Presents an adaptive subdomain coupling approach in domain decomposition for multiphase porous media flow, with new strategies and initial guesses to improve nonlinear solver convergence and parallel scalability.
Computational Methods for Multi- phase Flows in Porous Media
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Experimental imbibition data on four porous materials are pre-processed with a monotonicity-preserving fit and used to calibrate a PDE model of capillary absorption.
A numerical model calibrated to imbibition data reproduces key features of water absorption in ghiara and azolo lime mortars by expressing capillary pressure and permeability as saturation-dependent functions.
citing papers explorer
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An Adaptive Subdomain Coupling Approach in Domain Decomposition for Multiphase Porous Media Flow
Presents an adaptive subdomain coupling approach in domain decomposition for multiphase porous media flow, with new strategies and initial guesses to improve nonlinear solver convergence and parallel scalability.
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Data-Informed Mathematical Characterization of Absorption Properties in Artificial and Natural Porous Materials
Experimental imbibition data on four porous materials are pre-processed with a monotonicity-preserving fit and used to calibrate a PDE model of capillary absorption.
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Mathematical modelling of the water absorption properties for historical lime-based mortars from Catania (Sicily, Italy)
A numerical model calibrated to imbibition data reproduces key features of water absorption in ghiara and azolo lime mortars by expressing capillary pressure and permeability as saturation-dependent functions.