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- W2067701131 abstract "Our recent theory of hopping transport of excitations or charge carriers among particles randomly distributed on the sites of a lattice is extended here to include the presence of a low concentration trap species. We present an exact diagrammatic analysis of the configuration-averaged Green function of the pauli master equation for this problem. We obtain a non-perturbative approximation to the Green function that is expected to be accurate at both high and low donor concentration for low trap concentration. The approximation can be carried out for any lattice type in which any two sites can be transformed into one another by a symmetry operation, and a transfer rate of any distance dependence. We present calculations of the observable in a steady-state excitation transfer and trapping experiment that illustrate the effect of dimensionality and of the distance dependence of the transfer rate on this observable." @default.
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- W2067701131 date "1984-03-01" @default.
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- W2067701131 title "Hopping transport on a randomly substituted lattice in the presence of dilute deep traps" @default.
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- W2067701131 doi "https://doi.org/10.1016/s0301-0104(84)85180-0" @default.
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