The Peierls stress of interfacial dislocation under lattice mismatches
S
Shujun Zhang
Abstract
The dislocation motion at heterointerfaces can be quantitatively predicted by estimating the Peierls barrier using the generalized stacking-fault energy surface. A simple formula is derived for the Peierls stress of misfit dislocations within the framework of the Peierls–Nabarro mechanism. This formula clarifies the correlation between a material’s yield strength, its elastic constant, and the dislocation structure, which is crucial for understanding the stability of heterointerfaces. Using the BAs/AlN heterojunction as an example, the validity of the energy barrier at the B–Al interface is confirmed through numerical results obtained from first-principles simulations.
Article Details
Journal
Journal of Applied Physics
Volume / Issue
Vol. 137, Issue 2
Published
January 14, 2025
ISSN
0021-8979
Publisher
American Institute of Physics
Journal Info
Journal of Applied Physics
American Institute of Physics
ISSN: 0021-8979 Physical Sciences
Authors (1)
S
Shujun Zhang
Related Articles from this Journal
Causality analysis of vacuum chamber facility effects for Hall effect thruster operation
Seth J. Thompson, Kentaro Hara et al.
Aug 2026
10.1063/5.0325466
Polaron-induced efficiency limitations of solar H2O splitting by BiVO4
Hori Pada Sarker, Huy Q. Ho et al.
Aug 2026
10.1063/5.0333462
Suppression of Curie temperature through severe shear strain in lanthanum manganite LaMnO3+ <i>δ</i>
Alexy Bertrand, Masaki Mito et al.
Aug 2026
10.1063/5.0343797
Morphological confinement of secondary phases in entropy stabilized oxides
Jacob E. Norman, Julie M. Schoenung et al.
Aug 2026
10.1063/5.0340389
Achieving ultra-low surface roughness on aluminum alloys via picosecond laser milling–polishing
Kongliang Xie, Xin Huang et al.
Aug 2026
10.1063/5.0343077