DS06.04.01

Autonomous Learning of Atomistic Structural Transitions via Physics-Inspired Graph Neural Networks

When and Where

Nov 28, 2023
8:30am - 8:45am

Sheraton, Second Floor, Back Bay A

Presenter

Co-Author(s)

Bamidele Aroboto1,Shaohua Chen2,Yu-Ting Hsu3,Brandon Wood3,Yang Jiao2,James Chapman1

Boston University1,Arizona State University2,Lawrence Livermore National Laboratory3

Abstract

Bamidele Aroboto1,Shaohua Chen2,Yu-Ting Hsu3,Brandon Wood3,Yang Jiao2,James Chapman1

Boston University1,Arizona State University2,Lawrence Livermore National Laboratory3
Materials processing often occurs under extreme dynamic conditions leading to a multitude of unique structural environments. These structural environments generally occur at high temperatures and/or high pressures, often under non-equilibrium conditions, which results in drastic changes in the material’s structure over time. Computational techniques such as molecular dynamics simulations can probe the atomic regime under these extreme conditions. However, characterizing the resulting atomistic structures has proved challenging due to the intrinsic levels of disorder present. Here, we introduce SODAS++, a universal and interpretable graph neural network framework that can accurately and intuitively quantify the transition between any two arbitrary phases. The SODAS++ framework also quantifies local atomic environments, providing one with the power to encode global state information at the atomic level. We showcase SODAS++ for both solid-solid and solid-liquid transitions for systems of increasing geometric and chemical complexity such as elemental metals, oxides, and ternary alloys.

Keywords

crystallographic structure

Symposium Organizers

Mathieu Bauchy, University of California, Los Angeles
Ekin Dogus Cubuk, Google
Grace Gu, University of California, Berkeley
N M Anoop Krishnan, Indian Institute of Technology Delhi

Symposium Support

Bronze
Patterns and Matter | Cell Press

Publishing Alliance

MRS publishes with Springer Nature

 

Symposium Support