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      SAFT-γ force field for the simulation of molecular fluids: 4. A single-site coarse-grained model of water applicable over a wide temperature range

      , , , ,
      Molecular Physics
      Informa UK Limited

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          Perturbation Theory and Equation of State for Fluids. II. A Successful Theory of Liquids

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            CI study of the water dimer potential surface

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              Current status of the AMOEBA polarizable force field.

              Molecular force fields have been approaching a generational transition over the past several years, moving away from well-established and well-tuned, but intrinsically limited, fixed point charge models toward more intricate and expensive polarizable models that should allow more accurate description of molecular properties. The recently introduced AMOEBA force field is a leading publicly available example of this next generation of theoretical model, but to date, it has only received relatively limited validation, which we address here. We show that the AMOEBA force field is in fact a significant improvement over fixed charge models for small molecule structural and thermodynamic observables in particular, although further fine-tuning is necessary to describe solvation free energies of drug-like small molecules, dynamical properties away from ambient conditions, and possible improvements in aromatic interactions. State of the art electronic structure calculations reveal generally very good agreement with AMOEBA for demanding problems such as relative conformational energies of the alanine tetrapeptide and isomers of water sulfate complexes. AMOEBA is shown to be especially successful on protein-ligand binding and computational X-ray crystallography where polarization and accurate electrostatics are critical.
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                Author and article information

                Journal
                Molecular Physics
                Molecular Physics
                Informa UK Limited
                0026-8976
                1362-3028
                April 15 2015
                May 19 2015
                March 31 2015
                May 19 2015
                : 113
                : 9-10
                : 1228-1249
                Article
                10.1080/00268976.2015.1004804
                24ca74b7-954b-4766-836e-b3332412c859
                © 2015
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