Buried water molecules are ubiquitous
in protein structures and
are found at the interface of most protein–ligand complexes.
Determining their distribution and thermodynamic effect is a challenging
yet important task, of great of practical value for the modeling of
biomolecular structures and their interactions. In this study, we
present a novel method aimed at the prediction of buried water molecules
in protein structures and estimation of their binding free energies.
It is based on a semiexplicit, discrete solvation model, which we
previously introduced in the context of small molecule hydration.
The method is applicable to all macromolecular structures described
by a standard all-atom force field, and predicts complete solvent
distribution within a single run with modest computational cost. We
demonstrate that it indicates positions of buried hydration sites,
including those filled by more than one water molecule, and accurately
differentiates them from sterically accessible to water but void regions.
The obtained estimates of water binding free energies are in fair
agreement with reference results determined with the double decoupling
method.