The results of Monte Carlo simulations are presented, which delineate the spatial spreading of a packet of charge carriers drifting within an energetically and (possibly) geometrically disordered hopping-site manifold under the influence of an applied field. At large values of the energetic disorder parameter ({σ}/kT>4) the tail width of an otherwise nondispersive photocurrent transient is independent of sample length L, while at lower values of {σ}/kT the dispersion follows a L^-1/2 relationship above a critical sample length. Experimental results on vapor-deposited 1,1-bis(di-4-tolylaminophenyl)cyclohexane bear out the predicted transition between the two regimes upon varying temperature. This confirms that the scaling behavior of nondispersive photocurrent transients with respect to sample length and/or field is a consequence of energetic disorder. Geometrical disorder alone is unable to produce the scaling properties.
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Borsenberger et al. (1993) studied this question.
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