Synergistic coupling in ab initio-machine learning simulations of dislocations

TL;DR

This paper introduces a hybrid simulation approach combining ab initio and machine learning potentials to accurately model dislocations and impurity interactions in materials, overcoming size limitations of traditional methods.

Contribution

It presents a linear machine learning potential framework with constrained retraining, enabling large-scale, accurate simulations of dislocations and impurity effects in materials.

Findings

Improved accuracy of ML potentials matching QM data

Long-range relaxations reveal new impurity-induced core reconstructions

Method allows for large-scale simulations with ab initio precision

Abstract

Ab initio simulations of dislocations are essential to build quantitative models of material strength, but the required system sizes are often at or beyond the limit of existing methods. Many important structures are thus missing in the training or validation of interatomic potentials, whilst studies of dislocation-defect interactions must mitigate the effect of strong periodic image interactions along the line direction. We show how these restrictions can be lifted through the use of linear machine learning potentials in hybrid simulations, where only a subset of atoms are governed by ab initio forces. The linear form is exploited in a constrained retraining procedure, qualitatively expanding the range of training structures for learning and giving precise matching of dislocation core structures, such that lines can cross the quantum/classical boundary. We apply our method to fully three dimensional studies of impurity segregation to edge and screw dislocations in tungsten. Our retrained potentials give systematically improved accuracy to QM/ML reference data and the three dimensional geometry allows for long-range relaxations that qualitatively change impurity-induced core reconstructions compared to simulations using short periodic supercells. More generally, the ability to treat arbitrary sub-regions of large scale simulations with ab initio accuracy opens a vast range of previously inaccessible extended defects to quantitative investigation.