While
a vast body of knowledge exists about adsorption energies
of catalytic reaction intermediates on solid surfaces in gas or vacuum
conditions based on experimental studies and calculations using quantum
mechanics, much less is known about adsorption energies in the presence
of liquid solvents. We present here a method for estimating adsorption
energies in the liquid phase based on the gas-phase adsorption energy,
the solvent’s adhesion energy to the solid surface, and the
gas-phase adsorbate’s solvation energy. A simple bond-additivity
model was recently developed for approximating the change in adsorption
energy (relative to gas phase) due to the additional presence of liquid
solvents using the solvent’s adhesion energy and the gaseous
adsorbate’s solvation energy, but that model was limited to
adsorbates whose thickness is much smaller than its lateral dimension
(parallel to the surface). Here we present a simple extension of that
model to adsorbates of finite thickness and general shape. We propose
a model to convert the experimental solvation energy of a gaseous
molecule into a molecule–solvent adhesion energy by assuming
isotropic interaction of the molecule with the solvent. This adhesion
energy allows us to estimate the fraction of this solvation energy
that is retained when the molecule is adsorbed, based on the molecule’s
shape, size, and adsorption geometry. As in the earlier bond-additivity
model, adsorption energies in solvent are lower in magnitude than
in the gas phase by an amount approximately equal to the adhesion
energy of the solvent to the surface times the surface area of the
solvent molecules displaced upon adsorption. We also report the predicted
effects of different solvents for molecules on metal surfaces where
solvation energies, gas-phase adsorption energies, and solvent/surface
adhesion energies are available in the literature.