基于直接数值模拟的多孔介质绝对渗透率计算

Q4 Chemical Engineering
M. Rasaei, Fahime Firoozpour
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引用次数: 1

摘要

在微观水平上模拟流体流动是一个不断发展的问题。简化的宏观流动模型如达西定律无法估计多孔介质的流体动力学性质。通过高分辨率x射线计算机断层扫描和流体动力学模拟的数字样品重建,加上超级计算机的日益强大,可以通过数字重建的多孔样品进行孔隙尺度的模拟。然后使用开源平台OpenFOAM®中实现的有限体积法对源自计算流体动力学的孔隙尺度流动进行评估。为了验证该求解器在多孔介质中的应用,我们在体心立方(bcc)晶格中模拟了流体绕球流动,并计算了大范围半径和孔隙度下的无量纲渗透率;所得结果与卡门-科泽尼方程的计算结果具有可比性。然后在真实样本上进行求解,研究在固定图像分辨率下,样本大小对计算出的渗透率和扭曲度以及网格细化水平的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Absolute Permeability Calculation by Direct Numerical Simulation in Porous Media
Simulating fluid flow at micro level is an ongoing problem. Simplified macroscopic flow models like Darcy’s law is unable to estimate fluid dynamic properties of porous media. The digital sample reconstruction by high resolution X-ray computed tomography scanning and fluid-dynamics simulation, together with the increasing power of super-computers, allow to carry out pore-scale simulations through digitally-reconstructed porous samples. The pore-scale flows which derived from computational fluid dynamic are then evaluated using the finite volume method implemented in the open-source platform OpenFOAM®. In this work to verify the solver in porous media we simulated fluid flow around sphere in body-centered cubic (bcc) lattice and calculated the dimensionless permeability for a wide range of radius and porosity; the results are comparable with those obtained by using carman-kozeny equation. Then this solver is performed on realistic sample to investigate the effect of sample size on calculated permeability and tortuosity and the mesh refinement levels for a fixed image resolution.
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来源期刊
CiteScore
1.20
自引率
0.00%
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审稿时长
8 weeks
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