A Finite Element Method For Degenerate Two-Phase Flow In Porous Media. Part I: Well-Posedness

JOURNAL OF NUMERICAL MATHEMATICS(2021)

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摘要
A finite element method with mass-lumping and flux upwinding is formulated for solving the immiscible two-phase flow problem in porous media. The method approximates directly thewetting phase pressure and saturation, which are the primary unknowns. The discrete saturation satisfies a maximum principle. Stability of the scheme and existence of a solution are established.
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关键词
stability, compactness, maximum principle, pressure-saturation
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