Mathematical problems on the fluid-solute-heat flow through porous media. II: Partially saturated case (Q750766)
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scientific article; zbMATH DE number 4175585
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Mathematical problems on the fluid-solute-heat flow through porous media. II: Partially saturated case |
scientific article; zbMATH DE number 4175585 |
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Mathematical problems on the fluid-solute-heat flow through porous media. II: Partially saturated case (English)
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1990
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[For part I see the previous review.] The equation of fluid solute flow through partially saturated media is studied, for a homogeneous temperature. Using a discretization of time derivative, the existence of the solution is proved. In the last part the Darcy law modified by Philip and de Vries is studied.
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fluid solute flow
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Darcy law
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0.97365195
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0.9206274
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0.9187899
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0.9023371
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0.90025485
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0.89888877
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0.8946949
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0.89283043
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