The data coresponds to the publication Machine-learning potentials for structurally and chemically complex MAB phases: strain hardening and ripplocation-mediated plasticity, by Nikola Koutná, Shuyao Lin, Lars Hultman, Davide G. Sangiovanni, Paul H. Mayrhoferaccessible at https://doi.org/10.1016/j.matdes.2025.114307

Methodology

The methods used to produce the data are described in the publication

Contents

The zip file contains a README file and 3 folders with various text files:

MABs_structures: relaxed structures in the VASP POSCAR format (https://www.vasp.at/wiki/index.php/POSCAR)

MLIPs: machine-learning interatomic potentials in the mlip-2 format (https://gitlab.com/ashapeev/mlip-2) and the corresponding training sets in the cfg format (compatible with the mlip-2 package)

Raw_data_from_tables: calculated lattice parameters, elastic constants, and mechanical properties, as listed in Tab.1-3 in the publication (https://doi.org/10.1016/j.matdes.2025.114307)

Though offering unprecedented pathways to molecular dynamics (MD) simulations of technologically-relevant materials and conditions, machine-learning interatomic potentials (MLIPs) are typically trained for “simple” materials and properties with minor size effects. Our study of MAB phases (MABs)—alternating transition metal boride (MB) and group A element layers—exemplifies that MLIPs for complex materials can be fitted and used in a high-throughput fashion: for predicting structural and mechanical properties across a large chemical/phase/temperature space. Considering group 4–6 transition metal based MABs, with A=Al and the 222, 212, and 314 type phases, three MLIPs are trained and tested, including lattice and elastic constants calculations at temperatures T in {0,300,1200} K, extrapolation grade and energy (force, stress) error analysis for~= 3×10^6 ab initio MD snapshots. Subsequently, nanoscale tensile tests serve to quantify upper limits of strength and toughness attainable in single-crystal MABs at 300 K as well as their temperature evolution. In-plane tensile deformation is characterised by relatively high strength, {110}〈001〉 type slipping, and failure by shear banding. The response to [001] loading is softer, triggers work hardening, and failure by kinking and layer delamination. Furthermore, W2AlB2 able to retard fracture via ripplocations and twinning from 300 up to 1200 K.