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Multiphase flow simulation with gravity effect in anisotropic porous media using multipoint flux approximation

机译:基于多点通量近似的各向异性多孔介质中重力效应的多相流模拟

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摘要

Numerical investigations of two-phase flows in anisotropic porous media have been conducted. In the flow model, the permeability has been considered as a full tensor and is implemented in the numerical scheme using the multipoint flux approximation within the framework of finite difference method. In addition, the experimenting pressure field approach is used to obtain the solution of the pressure field, which makes the matrix of coefficient of the global system easily constructed. A number of numerical experiments on the flow of two-phase system in two-dimensional porous medium domain are presented. In this work, the gravity is included in the model to capture the possible buoyancy-driven effects due to density differences between the two phases. Different anisotropy scenarios have been considered. From the numerical results, interesting patterns of the flow, pressure, and saturation fields emerge, which are significantly influenced by the anisotropy of the absolute permeability field. It is found that the two-phase system moves along the principal direction of anisotropy. Furthermore, the effects of anisotropy orientation on the flow rates and the cross flow index are also discussed in the paper.
机译:已经进行了各向异性多孔介质中两相流的数值研究。在流动模型中,渗透率被认为是一个全张量,并在有限差分法的框架内使用多点通量近似在数值方案中实现。另外,采用实验压力场方法求得压力场的解,这使得整体系统系数矩阵易于建立。给出了二维多孔介质域内两相流场的数值实验。在这项工作中,重力包括在模型中,以捕获由于两相之间的密度差异而可能产生的浮力驱动效应。已经考虑了不同的各向异性情况。从数值结果中,出现了有趣的流动,压力和饱和场模式,这些模式受绝对渗透率场的各向异性的影响很大。发现两相系统沿各向异性的主方向移动。此外,本文还讨论了各向异性取向对流速和错流指数的影响。

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