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A Flexible Time-Stepping Scheme for Hybrid Field-Circuit Simulation Based on the Extended Time-Domain Finite Element Method

机译:基于扩展时域有限元方法的混合现场电路的灵活时步方案

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摘要

This paper describes a flexible time-stepping scheme for a recently developed hybrid field-circuit solver based on the extended time-domain finite element method (TDFEM) to alleviate the limitation on the use of a system-wide global time-step size. The proposed time-stepping scheme generalizes the strict synchronous coupling mechanism between the FEM and circuit subsystems and allows the signals in the different subsystems to be tracked and sampled at different time-step sizes. The signals from a slow subsystem with a larger time-step size are extrapolated, when necessary, for updating the signals in a fast subsystem with a smaller time-step size. The capability of the hybrid field-circuit solver with the proposed time-stepping scheme is further enhanced by the application of a tree-cotree splitting technique to the FEM subsystem, which helps reduce the iteration count per time step for a preconditioned iterative solution when the time-step size of the FEM subsystem becomes relatively large. With the flexibility of choosing subsystem-specific time-step sizes, the proposed time-stepping scheme improves the computational efficiency of the existing TDFEM-based hybrid field-circuit solver especially when the computational cost associated with the slow subsystems is much higher than that associated with the fast subsystems.
机译:本文介绍了一种基于扩展时域有限元方法(TDFEM)的,最近开发的混合型场电路求解器的灵活时步方案,以减轻对使用全系统全局时步大小的限制。提出的时间步进方案概括了FEM和电路子系统之间严格的同步耦合机制,并允许以不同的时间步长跟踪和采样不同子系统中的信号。在必要时,可以推断出来自步长较大的慢速子系统的信号,以便在步长较小的快速子系统中更新信号。通过将树-树分解技术应用于FEM子系统,可进一步增强具有所提出的时间步进方案的混合型场电路求解器的功能,这有助于减少预迭代迭代时每时间步的迭代次数。 FEM子系统的时间步长变得相对较大。通过灵活选择子系统特定的时间步长,所提出的时间步长方案提高了现有基于TDFEM的混合型场电路求解器的计算效率,特别是在与慢速子系统相关的计算成本比相关子系统高得多的情况下快速子系统。

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