a finite volume method for density driven flows in porous media
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ID: 241072
2013
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Abstract
In this paper, we apply a semi-implicit finite volume method for the numerical simulation of density driven flows in porous media; this amounts to solving a nonlinear convection-diffusion parabolic equation for the concentration coupled with an elliptic equation for the pressure. We compute the solutions for two specific problems: a problem involving a rotating interface between salt and fresh water and the classical but difficult Henry’s problem. All solutions are compared to results obtained by running FEflow, a commercial software package for the simulation of groundwater flow, mass and heat transfer in porous media.
| Reference Key |
danielle2013esaim:a
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|---|---|
| Authors | ;Hilhorst Danielle;Vu Do Huy Cuong;Wang Yushan |
| Journal | games for health journal |
| Year | 2013 |
| DOI |
10.1051/proc/201238021
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| URL | |
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