2006
DOI: 10.1007/s11242-005-2720-3
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A Criterion for Non-Darcy Flow in Porous Media

Abstract: Non-Darcy behavior is important for describing fluid flow in porous media in situations where high velocity occurs. A criterion to identify the beginning of non-Darcy flow is needed. Two types of criteria, the Reynolds number and the Forchheimer number, have been used in the past for identifying the beginning of non-Darcy flow. Because each of these criteria has different versions of definitions, consistent results cannot be achieved. Based on a review of previous work, the Forchheimer number is revised and re… Show more

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Cited by 540 publications
(301 citation statements)
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“…According to Zeng and Grigg (2006), the Forchheimer number is recommended as a criterion for identifying non-Darcy flow because it has the advantage of clear meaning. It equals the ratio of pressure drop caused by liquid-solid interactions to that by viscous resistance, and it is directly related to the non-Darcy effect.…”
Section: Discussionmentioning
confidence: 99%
“…According to Zeng and Grigg (2006), the Forchheimer number is recommended as a criterion for identifying non-Darcy flow because it has the advantage of clear meaning. It equals the ratio of pressure drop caused by liquid-solid interactions to that by viscous resistance, and it is directly related to the non-Darcy effect.…”
Section: Discussionmentioning
confidence: 99%
“…Extensive discussion of the limits of applicability of Darcy flow in porous media and references to further studies are given by Zeng & Grigg (2006). The two criteria-the Reynolds number and the Forchheimer number-are in general used for assessing limits to the applicability of Darcy flow.…”
Section: (C) Test Procedures and Resultsmentioning
confidence: 99%
“…Determination of the vertically integrated volume fluxes Volume fluxes, in the context of simulating CO 2 storage problems, are generally calculated using Darcy's law. However, owing to the lower dynamic viscosity of CO 2 at the relevant pressures of concern, it is pertinent to consider non-Darcy losses using the Forchheimer equation (Zeng & Grigg 2006). Therefore, the fluxes q i are defined by the Forchheimer equation …”
Section: Mass Conservationmentioning
confidence: 99%