Energy Decomposition Analysis Method Based on the\nConstrained Active Space Unrestricted Mean-Field Method

An energy decomposition analysis\nmethod based on the constrained\nunrestricted mean-field (CUHF) theory, called GKS-EDA(CU), is presented\nfor intermolecular interactions involving radicals. This method is\nable to take into account the spin contamination in both open-shell\nsinglet states and high-spin states. By using GKS-EDA(CU), the total\ninteraction energy can be divided into the terms of electrostatic,\nexchange–repulsion, polarization, and correlation. Test examples\nillustrate that GKS-EDA(CU) not only overcomes the spin contamination\nin the analysis for radical–radical interactions but also provides\ninsights into the variation of the magnetic coupling constant.

Publication Details

Journal
Figshare
Published
2024-11-26
DOI
https://doi.org/10.1021/acs.jpca.4c04763.s001
Primary Topic
Plant Taxonomy and Phylogenetics
Type
article
Field-Weighted Citation Impact
0.00
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article

Energy Decomposition Analysis Method Based on the\nConstrained Active Space Unrestricted Mean-Field Method

Figshare
Plant Taxonomy and Phylogenetics
article

Energy Decomposition Analysis Method Based on the\nConstrained Active Space Unrestricted Mean-Field Method

article en

Abstract

An energy decomposition analysis\nmethod based on the constrained\nunrestricted mean-field (CUHF) theory, called GKS-EDA(CU), is presented\nfor intermolecular interactions involving radicals. This method is\nable to take into account the spin contamination in both open-shell\nsinglet states and high-spin states. By using GKS-EDA(CU), the total\ninteraction energy can be divided into the terms of electrostatic,\nexchange–repulsion, polarization, and correlation. Test examples\nillustrate that GKS-EDA(CU) not only overcomes the spin contamination\nin the analysis for radical–radical interactions but also provides\ninsights into the variation of the magnetic coupling constant.

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