19–22 May 2026
Europe/Paris timezone

A Theoretical Model for Stable Drainage Fronts in 3D Porous Media

20 May 2026, 09:05
15m
Oral Presentation (MS09) Pore-Scale Physics and Modeling MS09

Speaker

Paula Reis (Universitetet i Oslo)

Description

A theoretical approach to estimating stable drainage front widths in three-dimensional (3D) random porous media under gravitational and capillary effects is presented. Based on the frontier of the infinite cluster in gradient percolation, we propose an expression for the 3D front width dependent on the pore-network topology, the distribution of capillary-pressure thresholds for the pore throats, the stabilizing capillary-pressure gradient, the average pore size, and the correlation length critical exponent from percolation in three dimensions. Theoretical predictions are successfully compared to numerical results obtained with a bond invasion-percolation model for a wide range of drainage flow parameters.

Country Norway
Green Housing & Porous Media Focused Abstracts This abstract is related to Green Housing
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Author

Paula Reis (Universitetet i Oslo)

Co-author

Prof. Knut Jørgen Måløy (University of Oslo)

Presentation materials

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