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Название: Single and Multiple Random Walks on Random Lattices: Excitation Trapping and Annihilation Simulations
Авторы: Kopelman R., Hoshen J., Newhouse J.S.
Journal of Statistical Physics, Vol. 30, No. 2, 1983. p. 335-343.
Random walk simulations of exciton trapping and annihilation on binary and ternary lattices are presented. Single walker visitation efficiencies for ordered and random binary lattices are compared. Interacting multiple random walkers on binary and ternary random lattices are presented in terms of trapping and annihilation efficiencies that are related to experimental observables. A master equation approach, based on Monte Carlo cluster distributions, results in a nonclassical power relationship between the exciton annihilation rate and the exciton density.