Literature DB >> 25871080

Bottom-up model of adsorption and transport in multiscale porous media.

Alexandru Boţan1, Franz-Josef Ulm1, Roland J-M Pellenq1, Benoit Coasne1.   

Abstract

We develop a model of transport in multiscale porous media which accounts for adsorption in the different porosity scales. This model employs statistical mechanics to upscale molecular simulation and describe adsorption and transport at larger time and length scales. Using atom-scale simulations, which capture the changes in adsorption and transport with temperature, pressure, pore size, etc., this approach does not assume any adsorption or flow type. Moreover, by relating the local chemical potential μ(r) and density ρ(r), the present model accounts for adsorption effects and possible changes in the confined fluid state upon transport. This model constitutes a bottom-up framework of adsorption and transport in multiscale materials as it (1) describes the adsorption-transport interplay, (2) accounts for the hydrodynamics breakdown at the nm scale, and (3) is multiscale.

Year:  2015        PMID: 25871080     DOI: 10.1103/PhysRevE.91.032133

Source DB:  PubMed          Journal:  Phys Rev E Stat Nonlin Soft Matter Phys        ISSN: 1539-3755


  2 in total

1.  The difference between semi-continuum model and Richards' equation for unsaturated porous media flow.

Authors:  Rostislav Vodák; Tomáš Fürst; Miloslav Šír; Jakub Kmec
Journal:  Sci Rep       Date:  2022-05-10       Impact factor: 4.996

2.  Wicking in Porous Polymeric Membranes: Determination of an Effective Capillary Radius to Predict the Flow Behavior in Lateral Flow Assays.

Authors:  Patrick Altschuh; Willfried Kunz; Marcel Bremerich; Andreas Reiter; Michael Selzer; Britta Nestler
Journal:  Membranes (Basel)       Date:  2022-06-21
  2 in total

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