Abstract

The approach of the effective medium approximation (EMA) has been used for the description of incoherent migration of electronic excitation. The migration takes place among the chromophores linked into a polymer chain which is in conformational motion. The polynomial equation, corresponding to two relative positions of neighbouring chromophores, yields the hypersurface of the effect rate coefficients W eff( Z) of the migration, where z is the parameter of the Laplace transformation. The inverse Laplace transformation of functions of W eff( Z) gives the mean-square distance and the diffusion coefficient D( t) of the migration of excitation. The dependence of D( t) as well as of its limit value for long time D(∞) on the rate of the trans⇄ gauche (T⇄G) conformational motion has been outlined for the polyvinylnaphthalene (PVN) chain.

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