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A paralell algebraic multigrid method for full coupled multiphase flow problem

机译:全耦合多相流动问题的并联代数多重态方法

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In this paper, A new parallel scheme in conjunction with an algebraic multigrid algorithm, block iteration technique and multifrontal method is developed to solve fully coupled multiphase problem involving heat and mass transfer in deforming porous media. The mathematical model makes use of the modified effective stress concept together with the capillary pressure relationship and takes phase change and latent heat transfer into account. A parallel program is developed on Dawning Tiangchao (1000A) parallel computer. The PVM (Parallel Virtual Machine) system is used to handle communications among processors. Numerical examples are given to demonstrate the speedup and efficiency of this method.
机译:在本文中,开发了一种新的并行方案,结合代数多重态算法,块迭代技术和多重级方法,以解决涉及变形多孔介质中的热量和传质的完全耦合的多相问题。数学模型利用改进的有效应力概念以及毛细管压力关系,并考虑相变和潜热传递。在Dawning Tignchao(1000A)并行计算机上开发了一个并行程序。 PVM(并行虚拟机)系统用于处理处理器之间的通信。给出了数值例子来证明该方法的加速和效率。

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