Inertial effects in diffusion-limited reactions

Diffusion-limited reactions are commonly found in biochemical processes such as enzyme catalysis, colloid and protein aggregation and binding between different macromolecules in cells. Usually, such reactions are modeled within the Smoluchowski framework by considering purely diffusive boundary prob...

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Bibliographic Details
Published in:Journal of physics. Condensed matter 2010-03, Vol.22 (10), p.104116-104116
Main Authors: Dorsaz, N, De Michele, C, Piazza, F, Foffi, G
Format: Article
Language:English
Subjects:
Algorithms
Biological
Biophysics - methods
Boundaries
Catalysis
Colloids - chemistry
Computer Simulation
Condensed matter
Diffusion
Enzymes
Enzymes - chemistry
Inertial
Ligands
Mathematical models
Models, Statistical
Models, Theoretical
Particle Size
Proteins - chemistry
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Summary:Diffusion-limited reactions are commonly found in biochemical processes such as enzyme catalysis, colloid and protein aggregation and binding between different macromolecules in cells. Usually, such reactions are modeled within the Smoluchowski framework by considering purely diffusive boundary problems. However, inertial effects are not always negligible in real biological or physical media on typical observation time frames. This is all the more so for non-bulk phenomena involving physical boundaries, that introduce additional time and space constraints. In this paper, we present and test a novel numerical scheme, based on event-driven Brownian dynamics, that allows us to explore a wide range of velocity relaxation times, from the purely diffusive case to the underdamped regime. We show that our algorithm perfectly reproduces the solution of the Fokker-Planck problem with absorbing boundary conditions in all the regimes considered and is thus a good tool for studying diffusion-guided reactions in complex biological environments.
ISSN:0953-8984
1361-648X
DOI:10.1088/0953-8984/22/10/104116