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Transferable Neural Network Potentials and Condensed Phase Properties.

Anna Katharina Picha1,2, Marcus Wieder3, Stefan Boresch1

  • 1Faculty of Chemistry, Institute of Computational Biological Chemistry, University of Vienna, Wien 1090, Austria.

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|September 11, 2025
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Summary
This summary is machine-generated.

Transferable neural network potentials (NNPs) struggle to accurately predict condensed phase properties. Testing revealed specific weaknesses in models like ANI-2x and MACE-OFF23, highlighting the need for careful selection in simulations.

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Area of Science:

  • Computational Chemistry
  • Materials Science
  • Machine Learning

Background:

  • Transferable neural network potentials (NNPs) are rapidly advancing, primarily trained on single-molecule data.
  • Current applications often focus on molecular simulations, not complex condensed phases.
  • The accuracy of NNPs for systems outside their training data is largely unexplored.

Purpose of the Study:

  • To evaluate the performance of transferable NNPs in reproducing condensed phase properties.
  • To identify specific weaknesses of NNPs when applied to liquid simulations.
  • To inform the selection of appropriate NNPs for complex simulations.

Main Methods:

  • Assessed two transferable NNPs (ANI-2x, MACE-OFF23(S/M)) against reference data.
  • Simulated properties of pure liquids: density, heat of vaporization, heat capacity, isothermal compressibility.
  • Analyzed radial distribution functions and self-diffusion constants.

Main Results:

  • Both NNPs exhibited specific weaknesses when simulating condensed phases.
  • Even minor model flaws led to significant performance degradation in liquid simulations.
  • Performance varied considerably between the tested NNP models.

Conclusions:

  • Current transferable NNPs may not be sufficiently accurate for general condensed phase simulations.
  • Careful model selection and rigorous testing are crucial for NNP applications beyond their training domain.
  • Further development is needed to improve NNP reliability for complex systems.