The phrase "dielectric friction" tends to bring to mind the drag force exer
ted by a polar liquid on some translating ion or rotating dipolar molecule,
but the underlying idea is far more general. Any relaxation process taking
place in a polar environment, including those involving solvation and vibr
ational relaxation, has the potential to be strongly affected by the specia
l dynamics associated with Coulombic forces. Indeed, there is considerable
evidence that vibrational energy relaxation is noticeably accelerated in hy
drogen-bonding solvents. What is less clear is precisely how electrostatic
forces achieve the accelerations they do and to what extent this phenomenon
relies on specifically protic solvents. We explore this issue in this pape
r by using classical molecular dynamics to study the vibrational population
relaxation of diatomic solutes with varying levels of polarity dissolved i
n both dipolar and nondipolar aprotic solvents. We find that the convention
al analysis based on partitioning the force autocorrelation function can be
usefully extended by adapting an instantaneous perspective; distinguishing
between the purely equilibrium effects of the instantaneous liquid structu
re surrounding a solute and the solely nonequilibrium effects of the relaxa
tion dynamics launched from those initial conditions. Once one removes the
powerful influence of electrostatic forces on the liquid structure, either
by simple normalization or by looking at the "force-velocity" autocorrelati
on function, the subsequent dynamics (and therefore the mechanism) of the r
elaxation is revealed to be dominated by short-ranged repulsive forces, eve
n under the most polar circumstances. The main rate-enhancing effect of Cou
lombic forces seems to be an equilibrium electrostriction: The solvent is s
imply ordered around the solute in such a way as to amplify the repulsive f
orces. At least in our examples, the slowly varying character of Colombic f
orces actually makes them quite ineffective at any kind of direct promotion
of vibrational energy relaxation. (C) 1999 American Institute of Physics.
[S0021-9606(99)00329-3].