4.7 Article

Density-Based Many-Body Expansion as an Efficient and Accurate Quantum-Chemical Fragmentation Method: Application to Water Clusters

Journal

JOURNAL OF CHEMICAL THEORY AND COMPUTATION
Volume 17, Issue 7, Pages 4144-4156

Publisher

AMER CHEMICAL SOC
DOI: 10.1021/acs.jctc.1c00340

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Funding

  1. Deutsche Forschungsgemeinschaft [JA 2329/7-1]

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Fragmentation methods based on many-body expansion are attractive for quantum-chemical treatment of large molecular systems. Traditionally, energy-based many-body expansion may suffer from slow convergence, especially in systems with strong polarization effects. Density-based many-body expansion offers a promising alternative, taking into account higher-order polarization effects and showing accurate predictions for water cluster systems.
Fragmentation methods based on the many-body expansion offer an attractive approach for the quantum-chemical treatment of large molecular systems, such as molecular clusters and crystals. Conventionally, the many-body expansion is performed for the total energy, but such an energy-based many-body expansion often suffers from a slow convergence with respect to the expansion order. For systems that show strong polarization effects such as water clusters, this can render the energy-based many-body expansion infeasible. Here, we establish a density-based many-body expansion as a promising alternative approach. By performing the many-body expansion for the electron density instead of the total energy and inserting the resulting total electron density into the total energy functional of density functional theory, one can derive a density-based energy correction, which in principle accounts for all higher-order polarization effects. Here, we systematically assess the accuracy of such a density-based many-body expansion for test sets of water clusters. We show that already a density-based two-body expansion is able to reproduce interaction energies per fragment within chemical accuracy and is able to accurately predict the energetic ordering as well as the relative interaction energies of different isomers of water clusters.

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