Adaptive Distributed Data Structure Management for Parallel CFD Applications

J. Frisch, R. Mundani, E. Rank
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引用次数: 5

Abstract

Computational fluid dynamics (CFD) simulations require a lot of computing resources in terms of CPU time and memory in order to compute with a reasonable physical accuracy. If only uniformly refined domains are applied, the amount of computing cells is growing rather fast if a certain small resolution is physically required. This can be remedied by applying adaptively refined grids. Unfortunately, due to the adaptive refinement procedures, errors are introduced which have to be taken into account. This paper is focussing on implementation details of the applied adaptive data structure management and a qualitative analysis of the introduced errors by analysing a Poisson problem on the given data structure, which has to be solved in every time step of a CFD analysis. Furthermore an adaptive CFD benchmark example is computed, showing the benefits of an adaptive refinement as well as measurements of parallel data distribution and performance.
并行CFD应用的自适应分布式数据结构管理
计算流体动力学(CFD)仿真需要大量的CPU时间和内存资源,才能以合理的物理精度进行计算。如果只应用统一细化的域,如果物理上需要一定的小分辨率,计算单元的数量将增长得相当快。这可以通过应用自适应细化网格来弥补。不幸的是,由于自适应改进过程,引入了必须考虑的误差。本文通过分析给定数据结构上的泊松问题,重点讨论了应用自适应数据结构管理的实现细节,并对引入的误差进行了定性分析,该问题在CFD分析的每个时间步都必须解决。此外,计算了一个自适应CFD基准示例,显示了自适应改进的好处以及并行数据分布和性能的测量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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