Presents a new physical and mathematical theory of irreversible deformations and ductile fracture of metals that acknowledges the continuous change in the structure of materials during deformation and the accumulation of deformation damage.
Presents a new physical and mathematical theory of irreversible deformations and ductile fracture of metals that acknowledges the continuous change in the structure of materials during deformation and the accumulation of deformation damage.
V.M. Greshnov, Ufa State Aviation Technical University, Ufa, Russia
Inhaltsangabe
Foreword Introduction 1. Fundamentals of mechanics of strength and plasticity of metals 2. Fundamentals of the phenomenological theory of fracture and fracture criteria of metals at high plastic strains 3. Fundamentals of the physics of strength and plasticity of metals 4. A physico-phenomenological model of the single process of plastic deformation and ductile fracture of metals 5. A physico-phenomenological model of plasticity at high cyclic deformation and similar cold deformation 6. Physico-phenomenological models of irreversible strains in metals 7. Experimental verification of adequacy of models 8. Mathematical formulation and examples of solving applied problems of the physico-mathematical theory of plasticity Conclusion References Index
Foreword Introduction 1. Fundamentals of mechanics of strength and plasticity of metals 2. Fundamentals of the phenomenological theory of fracture and fracture criteria of metals at high plastic strains 3. Fundamentals of the physics of strength and plasticity of metals 4. A physico-phenomenological model of the single process of plastic deformation and ductile fracture of metals 5. A physico-phenomenological model of plasticity at high cyclic deformation and similar cold deformation 6. Physico-phenomenological models of irreversible strains in metals 7. Experimental verification of adequacy of models 8. Mathematical formulation and examples of solving applied problems of the physico-mathematical theory of plasticity Conclusion References Index
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