非饱和流动的forchheimer系数

A. Ali, D. Villarroel-Lamb
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引用次数: 0

摘要

DarcyForchheimer方程是描述多孔介质流动最常用的模型。许多CFD预封装平台通过修改的NavierStokes方程提供该模型,并且通常在惩罚方案下实现该模型。虽然达西-福希海默方程的理论基础是毋庸置疑的,但它的使用取决于引入的系数,这些系数随实际应用而变化。尽管这些系数的取值范围一般,但在饱和情况下,这些系数的选择有些主观。对于瞬态非饱和流动情况,这些系数的选择甚至可能更加复杂。本研究通过实验研究了天然多孔介质中非饱和流动的Darcy-Forchheimer系数的固有性质。结果表明,这些系数随该流态的瞬态性质而变化。因此,强调了在天然多孔介质中整个非饱和流动的单一系数组合的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ON THE FORCHHEIMER COEFFICIENTS FOR UNSATURATED FLOWS
The DarcyForchheimer equation is the most common model used in describing porous media flow. Many CFD pre-packaged platforms offer this model via the modified NavierStokes equations and typically implement the model under a penalization scheme. Although the theoretical basis of the Darcy-Forchheimer equation is unquestionable, its use is dependent on introduced coefficients which vary with practical applications. Despite a general range of values, the selection of these coefficients is somewhat subjective in saturated cases. For transient unsaturated flow cases, the selection of these coefficients may even be further complicated. This research experimentally investigated the inherent nature of these Darcy-Forchheimer coefficients for unsaturated flows in naturally occurring porous media. The results suggest variability of these coefficients with the transient nature of this flow regime. Thus, highlighting the invalidity of a single combination of coefficients across the entirety of unsaturated flows in natural porous media.
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