Literature DB >> 20575015

Polarizable empirical force field for sulfur-containing compounds based on the classical Drude oscillator model.

Xiao Zhu1, Alexander D MacKerell.   

Abstract

Condensed-phase computational studies of molecules using molecular mechanics approaches require the use of force fields to describe the energetics of the systems as a function of structure. The advantage of polarizable force fields over nonpolarizable (or additive) models lies in their ability to vary their electronic distribution as a function of the environment. Toward development of a polarizable force field for biological molecules, parameters for a series of sulfur-containing molecules are presented. Parameter optimization was performed to reproduce quantum mechanical and experimental data for gas phase properties including geometries, conformational energies, vibrational spectra, and dipole moments as well as for condensed phase properties such as heats of vaporization, molecular volumes, and free energies of hydration. Compounds in the training set include methanethiol, ethanethiol, propanethiol, ethyl methyl sulfide, and dimethyl disulfide. The molecular volumes and heats of vaporization are in good accordance with experimental values, with the polarizable model performing better than the CHARMM22 nonpolarizable force field. Improvements with the polarizable model were also obtained for molecular dipole moments and in the treatment of intermolecular interactions as a function of orientation, in part due to the presence of lone pairs and anisotropic atomic polarizability on the sulfur atoms. Significant advantage of the polarizable model was reflected in calculation of the dielectric constants, a property that CHARMM22 systematically underestimates. The ability of this polarizable model to accurately describe a range of gas and condensed phase properties paves the way for more accurate simulation studies of sulfur-containing molecules including cysteine and methionine residues in proteins. Copyright 2010 Wiley Periodicals, Inc.

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Year:  2010        PMID: 20575015      PMCID: PMC2923574          DOI: 10.1002/jcc.21527

Source DB:  PubMed          Journal:  J Comput Chem        ISSN: 0192-8651            Impact factor:   3.376


  24 in total

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Authors:  Alexander D Mackerell
Journal:  J Comput Chem       Date:  2004-10       Impact factor: 3.376

3.  A generating equation for mixing rules and two new mixing rules for interatomic potential energy parameters.

Authors:  Ali Khalaf Al-Matar; David A Rockstraw
Journal:  J Comput Chem       Date:  2004-04-15       Impact factor: 3.376

4.  Atomic Level Anisotropy in the Electrostatic Modeling of Lone Pairs for a Polarizable Force Field Based on the Classical Drude Oscillator.

Authors:  Edward Harder; Victor M Anisimov; Igor V Vorobyov; Pedro E M Lopes; Sergei Y Noskov; Alexander D MacKerell; Benoît Roux
Journal:  J Chem Theory Comput       Date:  2006-11       Impact factor: 6.006

5.  Solvation free energies of amino acid side chain analogs for common molecular mechanics water models.

Authors:  Michael R Shirts; Vijay S Pande
Journal:  J Chem Phys       Date:  2005-04-01       Impact factor: 3.488

Review 6.  Advances in methods and algorithms in a modern quantum chemistry program package.

Authors:  Yihan Shao; Laszlo Fusti Molnar; Yousung Jung; Jörg Kussmann; Christian Ochsenfeld; Shawn T Brown; Andrew T B Gilbert; Lyudmila V Slipchenko; Sergey V Levchenko; Darragh P O'Neill; Robert A DiStasio; Rohini C Lochan; Tao Wang; Gregory J O Beran; Nicholas A Besley; John M Herbert; Ching Yeh Lin; Troy Van Voorhis; Siu Hung Chien; Alex Sodt; Ryan P Steele; Vitaly A Rassolov; Paul E Maslen; Prakashan P Korambath; Ross D Adamson; Brian Austin; Jon Baker; Edward F C Byrd; Holger Dachsel; Robert J Doerksen; Andreas Dreuw; Barry D Dunietz; Anthony D Dutoi; Thomas R Furlani; Steven R Gwaltney; Andreas Heyden; So Hirata; Chao-Ping Hsu; Gary Kedziora; Rustam Z Khalliulin; Phil Klunzinger; Aaron M Lee; Michael S Lee; Wanzhen Liang; Itay Lotan; Nikhil Nair; Baron Peters; Emil I Proynov; Piotr A Pieniazek; Young Min Rhee; Jim Ritchie; Edina Rosta; C David Sherrill; Andrew C Simmonett; Joseph E Subotnik; H Lee Woodcock; Weimin Zhang; Alexis T Bell; Arup K Chakraborty; Daniel M Chipman; Frerich J Keil; Arieh Warshel; Warren J Hehre; Henry F Schaefer; Jing Kong; Anna I Krylov; Peter M W Gill; Martin Head-Gordon
Journal:  Phys Chem Chem Phys       Date:  2006-06-12       Impact factor: 3.676

7.  Additive and Classical Drude Polarizable Force Fields for Linear and Cyclic Ethers.

Authors:  Igor Vorobyov; Victor M Anisimov; Shannon Greene; Richard M Venable; Adam Moser; Richard W Pastor; Alexander D MacKerell
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8.  Polarizable empirical force field for alkanes based on the classical Drude oscillator model.

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Journal:  J Phys Chem B       Date:  2005-10-13       Impact factor: 2.991

9.  Revised charge equilibration potential for liquid alkanes.

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10.  CHARMM fluctuating charge force field for proteins: I parameterization and application to bulk organic liquid simulations.

Authors:  Sandeep Patel; Charles L Brooks
Journal:  J Comput Chem       Date:  2004-01-15       Impact factor: 3.376

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  28 in total

1.  Matching of additive and polarizable force fields for multiscale condensed phase simulations.

Authors:  Christopher M Baker; Robert B Best
Journal:  J Chem Theory Comput       Date:  2013-06-11       Impact factor: 6.006

2.  Kirkwood-Buff analysis of aqueous N-methylacetamide and acetamide solutions modeled by the CHARMM additive and Drude polarizable force fields.

Authors:  Bin Lin; Pedro E M Lopes; Benoît Roux; Alexander D MacKerell
Journal:  J Chem Phys       Date:  2013-08-28       Impact factor: 3.488

3.  Drude polarizable force field for aliphatic ketones and aldehydes, and their associated acyclic carbohydrates.

Authors:  Meagan C Small; Asaminew H Aytenfisu; Fang-Yu Lin; Xibing He; Alexander D MacKerell
Journal:  J Comput Aided Mol Des       Date:  2017-02-11       Impact factor: 3.686

Review 4.  Metal Ion Modeling Using Classical Mechanics.

Authors:  Pengfei Li; Kenneth M Merz
Journal:  Chem Rev       Date:  2017-01-03       Impact factor: 60.622

5.  Polarizable Force Field for Molecular Ions Based on the Classical Drude Oscillator.

Authors:  Fang-Yu Lin; Pedro E M Lopes; Edward Harder; Benoît Roux; Alexander D MacKerell
Journal:  J Chem Inf Model       Date:  2018-04-17       Impact factor: 4.956

6.  Force Field for Peptides and Proteins based on the Classical Drude Oscillator.

Authors:  Pedro E M Lopes; Jing Huang; Jihyun Shim; Yun Luo; Hui Li; Benoît Roux; Alexander D Mackerell
Journal:  J Chem Theory Comput       Date:  2013-12-10       Impact factor: 6.006

7.  All-atom polarizable force field for DNA based on the classical Drude oscillator model.

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Journal:  J Comput Chem       Date:  2014-04-18       Impact factor: 3.376

8.  Proper balance of solvent-solute and solute-solute interactions in the treatment of the diffusion of glucose using the Drude polarizable force field.

Authors:  Mingjun Yang; Asaminew H Aytenfisu; Alexander D MacKerell
Journal:  Carbohydr Res       Date:  2018-01-31       Impact factor: 2.104

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Authors:  K Vanommeslaeghe; A D MacKerell
Journal:  Biochim Biophys Acta       Date:  2014-08-19

10.  Recent Developments and Applications of the CHARMM force fields.

Authors:  Xiao Zhu; Pedro E M Lopes; Alexander D Mackerell
Journal:  Wiley Interdiscip Rev Comput Mol Sci       Date:  2011-06-28
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