A microscopic theory of outersphere electron transfer reactions occurr
ing in mixed dipolar liquids is presented. Both static and dynamic eff
ects of solvent mixture on rates of electron transfer processes are ca
lculated by employing molecular models. The donor-acceptor system is c
omposed of two spheres between which the electron is transferred. The
sizes of the donor and acceptor can be different. The solvent mixture
is composed of different kinds of spherical molecules with embedded di
poles. The molecules of the different components are distinguished by
their sizes and dipole moments. A microscopic expression for the free
energy of activation is derived by using density functional theory and
constrained variational approach. The dynamic effects are calculated
by using a molecular hydrodynamic theory which properly includes the f
inite wavevector modes of relaxation of dipolar mixture. In the numeri
cal calculations, the solvent molecules of different components are ta
ken to be of equal size but different polarity and mole fraction. Expl
icit numerical results are obtained for the activation free energy and
the rate constant of electron transfer between a donor and an accepto
r of varying sizes and the importance of preferential solvation is elu
cidated. The effects of changing the donor-acceptor separation on the
activation free energy and the rate constant are also discussed. (C) 1
998 Elsevier Science B.V. All rights reserved.