Intrinsic grain boundary mobility tensor from three-dimensional interface random walk
Xinyuan Song, Chuang Deng

TL;DR
This paper introduces a 3D interface random walk theory to accurately extract grain boundary mobility tensors, validated by simulations, and applies it to a large Ni GB dataset revealing complex migration phenomena.
Contribution
It develops a novel 3D random walk approach for intrinsic GB property extraction and refines the FAIRWalk method for efficient, high-accuracy measurements.
Findings
Validated the symmetry of the GB mobility tensor.
Discovered temperature-induced changes in shear coupling.
Identified non-linear relationships between activation energy and mobility.
Abstract
In recent years, studies have demonstrated that the grain boundary (GB) migration is a three-dimensional (3D) process, characterized by a 3D mobility tensor. In this study, we develop a 3D interface random walk theory to extract the GB mobility and shear coupling tensors at equilibrium state based on the random walk of the GB position. Using this approach, we mathematically prove the symmetry of the GB mobility tensor in the case of overdamped GB migration. The theory and its conclusions align with molecular dynamics simulation results and disconnection analysis, and the extracted GB mobility and shear coupling tensors reflect the intrinsic GB properties, unaffected by the large driving forces in atomistic simulations. Additionally, we refined the fast adapted random walk (FAIRWalk) method, enabling efficient extraction of the GB mobility tensor from fewer simulations while maintaining…
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Taxonomy
TopicsTheoretical and Computational Physics · Microstructure and mechanical properties · Metallurgy and Material Forming
