Multi-Physics Simulation Strategies with Application to Fuel Cell Modeling

B. Dennis, Z. Han, Weiya Jin, B. Wang, Leon Xu, T. Aapro, A. Ptchelintsev, T. Reinikainen
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引用次数: 8

Abstract

Real-world behavior of many physical systems is often the result of several physical factors acting simultaneously so multi-physics analyses are often necessary to understand the systems. However, coupled-physics problems are challenging due to increased non-linearity and size of the problem. Therefore, a series of strategies are required to address the increased computational cost associated with solving the large system of non-linear equations that arise from coupled-physics problems. In this paper, we look at some different multi-physics solution strategies applied to the equations governing the behavior of fuel cells. Specifically, the issues of non-linearity, memory and processor requirements are addressed through the use of continuation and segregated solution schemes. Examples for the time-independent solution of 3D fuel cell models by the finite element method are presented
多物理场仿真策略及其在燃料电池建模中的应用
许多物理系统的真实行为通常是几个物理因素同时作用的结果,因此多物理场分析通常是理解系统所必需的。然而,由于增加的非线性和问题的规模,耦合物理问题是具有挑战性的。因此,需要一系列策略来解决与求解由耦合物理问题引起的大型非线性方程组相关的计算成本增加。在本文中,我们着眼于应用于控制燃料电池行为的方程的一些不同的多物理场解策略。具体来说,非线性、内存和处理器要求的问题是通过使用连续和分离的解决方案来解决的。给出了用有限元法求解三维燃料电池模型时无关问题的实例
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