多孔介质中湍流的多尺度建模与模拟

Yan Jin, Andrey V. Kuznetsov
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摘要

数值模拟是了解多孔介质中流动的物理原理和进行预测的重要工具。本文回顾了多孔介质中湍流的多尺度建模和模拟技术的发展状况。多孔介质中流动的数值模拟可分为微观模拟和宏观模拟,前者直接解决宏观和孔隙尺度的流动问题,后者在解决体积平均方程的同时对孔隙尺度的运动进行建模。过去几年的研究表明,微观模拟大大提高了人们对多孔介质中湍流的理解;这促使人们为宏观模拟开发更高效、更精确的湍流模型。在此综述的基础上,我们认为高雷诺数流动的模拟、对宏观湍流传输的理解、非均质和各向异性多孔介质中湍流的建模、多孔介质中可压缩和多相湍流的模拟以及可变形多孔矩阵中流体与结构的相互作用都是未来需要研究的重要课题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multiscale modeling and simulation of turbulent flows in porous media
Numerical simulation is an important tool for understanding the physics of flows in porous media and for making predictions. The state of the art of multiscale modeling and simulation of turbulent flows in porous media is reviewed in this paper. Numerical simulations of flows in porous media can be classified as microscopic simulations, in which both macroscopic and pore-scale flows are directly resolved, and macroscopic simulations, in which the pore-scale motions are modeled while the volume-averaged equations are solved. Studies in the past few years have shown that microscopic simulations improve the understanding of turbulent flows in porous media considerably; this motivates the development of more efficient and more accurate turbulence models for macroscopic simulations. On the basis of this review, we believe that simulation of flows with higher Reynolds numbers, understanding the transport of macroscopic turbulence, modeling of turbulent flows in inhomogeneous and anisotropic porous media, simulation of compressible and multiphase turbulent flows in porous media, and fluid–structure interaction in deformable porous matrices are important topics to be studied in the future.
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