Solvent
plays an important role in liquid phase heterogeneous catalysis;
however, methods for calculating the free energies of catalytic phenomena
at the solid–liquid interface are not well-established. For
example, solvent molecules alter the energies of catalytic species
and participate in catalytic reactions and can thus significantly
influence catalytic performance. In this work, we begin to establish
methods for calculating the free energies of such phenomena, specifically,
by employing an explicit solvation method using a multiscale sampling
(MSS) approach. This MSS approach combines classical molecular dynamics
with density functional theory. We use it to calculate the free energies
of solvation of catalytic species, specifically adsorbed NH*, NH2*, CO*, COH*, CH2OH*, and C3H7O3* on Pt(111) surfaces under aqueous phase and under
a mixed H2O/CH3OH solvent. We compare our calculated
values with analogous values from implicit solvation for validation
and to identify situations where implicit solvation is sufficient
versus where explicit solvent is needed to compute adsorbate free
energies. Our results indicate that explicit quantum-based methods
are needed when adsorbates form chemical bonds and/or strong hydrogen
bonds with H2O solvent. Using MSS, we further separate
the calculated free energies into energetic and entropic contributions
in order to understand how each influences the free energy. We find
that adsorbates that exhibit strong energies also exhibit strong and
negative entropies, and we attribute this relationship to hydrogen
bonding between the adsorbates and the solvent molecules, which provides
a large energetic contribution but reduces the overall mobility of
the solvent.