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Numerical simulation of interfacial coupling phenomena in two-phase flow through porous media

机译:多孔介质两相流界面耦合现象的数值模拟

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摘要

This paper provides details of the numerical simulation process for the interfacial coupling effect in multiphase flow through porous media. It covers the theoretical background, description of mathematical formulations, basic assumptions in the models, normalization and transformation between Lagrangian and Eulerian formulations, specification of boundary conditions, discretization and grid system, and solution methods. The main advantage of the Lagrangian formalism is that it eliminates the need for space discretization thereby reducing computation time and error. The numerical simulation process was codified into a stand-alone numerical simulator using the JavaTM Programming language. Numerical examples obtained from the numerical simulator are presented to show the applicability of the computational technique and to investigate the effects of interfacial coupling and hydrodynamic effects. Numerical results show that interfacial coupling (viscous and capillary) and hydrodynamic effects are insignificant in two-phase, cocurrent, horizontal, porous media flow. Sensitivity analyses studies carried out with the simulator show that if the viscous factor in the parameter that control the amount of viscous coupling is taken as the theoretically established value of 2 or below, then the viscous coupling effect is insignificant. Otherwise, the viscous coupling effect would have a greater effect on the physics of flow and might lead to unreasonable results.
机译:本文详细介绍了多孔介质中多相流动中界面耦合效应的数值模拟过程。它涵盖了理论背景,数学公式的描述,模型中的基本假设,拉格朗日和欧拉公式之间的归一化和转换,边界条件的规范,离散化和网格系统以及求解方法。拉格朗日形式主义的主要优点是它消除了空间离散化的需要,从而减少了计算时间和错误。使用JavaTM 编程语言将数值模拟过程编码为独立的数值模拟器。给出了从数值模拟器获得的数值示例,以显示计算技术的适用性,并研究界面耦合和流体动力效应的影响。数值结果表明,在两相,并流,水平,多孔介质流中,界面耦合(粘液和毛细作用)和流体动力效应无关紧要。用模拟器进行的灵敏度分析研究表明,如果将控制粘滞耦合量的参数中的粘滞系数取为理论上确定的2或更低的值,那么粘滞耦合作用就微不足道了。否则,粘性耦合效应将对流动物理产生更大的影响,并可能导致不合理的结果。

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