AI Article Synopsis

  • The paper introduces a novel multilayer approach that integrates both additive and subtractive quantum mechanics/molecular mechanics (QM/MM) methods as specific cases.
  • It proposes a new definition of total energy in QM/MM based on dividing the system into three layers: inner QM, outer QM, and classical MM regions.
  • Initial test calculations indicate that this seamless multilayer method simplifies QM/MM studies of covalent inorganic solids by eliminating the need for interface parameterization and simplifying boundary corrections, although further adjustments may be needed for ionic compounds like α-AlO.

Article Abstract

In this paper, we provide general formulation of a multilayer approach, covering both additive and subtractive quantum mechanics/molecular mechanics (QM/MM) as special cases. After that, we suggest a novel definition of QM/MM total energy based on the consideration of a system divided into three layers. In a simplified form, it is , where layers 1, 2, and 3 represent inner QM, outer QM, and classical MM regions, respectively. The novel formulation is also not limited by only QM/MM combination of methods─in fact, any computational methods can be combined in a hybrid calculation. In this paper, we call the new approach seamless multilayer. Test calculations performed for silica and boric oxide show that the new approach requires no QM/MM interface parameterization as well as no or very simple correction terms for boundary atoms. This can greatly facilitate QM/MM studies of covalent inorganic solids. However, test calculations of α-AlO show that for ionic compounds, the new method requires some additional development.

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http://dx.doi.org/10.1021/acs.jctc.3c00666DOI Listing

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