A Molecular Dynamics Study of Thermodynamic and Structural Aspects of the Hydration of Cavities in Proteins

REBECCA C. WADE, MICHAEL H. MAZORS J. ANDREW McCAMMON, and FLORANTE A. QUIOCHO

Department of Chemistry, University of Houston, Houston, Texas 77204-5641,
and Howard HughesMedical institute, Departments of Biochemistry and of Physiology and Molecular Biophysics,
Baylor College of Medicine, Houston, Texas 77030


ABSTRACT

The structure and activity of a protein molecule are strongly influenced by the extent of hydration of its cavities. This is, in turn, related to the free energy change on transfer of a water molecule from bulk solvent into a cavity. Such free energy changes have been calculated for two cavities in a sulfate-binding protein. One of these cavities contains a crystallographically observed water molecule while the other does not. Thermodynamic integration and perturbation methods were used to calculate free energies of hydration foreach of the cavities from molecular dynamics simulations of two separate events: the removal of a water molecule from pure water, and the introduction of a water molecule into each protein cavity. From the simulations for the pure water system, the excess chemical potential of water was computed to be -6.4 + 0.4 kcal/mol, in accord with experiment and with other recent theoretical calculations. For the protein cavity containing an experimentally observed water molecule, the free energy change on hydrating it with one water molecule was calculated as -10.0 + 1.3 kcal/mol, indicating the high probability that this cavity is occupied by a water molecule. By contrast, for the cavity in which no water molecules were experimentally observed, the free energy change on hydrating it with one water molecule was calculated as 0.2 + 1.5 kcal/mol, indicating its low occupancy by water. The agreement of these results with experiment suggests that thermodynamic simulation methods may become useful for the prediction and analysis of internal hydration in proteins.


Biopolymers (1991) 31, 919-931.


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