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Machine-learned potentials for solvation modeling
DOI:10.1088/1361-648X/ae2177.png)
Abstract
En 中文
Solvent environments play a central role in determining molecular structure, energetics, reactivity, and interfacial phenomena. However, modeling solvation from first principles remains difficult due to the complex interplay of interactions and unfavorable computational scaling of first-principles treatment with system size. Machine-learned potentials (MLPs) have recently emerged as efficient surrogates for quantum chemistry methods, offering first-principles accuracy at greatly reduced computational cost. MLPs approximate the underlying potential energy surface, enabling efficient computation of energies and forces in solvated systems. They are also capable of accounting for effects such as hydrogen bonding, long-range polarization, and conformational changes. This review surveys the development and application of MLPs in solvation modeling. We summarize the theoretical basis of MLP-based energy and force predictions and present a classification of MLPs based on training targets, model types, and design choices related to architectures, descriptors, and training protocols. Integration into established solvation workflows is discussed, with case studies spanning small molecules, interfaces, and reactive systems. We conclude by outlining open challenges and future directions toward transferable, robust, and physically grounded MLPs for solvation-aware atomistic modeling.
Keywords:
machine-learned potentials (MLPs)
machine-learned atomistic potentials (MLAPs)
machine-learned force fields (MLFFs)
machine-learned interatomic potentials (MLIPs)
solvation modeling
hybrid solvation
microsolvation
Journal
IF:
2.6
Papers:
589
Citations:
5.1W
Organization
Cited Papers
Crash testing machine learning force fields for molecules, materials, and interfaces: model analysis in the TEA Challenge 2023
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E(3)-equivariant graph neural networks for data-efficient and accurate interatomic potentials
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SpookyNet: Learning force fields with electronic degrees of freedom and nonlocal effects
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IF15.7

