4.6 Article

Machine Learning Interatomic Potentials and Long-Range Physics

Journal

JOURNAL OF PHYSICAL CHEMISTRY A
Volume 127, Issue 11, Pages 2417-2431

Publisher

AMER CHEMICAL SOC
DOI: 10.1021/acs.jpca.2c06778

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Advances in machine learned interatomic potentials (MLIPs) have allowed for the development of short-range models with near ab initio accuracy and reduced computational cost. However, incorporating long-range physical interactions into MLIP frameworks remains a challenge. Recent research has focused on including nonlocal electrostatic and dispersion interactions to improve model accuracy. This Perspective discusses key methodologies and models for addressing the contributions of nonlocal physics and chemistry in MLIPs.
Advances in machine learned interatomic potentials (MLIPs), such as those using neural networks, have resulted in shortrange models that can infer interaction energies with near ab initio accuracy and orders of magnitude reduced computational cost. For many atom systems, including macromolecules, biomolecules, and condensed matter, model accuracy can become reliant on the description of shortand long-range physical interactions. The latter terms can be difficult to incorporate into an MLIP framework. Recent research has produced numerous models with considerations for nonlocal electrostatic and dispersion interactions, leading to a large range of applications that can be addressed using MLIPs. In light of this, we present a Perspective focused on key methodologies and models being used where the presence of nonlocal physics and chemistry are crucial for describing system properties. The strategies covered include MLIPs augmented with dispersion corrections, electrostatics calculated with charges predicted from atomic environment descriptors, the use of self-consistency and message passing iterations to propagated nonlocal system information, and charges obtained via equilibration schemes. We aim to provide a pointed discussion to support the development of machine learning-based interatomic potentials for systems where contributions from only nearsighted terms are deficient.

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