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Machine Learning Potential for Electrochemical Interfaces with Hybrid Representation of Dielectric Response
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Understanding electrochemical interfaces at a microscopic level is essential for elucidating important electrochemical processes in electrocatalysis, batteries and corrosion. While \textit{ab initio} simulations have provided valuable insights into model systems, the high computational cost limits their use in tackling complex systems of relevance to practical applications. Machine learning potentials offer a solution, but their application in electrochemistry remains challenging due to the difficulty in treating the dielectric response of electronic conductors and insulators simultaneously. In this work, we propose a hybrid framework of machine learning potentials that is capable of simulating metal/electrolyte interfaces by unifying the interfacial dielectric response accounting for local electronic polarisation in electrolytes and non-local charge transfer in metal electrodes. We validate our method by reproducing the bell-shaped differential Helmholtz capacitance at the Pt(111)/electrolyte interface. Furthermore, we apply the machine learning potential to calculate the dielectric profile at the interface, providing new insights into electronic polarisation effects. Our work lays the foundation for atomistic modelling of complex, realistic electrochemical interfaces using machine learning potential at \textit{ab initio} accuracy.
Forward citations
Cited by 2 Pith papers
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Machine learning accelerated finite-field simulations for electrochemical interfaces
A machine-learned force field plus a learned charge response accelerates finite-field simulations of the Au(100)/NaCl(aq) interface and predicts a voltage-driven reorientation of interfacial water at the anode.
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Learning charges and long-range interactions from energies and forces
A latent-charge machine learning potential, trained only on energies and forces, recovers physical partial charges, dipoles, and quadrupoles and beats explicit-charge models on multiple benchmarks.
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