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• W2952272849 abstract "Theoretical analysis of random walk on percolation lattices has predicted that, at the occupied site concentrations of above the threshold value, a characteristic crossover between an initial sub-diffusion to a final classical diffusion behavior should occur. In this study, we have employed the lattice gas automata model to simulate random walk over a square 2D site-percolation lattice. Quite good result was obtained for the critical exponent of diffusion coefficient. The random walker was found to obey the anomalous sub-diffusion regime, with the exponent decreasing when the occupied site concentration decreases. The expected crossover between diffusion regimes was observed in a configuration-dependent manner, but the averaging over the ensemble of lattice configurations removed any manifestation of such crossovers. This may have been originated from the removal of short-scale inhomogeneities in percolation lattices occurring after ensemble averaging." @default.
• W2952272849 created "2019-06-27" @default.
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• W2952272849 creator A5050082554 @default.
• W2952272849 creator A5088583574 @default.
• W2952272849 date "2010-01-17" @default.
• W2952272849 modified "2023-09-27" @default.
• W2952272849 title "Lattice Gas Automata Simulation of 2D site-percolation diffusion: Configuration dependence of the theoretically expected crossover of diffusion regime" @default.
• W2952272849 cites W1540810403 @default.
• W2952272849 hasPublicationYear "2010" @default.
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