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From multi- to single-grid CFD on massively parallel computers: Numerical experiments on lid-driven flow in a cube using pressure-velocity coupled formulation

机译:从大型并行计算机上的多网格CFD到单网格CFD:使用压力-速度耦合公式的立方体中盖驱动流的数值实验

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摘要

A parallel implementation of a fully pressure-velocity coupled multigrid solver based on analytical solution accelerated coupled line Gauss Seidel (ASA-CLGS) smoother with grid partitioning is carried out. The parallelized algorithm is characterized by an enhanced scalability that results from a formulation enabling an intermediate analytical solution for the entire row (column) of control volumes. General strategies of applying single- or multigrid approach depending on flow characteristics are discussed. Performance of the parallelized algorithm is studied for up to 2048 processors. The developed approach is applied to analysis of a time-dependent three-dimensional incompressible lid-driven cavity flow. The steady state results of benchmark quality are reported for Re = 10~3, 1.5 × 10~3 and 1.9 × 10~3. A new benchmark case of a fully 3D flow in a cubic cavity driven by the lid moving at 45° relatively to its lateral boundaries is proposed and the corresponding data is reported.
机译:基于带有网格划分的解析解加速耦合线高斯·赛德尔(ASA-CLGS)平滑器,实现了全压力-速度耦合多网格求解器的并行实现。并行化算法的特征在于增强的可伸缩性,这种可伸缩性是由公式化产生的,该公式化为控制量的整个行(列)提供了中间分析解决方案。讨论了根据流动特性应用单网格或多网格方法的一般策略。研究了多达2048个处理器的并行算法的性能。所开发的方法适用于时间相关的三维不可压缩盖驱动腔流动的分析。基准质量的稳态结果报告为Re = 10〜3、1.5×10〜3和1.9×10〜3。提出了一个新的基准案例,该案例是由盖相对于其横向边界以45°移动的立方腔中的全3D流动,并报告了相应的数据。

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