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Limitations of Cluster-Trained MLIPs for Liquid Density and Diffusivity.

Viktor Svahn1, Ioan-Bogdan Magdău2, Samuel P Niblett3,4

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Machine-learned interatomic potentials (MLIPs) trained on molecular cluster data show high uncertainty in predicting liquid properties like density and diffusivity. Periodic structure training offers more stable, reliable results for battery solvent simulations.

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Area of Science:

  • Computational chemistry and materials science.
  • Development and application of machine-learned interatomic potentials (MLIPs).

Background:

  • Machine-learned interatomic potentials (MLIPs) bridge classical force-field efficiency with quantum mechanical accuracy.
  • Accurate simulation of liquid properties is crucial for battery electrolyte development.

Purpose of the Study:

  • To evaluate uncertainties in MACE-architecture MLIPs trained on different datasets (periodic vs. molecular clusters).
  • To assess the impact of MLIP uncertainties on simulated liquid densities and diffusivities for battery solvents.
  • To determine if MLIP uncertainties are small enough for comparing density functional theory (DFT) functionals.

Main Methods:

  • Training MACE-based MLIPs using two distinct public datasets: one with periodic structures, another with molecular clusters.
  • Performing molecular dynamics (MD) simulations using trained MLIPs to calculate density and diffusivity.
  • Analyzing model uncertainties by varying regression seeds and training set sizes.

Main Results:

  • All trained MACE-MLIPs produced stable 1 ns NPT trajectories for battery solvents.
  • MLIPs trained on molecular cluster data exhibited significant sensitivity to training seeds and data selection.
  • Cluster-trained MLIPs resulted in substantial uncertainties for simulated density and diffusivity.

Conclusions:

  • MLIPs trained on periodic structures provide more reliable simulations of liquid properties compared to those trained on cluster data.
  • Uncertainties in cluster-trained MLIPs are too large for robust comparison of DFT functionals.
  • The developed workflow can be extended for broader assessment of DFT functionals and MLIP performance.