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Enhanced Diffusive Transport in Fluctuating Porous Media
Raphaël Sarfati1, Christopher P Calderon1,2, Daniel K Schwartz1
1Chemical and Biological Engineering Department, University of Colorado, Boulder, Colorado 80303, United States.
Dynamic porous structures significantly enhance nanoparticle diffusion compared to static ones. This study reveals matrix fluctuations increase effective diffusion by 35-65%, impacting transport in confined systems.
Area of Science:
- Physics
- Materials Science
- Chemical Engineering
Background:
- Mass transport in porous media is crucial across various scientific disciplines.
- Existing theories lack a comprehensive description for complex transport behaviors in dynamic porous environments.
- Porous matrices are often dynamic, featuring fluctuating walls and changing pore structures, unlike the traditionally assumed static models.
Purpose of the Study:
- To directly compare nanoparticle diffusion in fluctuating versus static porous matrices.
- To quantify the impact of matrix dynamics on transport across different confinement regimes.
- To elucidate the mechanisms behind diffusion enhancement in dynamic porous systems.
Main Methods:
- Utilized a model system of close-packed colloidal spheres as a porous matrix.
- Compared nanoparticle diffusion in a fluctuating matrix with an identical, immobilized static matrix.
- Investigated diffusion across regimes from obstructed to highly confined using various nanoparticle sizes.
Main Results:
- Effective long-time diffusion coefficients were 35-65% higher in fluctuating matrices compared to static ones.
- The enhancement was observed across different geometric regimes and nanoparticle sizes.
- Fluctuations were found to enhance short-time diffusion and facilitate cooperative particle motion.
Conclusions:
- Dynamic matrix fluctuations significantly accelerate nanoparticle mass transport.
- The observed diffusion enhancement is attributed to increased short-time diffusion and cooperative "gate-opening" effects.
- Findings challenge the static matrix assumption and provide insights into transport in dynamic porous media.
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