Autowave Physics of Inhomogeneous Plastic Flow

The paper presents the history of the autowave model for localized plastic flow developed at the ISPMS SB RAS and describes the fundamentals of the autowave approach to the problem of inhomogeneous plastic flow based on the idea of plastic flow localization. Attention is drawn to the historical aspect of the development of new ideas about the phenomenon of plasticity. The main relations of the autowave plasticity model (conformity principle, elastoplastic and mass invariants of plastic strain) are given, and its technical applications are considered. The two-component model is used to develop the theory of inhomogeneous plastic flow, taking into account the correlated (collective) properties of ensembles of deformation carriers. It is shown that solutions of the obtained equations describe patterns observed at all stages of strain hardening.

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Publication Details

Journal
Physical Mesomechanics
Published
2025-02-01
DOI
https://doi.org/10.1134/s1029959924601325
Citations
2
Primary Topic
Nonlinear Dynamics and Pattern Formation
Type
article
Field-Weighted Citation Impact
2.97
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article

Autowave Physics of Inhomogeneous Plastic Flow

Yu. A. Khon, Л. Б. Зуев
2 citations
Physical Mesomechanics
Nonlinear Dynamics and Pattern Formation
2.97
article

Autowave Physics of Inhomogeneous Plastic Flow

Yu. A. Khon, Л. Б. Зуев
article en
2 citations

Abstract

The paper presents the history of the autowave model for localized plastic flow developed at the ISPMS SB RAS and describes the fundamentals of the autowave approach to the problem of inhomogeneous plastic flow based on the idea of plastic flow localization. Attention is drawn to the historical aspect of the development of new ideas about the phenomenon of plasticity. The main relations of the autowave plasticity model (conformity principle, elastoplastic and mass invariants of plastic strain) are given, and its technical applications are considered. The two-component model is used to develop the theory of inhomogeneous plastic flow, taking into account the correlated (collective) properties of ensembles of deformation carriers. It is shown that solutions of the obtained equations describe patterns observed at all stages of strain hardening.

Physical MesomechanicsVol. 28(1)
Institute of Strength Physics and Materials Science (RU)
Openalex Percentile: Top 10%
Nonlinear Dynamics and Pattern Formation
2.97
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