A stochastic model for fronts in porous media (Q2505602)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A stochastic model for fronts in porous media |
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A stochastic model for fronts in porous media (English)
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27 September 2006
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The author considers a free boundary value problem for Laplace equation with a small parameter \(\varepsilon\), a measure of the pore size \(\Gamma_{\varepsilon}\) in medium. The problem describes an interface along the segment \(\Gamma_{\varepsilon}\) between two different fluids. The author investigates weak limits of the solution \(p_{\varepsilon}\) as \(\varepsilon\) tends to zero.
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homogenization
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two-phase flow
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Laplace equation
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