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Two-Phase Porous Media Flow Simulation on a Hybrid Cluster

机译:混合集群上的两相多孔介质流模拟

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A kinetically-based model is developed to describe flow of slightly compressible two-phase fluid in a porous medium. The continuity equations for phases are modified taking into account the minimal scales of averaging on space and on time, as a result regularizing terms and the second order time derivative with small parameters are present in the equations. They are approximated by the three-level explicit difference scheme with a mild enough stability condition. The proposed algorithm is easily adapted to modern hybrid supercomputers. The problem of contaminant infiltration into the soil is solved on a cluster with graphics accelerators. High speed-up of GPU computations in comparison with CPU is demonstrated.
机译:建立了基于动力学的模型,以描述多孔介质中略微可压缩的两相流体的流动。考虑到空间和时间平均的最小尺度,对相位的连续性方程进行了修改,结果,方程中存在正则项和带有小参数的二阶时间导数。通过三级显式差分方案近似它们,并具有适度的稳定性条件。所提出的算法很容易适用于现代混合超级计算机。使用图形加速器在群集上解决了污染物渗入土壤的问题。与CPU相比,展示了GPU计算的高速度。

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