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Scalability of an Eulerian-Lagrangian large-eddy simulation solver with hybrid MPI/OpenMP parallelisation

机译:具有混合MPI / OpenMP平行化的Eulerian-Lagrangian大型仿真求解器的可扩展性

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摘要

Eulerian-Lagrangian approaches capable of accurately reproducing complex fluid flows are becoming more and more popular due to the increasing availability and capacity of High Performance Computing facilities. However, the parallelisation of the Lagrangian part of such methods is challenging when a large number of Lagrangian markers are employed. In this study, a hybrid MPI/OpenMP parallelisation strategy is presented and implemented in a finite difference based large-eddy simulation code featuring the immersed boundary method which generally employs a large number of Lagrangian markers. A master-scattering-gathering strategy is used to deal with the handling of the Lagrangian markers and OpenMP is employed to distribute their computational load across several CPU threads. A classical domain-decomposition-based MPI approach is used to carry out the Eulerian, fixed-mesh fluid calculations. The results demonstrate that by using an effective combination of MPI and OpenMP the code can outperform a pure MPI parallelisation approach by up to 20%. Outcomes from this paper are of interest to various Eulerian-Lagrangian applications including the immersed boundary method, discrete element method or Lagrangian particle tracking. (C) 2018 The Authors. Published by Elsevier Ltd.
机译:由于高性能计算设施的可用性和容量增加,能够准确地再生复杂的流体流动的欧拉维拉格朗尼亚能够越来越受欢迎。然而,当采用大量拉格朗日标志物时,拉格朗日部分的拉格朗日部分的平行性是挑战。在该研究中,在基于有限差分的大型大涡模拟代码中提出和实现了一种混合MPI / OpenMP平行策略,其特征在于浸入边界方法,通常采用大量的拉格朗日标记。主散射采集策略用于处理拉格朗日标记的处理,并使用OpenMP在多个CPU线程中分配其计算负荷。基于典型的域分解的MPI方法用于进行欧拉,固定网格流体计算。结果表明,通过使用MPI和OpenMP的有效组合,代码可以优于纯的MPI平行化方法,高达20%。本文的结果对各种欧拉 - 拉格朗日应用感兴趣,包括浸没边界法,离散元素法或拉格朗日粒子跟踪。 (c)2018作者。 elsevier有限公司出版

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