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Offering a well-balanced blend of theory and hands-on applications, this book presents a unified framework for the main dissipative phenomena in metallic materials: plasticity and damage. Based on representation theory for tensor functions and scale-bridging theorems, this framework enables the development of constitutive models that account for the influence of crystallographic structures and deformation mechanisms on the macroscopic behavior. It allows readers to develop a clear understanding of the range of applicability of any given model, as well as its capabilities and limitations, and provides procedures for parameter identification along with key concepts necessary to solve boundary value problems, making it useful to both researchers and engineering practitioners. Although the book focuses on new contributions to modeling anisotropic materials, the review of the foundations of plasticity and models for isotropic materials, completed with detailed mathematical proofs mean that it is self-consistent and accessible to graduate students in engineering mechanics and material sciences.
Plasticity. --- Metals --- Plastic properties. --- Mechanics. --- Mechanics, Applied. --- Materials. --- Engineering design. --- Solid Mechanics. --- Metallic Materials. --- Mathematical Modeling and Industrial Mathematics. --- Engineering Design. --- Design, Engineering --- Engineering --- Industrial design --- Strains and stresses --- Engineering materials --- Industrial materials --- Engineering design --- Manufacturing processes --- Applied mechanics --- Engineering, Mechanical --- Engineering mathematics --- Classical mechanics --- Newtonian mechanics --- Physics --- Dynamics --- Quantum theory --- Design --- Materials --- Metals. --- Mathematical models. --- Models, Mathematical --- Simulation methods --- Metallic elements --- Chemical elements --- Ores --- Metallurgy
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Offering a well-balanced blend of theory and hands-on applications, this book presents a unified framework for the main dissipative phenomena in metallic materials: plasticity and damage. Based on representation theory for tensor functions and scale-bridging theorems, this framework enables the development of constitutive models that account for the influence of crystallographic structures and deformation mechanisms on the macroscopic behavior. It allows readers to develop a clear understanding of the range of applicability of any given model, as well as its capabilities and limitations, and provides procedures for parameter identification along with key concepts necessary to solve boundary value problems, making it useful to both researchers and engineering practitioners. Although the book focuses on new contributions to modeling anisotropic materials, the review of the foundations of plasticity and models for isotropic materials, completed with detailed mathematical proofs mean that it is self-consistent and accessible to graduate students in engineering mechanics and material sciences. [Publisher]
Engineering --- Mathematical models --- Continuum mechanics --- Engineering design --- Metals --- Ingénierie. --- Modèles mathématiques. --- Milieux continus, Mécanique des. --- Conception technique. --- Métaux.
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Classical mechanics. Field theory --- Solid state physics --- Metals and their compounds --- Materials sciences --- Applied physical engineering --- Planning (firm) --- Production management --- DFMA (design for manufacture and assembly) --- toegepaste mechanica --- mathematische modellen --- mechanica --- metalen
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Offering a well-balanced blend of theory and hands-on applications, this book presents a unified framework for the main dissipative phenomena in metallic materials: plasticity and damage. Based on representation theory for tensor functions and scale-bridging theorems, this framework enables the development of constitutive models that account for the influence of crystallographic structures and deformation mechanisms on the macroscopic behavior. It allows readers to develop a clear understanding of the range of applicability of any given model, as well as its capabilities and limitations, and provides procedures for parameter identification along with key concepts necessary to solve boundary value problems, making it useful to both researchers and engineering practitioners. Although the book focuses on new contributions to modeling anisotropic materials, the review of the foundations of plasticity and models for isotropic materials, completed with detailed mathematical proofs mean that it is self-consistent and accessible to graduate students in engineering mechanics and material sciences.
Classical mechanics. Field theory --- Solid state physics --- Metals and their compounds --- Materials sciences --- Applied physical engineering --- Planning (firm) --- Production management --- DFMA (design for manufacture and assembly) --- toegepaste mechanica --- mathematische modellen --- mechanica --- metalen
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