2D SIMULATIONS OF LIQUID PERCOLATION THROUGH MODEL POROUS MEDIA: PRELIMINARY MD AND DPD RESULTS
Abstract
In the paper we make a short overview of computer models based on particle approach, which can be suitable for the simulation of fluid flow through porous media. We concentrate on Molecular Dynamics (MD) and Dissipative Particle Dynamics (DPD) methods. We describe main features of our simulation programs, and present and discuss preliminary results of MD and DPD simulations of 2D fluid flow through a simple model rigid porous media. The paper aims at the evaluation of the applicability of MD and DPD methods for simulations of liquid flows in media of complicated geometry.
Keywords:
2D flow simulations, particle methods, molecular dynamics, dissipative particle dynamics
Details
- Issue
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Vol. 5 No. 1 (2001)
- Section
- Research article
- Published
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2001-03-31
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Licencja:
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This work is licensed under a Creative Commons Attribution 4.0 International License.
Author Biographies
MONIKA RYCHCIK,
Technical University of Gdansk, Faculty of Technical Physics and Applied Mathematics, Department of Solid State Physics
JAROSŁAW BOŚKO,
Technical University of Gdansk, Faculty of Technical Physics and Applied Mathematics, Department of Solid State Physics; TASK Computer Centre
JAROSŁAW RYBICKI,
Technical University of Gdansk, Faculty of Technical Physics and Applied Mathematics, Department of Solid State Physics; TASK Computer Centre
Authors
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MONIKA RYCHCIK
Technical University of Gdansk, Faculty of Technical Physics and Applied Mathematics, Department of Solid State Physics
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JAROSŁAW BOŚKO
Technical University of Gdansk, Faculty of Technical Physics and Applied Mathematics, Department of Solid State Physics; TASK Computer Centre
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JAROSŁAW RYBICKI
Technical University of Gdansk, Faculty of Technical Physics and Applied Mathematics, Department of Solid State Physics; TASK Computer Centre
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WITOLD ALDA
University of Mining and Metallurgy, Institute of Computer Science
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WITOLD DZWINEL
University of Mining and Metallurgy, Institute of Computer Science
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GIORGIO MANCINI
University of Camerino, INFM UdR Camerino, Department of Mathematics and Physics
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LAURO FIORETTI
Nuova Simonelli
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