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MACE foundation models for lattice dynamics: a benchmark study on double halide perovskites
Jack Yang1, Ziqi Yin1, Lei Ao1,2,3
1School of Material Science and Engineering, University of New South Wales, Sydney, New South Wales 2052, Australia. jianliang.yang1@unsw.edu.au.
Foundation models like MACE show promise for predicting inorganic solid stability. Performance improves with more data, but accuracy decreases for highly anharmonic materials, highlighting areas for future physics-inspired model development.
Area of Science:
- Materials Informatics
- Computational Materials Science
- Artificial Intelligence in Chemistry
Background:
- Foundation models, such as MACE, represent a breakthrough in universal potentials for inorganic solids.
- Benchmarking computational methods is crucial for understanding model limitations and driving theoretical advancements.
Purpose of the Study:
- To benchmark MACE foundation models for screening dynamic stabilities of inorganic solids.
- To evaluate model performance using a DFT database of halide double perovskites.
Main Methods:
- Utilized a DFT database of room-temperature dynamic stability and vibrational anharmonicity for ~2000 cubic halide double perovskites.
- Benchmarked four MACE foundation model variants for predicting dynamic stabilities.
- Analyzed error sources, including atomic force errors and configurational space sampling.
Main Results:
- Model accuracy correlates positively with increased training data.
- MACE models more accurately predict dynamic stabilities of weakly anharmonic materials compared to highly anharmonic ones.
- Error amplification in atomic forces during Hessian matrix computation is the primary source of inaccuracy.
Conclusions:
- MACE foundation models demonstrate potential for materials screening but require further refinement for complex systems.
- Physics-inspired approaches are needed to enhance the accuracy and reliability of foundation models in atomistic modeling.
- Findings guide future development towards more robust and accurate universal potentials.
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