Atomistic simulations are an important tool in materials modeling. Interatomic potentials (IPs) are at the heart of such molecular models, and the accuracy of a model's predictions depends strongly on the choice of IP. Uncertainty quantification (UQ) is an emerging tool for assessing the reliability of atomistic simulations. The Open Knowledgebase of Interatomic Models (OpenKIM) is a cyberinfrastructure project whose goal is to collect and standardize the study of IPs to enable transparent, reproducible research. Part of the OpenKIM framework is the Python package, KIM-based Learning-Integrated Fitting Framework (KLIFF), that provides tools for fitting parameters in an IP to data. This paper introduces a UQ toolbox extension to KLIFF. We focus on two sources of uncertainty: variations in parameters and inadequacy of the functional form of the IP. Our implementation uses parallel-tempered Markov chain Monte Carlo (PTMCMC), adjusting the sampling temperature to estimate the uncertainty due to the functional form of the IP. We demonstrate on a Stillinger–Weber potential that makes predictions for the atomic energies and forces for silicon in a diamond configuration. Finally, we highlight some potential subtleties in applying and using these tools with recommendations for practitioners and IP developers.
Extending OpenKIM with an Uncertainty Quantification Toolkit for Molecular Modeling
Yonatan Kurniawan,Cody Petrie,M. Transtrum,E. Tadmor,R. Elliott,Daniel S. Karls,Mingjian Wen Department of Physics,Astronomy,Brigham Young University,Provo,United States,Department of Aerospace Engineering,Mechanics,U. Minnesota,Minneapolis,E. Area,L. B. N. Laboratory,Berkeley
Published 2022 in IEEE International Conference on e-Science
ABSTRACT
PUBLICATION RECORD
- Publication year
2022
- Venue
IEEE International Conference on e-Science
- Publication date
2022-06-01
- Fields of study
Physics, Materials Science, Computer Science, Engineering
- Identifiers
- External record
- Source metadata
Semantic Scholar
CITATION MAP
EXTRACTION MAP
CLAIMS
- No claims are published for this paper.
CONCEPTS
- No concepts are published for this paper.
REFERENCES
Showing 1-60 of 60 references · Page 1 of 1
CITED BY
Showing 1-1 of 1 citing papers · Page 1 of 1