Equilibrium and nonequilibrium solvation dynamics for a diatomic dipol
ar solute in water are studied via molecular dynamics (MD) computer si
mulations. The solute electronic structure;variation and associated po
larizability are effected by a two-state description. This allows the
instantaneous readjustment of the solute dipole moment to the fluctuat
ing solvent environment. It is found that the solute polarizability ha
s several striking consequences for solvation. Both inertial and diffu
sive solvation dynamics become significantly slower as the solute pola
rizability increases; the relative contribution to overall solvation f
rom the inertial dynamics becomes markedly;reduced, Another novel feat
ure is that the dynamics along the Franck-Condon energy gap coordinate
-widely employed in many MD studies of solvation-become dependent on t
he relative dipole character of the ground and excited electronic stat
es, as well as on their relative polarizability difference. It is also
found that the validity of Linear response becomes considerably limit
ed when the solute is polarizable.