Autowave plasticity : localization and collective modes /
Autowave Plasticity: Localization and Collective Modes discusses the nature of plastic flow in solids associated with the development of a localized plastic flow. Written by an authority in the field, the author demonstrates how patterns of localized plastic flow are associated with autowave modes t...
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| Format: | eBook |
| Language: | English |
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Boca Raton, FL :
CRC Press,
[2021]
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| Online Access: | Connect to the full text of this electronic book |
Table of Contents:
- Cover
- Half Title
- Title Page
- Copyright Page
- Table of Contents
- Preface
- Introduction
- 1. Plastic flow. Important regularities
- 1.1. Multi-scale plastic flow heterogeneity
- 1.1.1. Dislocation level of deformation
- 1.1.2. Mesoscale strain level
- 1.1.3. Macrostrain scale level
- 1.1.4. Lattice scale level
- 1.1.5. Temporal nonuniformity of plastic flow
- 1.2. Models of different-scale processes of plastic flow
- 1.2.1. Dislocation models
- 1.2.2. Large-scale distribution of strain
- 1.3. Plastic deformation as self-organization
- 1.3.1. On the possibilities of synergetics in the theory of plasticity
- 1.3.2. On collective phenomena in plasticity
- 1.4. Plasticity problem
- 1.4.1. Localization and the self-organization of plastic flow
- 1.4.2. On the principles of constructing a model of plastic flow
- 2. Macroscopic localization of plastic flows
- 2.1. Methods of observing patterns of localized plasticity
- 2.1.1. ALMEC complex. Principle of operation
- 2.1.2. ALMEC-tv complex. Principle of operation
- 2.2. Patterns of localized plasticity
- 2.2.1. Patterns of localized plasticity and general deformation
- 2.2.2. Patterns of localized plasticity. Qualitative analysis
- 2.2.3. Patterns of localized plasticity. Quantitative analysis
- 2.2.4. Kinetics of development of patterns
- 2.3. On the choice of materials for research
- 2.4. Stage of plastic deformation and localization patterns
- 2.4.1. Selection of stages of the plastic flow curve
- 2.4.2. The yield plateau stage
- 2.4.3. Stages of easy slip and linear hardening
- 2.4.4. Stage of parabolic hardening
- 2.4.5. Pre-fracture stage
- 2.5. The evolution of localization patterns during interstage transitions
- 2.5.1. Transition patterns
- 2.5.2. Compliance Rule
- 3. Plastic flow as an autowave process.
- 3.1. Localization as self-organization of plastic flow
- 3.1.1. Actual properties of plastically deformable media
- 3.1.2. Hypothesis about the autowave character of localized deformation
- 3.1.3. Entropy of wave and autowave deformation processes
- 3.2. Autowave plastic flow equations
- 3.2.1. On the structure of autowave equations
- 3.2.2. Equations of autowaves of localized plastic flow
- 3.2.3. Analysis of autowave equations
- 3.3. Generation of autowave plastic deformation modes
- 3.3.1. Autowave generation by stress concentrators
- 3.3.2. Autowave modes of localization of plastic flow
- 3.3.3. Deformation as an evolution of autowave structure
- 3.4. The main characteristics of localized deformation autowaves
- 3.4.1. The speed of propagation of autowaves
- 3.4.2. Dispersion of autowaves
- 3.4.3. Scale effect with strain localization
- 3.4.4. Autowave parameters and material structure
- 4. Two-component plastic flow model
- 4.1. On the principles of plastic flow model construction
- 4.2. Construction of a two-component plasticity model
- 4.2.1. Two-component model: structure and operation
- 4.2.2. Numerical estimates of the capabilities of the model
- 4.3. The basic equation of the model
- the elastoplastic invariant
- 4.3.1. Introduction of an elastoplastic strain invariant
- 4.3.2. Elastoplastic invariant and characteristics of the medium
- 4.3.3. On the nature of the elastoplastic deformation invariant
- 4.4. Implications of the two-component model
- 4.4.1. Phase autowave propagation speed
- 4.4.2. Dispersion of phase localized deformation autowaves
- 4.4.3. Constants in the dispersion relation for autowaves
- 4.4.4. Connection of the autowave length with the grain size in a polycrystal
- 4.4.5. Scale effect for autowave localized plasticity
- 4.4.6. Autowave equation of localized plasticity.
- 4.4.7. Autowaves and the Taylor-Orowan dislocation kinetics equation
- 4.4.8. The reason for generating autowaves
- 4.4.9. Evaluation of linear strain hardening coefficient
- 4.4.10. Elastoplastic invariant and Hall-Petch relation
- 4.4.11. Connection of elastic and plastic components of deformation
- 4.4.12. On the relationship of dislocation and mesoscopic scales.
- 4.4.13. Density of mobile dislocations
- 4.5. Generalization of the two-component plasticity model
- 5. A quasiparticle approach in plasticity physics
- 5.1. On the use of quantum-mechanical ideas in the physics of plasticity
- 5.2. Mass associated with autowave localized deformation
- 5.3. Introduction of quasiparticles
- autolocalizon
- 5.4. Quasiparticle representation of localized deformation
- 5.4.1. Jump-like plastic deformation
- 5.4.2. Autowave length
- autolocalizon displacement length
- 5.4.3. Elastoplastic deformation invariant and autolocalizon
- 5.5. Spectrum of elementary excitations of a deformable medium
- 5.5.1. Hybridization of the spectra of an elastically and plastically deformable medium
- 5.5.2. Dispersion and effective mass of autolocalizon
- 5.5.3. Condensation of quasiparticles in the process of plastic flow
- 5.5.4. The general meaning of the introduction of autolocalizon
- 5.5.5. Plasticity as a macroscopic quantum phenomenon
- 5.6. Deformation localization and periodic table of elements
- 5.6.1. General characteristics of the problem
- 5.6.2. Experimental data
- 5.6.3. Interpretation of the data
- Conclusion
- Bibliography
- Index.