The solvent reorganization free energy, E(s), is an important characte
ristic that affects the activation energy and spectral properties of d
ifferent charge transfer processes in polar media. Calculation of E(s)
implies two steps. The first step is evaluation of the charge redistr
ibution upon transition. The second step is calculation of E(s), for a
given charge redistribution. We developed a formalism that allows one
to compute the charge redistribution from data of quantum chemical ca
lculations, based on schemes which incorporate equilibrium solvent eff
ects. The concept of transition molecular orbitals (MO) is used which
assumes the electronic transition to be a transition of an electron be
tween two transition MO: the highest occupied and the lowest unoccupie
d MO of the solute. For an electron transfer between different species
the transition MO are the highest occupied MO of the donor and the lo
west unoccupied MO of the acceptor. The difference between the electro
nic densities of the two transition MOs gives the charge redistributio
n. The changes of the other MOs upon transition are described as polar
ization of an effective electronic continuum of the cavity. The model
of a cavity in a dielectric continuum is used to describe a solute or
a donor-acceptor complex in its reactive configuration. Our descriptio
n of the solute charge redistribution allows the introduction of a 'fi
xed charge density' formulation for E(s) in the second step. As an exa
mple, application of our formalism to the photoinduced transition betw
een the ground and the lowest excited states of an acridine dye is giv
en. We estimated how strong the influence of the solute wave function'
s modulation through non-equilibrium environmental polarization is and
studied the effect of the coupling between solute polar inertial mode
s and environmental polarization on the reorganization energy. We foun
d that neglecting any of these effects can result in seriously overest
imating the value of the reorganization energy.