此定量定义,我们证明了对于强耦合磁问题,常规的间接耦合方案可能会有所不同。为了克服这个困难,开发了一种混合的间接-直接耦合方法。所提出的方法是直接耦合方案(用于处理耦合系统的非线性)和间接耦合方案(用于预处理异构系统)的协同组合。为了提高针对强耦合系统的建议方法的性能,引入了参数连续策略。通过数值测试验证了该方法的有效性。

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