1. A theoretical and experimental study of deformation mechanism dictated by disclination-dislocation coupling in Mg alloys at different temperatures.
- Author
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Du, Chunfeng, Gao, Yipeng, Li, Yizhen, Li, Quan, Zha, Min, Wang, Cheng, Jia, Hailong, and Wang, Hui-Yuan
- Subjects
DISLOCATIONS in crystals ,MECHANICAL properties of metals ,DEFORMATIONS (Mechanics) ,MATERIAL plasticity ,CRYSTAL defects - Abstract
• By introducing the Lie algebra method, the Lie-algebra-based theory of disclination and dislocation densities has been established, which captures the rotational nature of disclinations. • The disclination-dislocation coupling equation has been rigorously formulated in a Lie algebra-based theoretical framework, which governs the interplay between disclinations and dislocations. • Quasi-in-situ electron backscattered diffraction characterizations and disclination/dislocation density analyses have been performed to evaluate the deformation mechanisms of Mg alloys at different temperatures. • The disclination-dislocation coupling equation has been used to quantify the dynamic recovery and superplastic deformation mechanisms in the metals, which provides a new insight into the microstructure-property relationship of metallic materials. Dislocations and disclinations are fundamental topological defects within crystals, which determine the mechanical properties of metals and alloys. Despite their important roles in multiple physical mechanisms, e.g., dynamic recovery and grain boundary mediated plasticity, the intrinsic coupling and correlation between disclinations and dislocations, and their impacts on the deformation behavior of metallic materials still remain obscure, partially due to the lack of a theoretical tool to capture the rotational nature of disclinations. By using a Lie-algebra-based theoretical framework, we obtain a general equation to quantify the intrinsic coupling of disclinations and dislocations. Through quasi in-situ electron backscatter diffraction characterizations and disclination/dislocation density analyses in Mg alloys, the generation, coevolution and reactions of disclinations and dislocations during dynamic recovery and superplastic deformation have been quantitatively analyzed. It has been demonstrated that the obtained governing equation can capture multiple physical processes associated with mechanical deformation of metals, e.g., grain rotation and grain boundary migration, at both room temperature and high temperature. By establishing the disclination-dislocation coupling equation within a Lie algebra description, our work provides new insights for exploring the coevolution and reaction of disclinations/dislocations, with profound implications for elucidating the microstructure-property relationship and underlying deformation mechanisms in metallic materials. [Display omitted] [ABSTRACT FROM AUTHOR]
- Published
- 2025
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