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Zhurnal Tekhnicheskoi Fiziki, 2023 Volume 93, Issue 1, Pages 104–116 (Mi jtf6921)

Solids

Non-homogeneous plastic deformation of amorphous metallic alloys under the action of a quasi-static mechanical load

E. E. Slyadnikovab, I. Yu. Turchanovskiĭa

a Institute of Computational Technologies, Siberian Branch of the Russian Academy of Sciences, Novosibirsk, Russia
b Tomsk State University of Control Systems and Radioelectronics

Abstract: A hypothesis is formulated and substantiated that quasi-static deformation in an amorphous metal alloy is a complex relaxation multi-stage process, which is a hierarchical sequence of interrelated structural transitions of the first order ordered in time. These nonequilibrium processes sequentially proceed at different scale space-time levels, starting from the lowest level – a cluster of atoms of the first coordination sphere with a relaxation time $\tau_\eta$, then the middle level – a nanocluster of atoms of the fifth coordination sphere with a relaxation time $\tau_\varphi$, spatial scale of 10 nm and relaxation time $\tau$, and $\tau\ge\tau_\varphi\ge\tau_\eta$. They are accompanied by transformations of various types of potential energy of atoms (elastic, inelastic, plastic deformation, ZST) into each other. A mechanism and a model of a nonequilibrium transition from an elastic mechanical state to a state with shear transformation zones, a mechanism and a model of localized plastic deformation in an amorphous metal alloy are constructed. In the interval of non-uniqueness, in response to a locally introduced perturbation, a traveling autowave arises, which transfers the slip band from the inelastic deformation regime to the plastic deformation regime. Model parameters are estimated and important physical properties of plastic deformation are calculated.

Keywords: amorphous metal alloys, mechanical load, plastic deformation, nonequilibrium structural transition, synergetic model, kinetic equations, autowave.

Received: 25.04.2022
Revised: 08.10.2022
Accepted: 09.10.2022

DOI: 10.21883/JTF.2023.01.54069.114-22



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© Steklov Math. Inst. of RAS, 2025