Mechanics of porous elastic materials containing multiphase fluid (Q1064180)
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scientific article; zbMATH DE number 3920008
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Mechanics of porous elastic materials containing multiphase fluid |
scientific article; zbMATH DE number 3920008 |
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Mechanics of porous elastic materials containing multiphase fluid (English)
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1985
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A continuum theory of mixtures for a porous elastic solid saturated by immiscible viscous fluids is presented. The theory includes micro- inertial effects for the local fluctuation in volume fractions of the solid and fluid constituents. Gradients of volume fraction of both the elastic solid and fluid constituents are included in the constitutive variables. Equations governing the macroscopic motion are developed and show that the present theory contains both Biot's equations and multiphase Darcy flow through porous media as special cases.
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dilatancy
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transition from stratified flow to slug or plug flow
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continuum theory
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mixtures
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porous elastic solid
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saturated by immiscible viscous fluids
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micro-inertial effects
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local fluctuation in volume fractions
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Gradients of volume fraction
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Equations governing the macroscopic motion
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Biot's equations
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multiphase Darcy flow through porous media
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0.92591834
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0.9141375
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0.9099558
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0.90851665
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0.9072073
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0.9068506
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