Momentum transport at a fluid–porous interface

By B. Goyeau, D. Lhuillier, D. Gobin, M. Velarde. 2003

317 citations recorded by the source corpus.

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Numerical analysis for the flow past a porous square cylinder based on the stress‐jump interfacial‐conditions (2008, background): “Thus, its physical representation of momentum conservation at the interfacial region depends on the relevance of the discretization scheme ( Goyeau et al. 2003”
A coupling concept for two‐phase compositional porous‐medium and single‐phase compositional free flow (2011, methodology): “There exist several alternatives to the Beavers-Joseph condition [Levy and Sanchez-Palencia, 1975; Alazmi and Vafai, 2001; Goyeau et al., 2003].”
Boundary Conditions at Fluid-Permeable Interfaces in Porous Media: a Variational Approach (2009, background): “…or “kinematical boundary conditions” can be found in Deresiewicz (1963); Cieszko and Kubik (1998); Cieszko and Kubik (1999); Debergue et al.(1999); Goyeau et al. (2003); Haber and Mauri (1983); Kuznetsov (1997); Le Bars and Grae Worster (2006); Levy and Sanchez-Palencia (1975); Rajagopal et…”
Poiseuille flow in a fluid overlying a porous medium (2008, methodology): “We use the important findings of Ochoa-Tapia & Whitaker (1995), Goyeau et al. (2003) and Goharzadeh et al. (2005) to suggest parameter values for our transition layer.”