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On the use of a Darcy-Forchheimer like model for a macro-scale description of turbulence in porous media and its application to structured packings

机译:关于使用类似Darcy-Forchheimer的模型宏观描述多孔介质中的湍流及其在规整填料中的应用

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摘要

In this paper, we propose a methodology to derive a macro-scale momentum equation that is free from the turbulence model chosen for the pore-scale simulations and that is able to account for large-scale anisotropy. In this method, Navier–Stokes equations are first time-averaged to form a new set of equations involving an effective viscosity. The resulting balance equations are then up-scaled using a volume averaging methodology. This procedure gives a macro-scale generalized Darcy–Forchheimer equation to which is associated a closure problem that can be used to evaluate the apparent permeability tensor including inertia effects. This approach is validated through 2D and 3D calculations. Finally, the method is used to evaluate the tensorial macro-scale properties for a gas flow through structured packings.
机译:在本文中,我们提出了一种方法,可以导出宏观尺度的动量方程,该方程不受为孔隙尺度模拟选择的湍流模型的影响,并且能够解决大规模各向异性。在这种方法中,首先对Navier–Stokes方程进行时间平均,以形成涉及有效粘度的一组新方程。然后,使用体积平均方法将所得的平衡方程式按比例放大。该过程给出了一个宏观尺度的广义达西-福希海默方程,该方程与一个闭合问题相关,该闭合问题可用于评估包括惯性效应在内的视在渗透率张量。该方法已通过2D和3D计算得到验证。最后,该方法用于评估通过规整填料的气流的张量宏观尺度特性。

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