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Matrix-Based Rational Interpolation for New Coupling Scheme Between MHD and Eddy-Current Numerical Models

机译:基于矩阵的有理插值用于MHD和涡流数值模型的新耦合方案

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摘要

In this article, a matrix-based Pade rational interpolation is used to couple a 3-D eddy-current code with a linear magneto-ydrodynamic (MHD) solver. This approach is a general methodology viable for multiphysics problems involving the coupling of an electromagnetic model with another nonalgebraic physical model, which has to be solved in a certain region of space. The matrix-based Pade interpolation has been applied to a typical plasma physics problem of modeling the plasma response to external perturbation, providing an accurate and reliable mathematical model viable for the feedback stabilization of resistive wall modes (RWMs) in fusion plasmas. The choice of matrix-based Pade interpolation gives a reliable approach for the considered problem and can be viewed as a convenient formalism for the coupling strategy in this class of multi-physics problems.
机译:在本文中,基于矩阵的Pade有理插值用于将3-D涡流代码与线性磁动力(MHD)求解器耦合。这种方法是一种适用于多物理场问题的通用方法,涉及将电磁模型与另一个非代数物理模型耦合的问题,必须在空间的某个区域中解决该问题。基于矩阵的Pade插值已应用于对等离子体对外部扰动的响应进行建模的典型等离子体物理问题,从而为融合等离子体中的电阻壁模式(RWM)的反馈稳定化提供了准确而可靠的数学模型。基于矩阵的Pade插值的选择为所考虑的问题提供了一种可靠的方法,并且可以被视为此类多物理场问题中耦合策略的便捷形式。

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