DocumentCode
769785
Title
Simulating solvent effects in organic chemistry: combining quantum and molecular mechanics
Author
Gao, Jiali ; Furlani, Thomas R.
Author_Institution
Dept. of Chem., State Univ. of New York, Buffalo, NY, USA
Volume
2
Issue
3
fYear
1995
Firstpage
24
Lastpage
33
Abstract
As computational methods improve, the need for accuracy must still be tempered with practicality. When calculating how molecules interact in solution, treating solute molecules quantum mechanically and the surrounding solvent molecules classically combines accuracy with computational efficiency. Computational methods for modeling solute-solvent interactions generally fall into two categories. A macroscopic approach treats the solvent as a continuous (unstructured) medium characterized by a bulk dielectric constant. Macroscopic methods, while generally faster because solvent molecules are not explicitly represented, are unable to provide specific details of the solute-solvent interaction. The microscopic method, which is the subject of this article, treats the solvent in its discrete molecular form. Most molecular dynamics or Monte Carlo simulations use molecular-mechanical (MM) potentials for both solute and solvent. However, hybrid quantum-mechanical and molecular-mechanical potential functions have recently emerged. We describe this combined approach for simulating chemical reactions in solution
Keywords
Monte Carlo methods; chemistry computing; discrete event simulation; molecule-molecule reactions; quantum theory; solvent effects; Monte Carlo simulations; bulk dielectric constant; chemical reactions in solution; computational efficiency; discrete molecular form; macroscopic approach; microscopic method; molecular dynamics; molecular-mechanic; molecular-mechanical potential functions; organic chemistry; quantum mechanics; solute molecules; solute-solvent interactions; solvent effects; Biological system modeling; Biology computing; Bonding; Chemicals; Chemistry; Computational modeling; High performance computing; Microscopy; Quantum mechanics; Solvents;
fLanguage
English
Journal_Title
Computational Science & Engineering, IEEE
Publisher
ieee
ISSN
1070-9924
Type
jour
DOI
10.1109/99.414873
Filename
414873
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