This important work covers the fundamentals of finite deformation in solids and constitutive relations for different types of stresses in large deformation of solids. In addition, the book covers the fracture phenomena in brittle or quasi-brittle materials in which large deformation does not occur. The book provides a thorough understanding of fracture mechanics as well. Since mathematical proof with full derivation is demonstrated throughout the book, readers will gain the skills to understand and drive the basic concepts on their own, enabling them to put forward new ideas and solutions.
This important work covers the fundamentals of finite deformation in solids and constitutive relations for different types of stresses in large deformation of solids. In addition, the book covers the fracture phenomena in brittle or quasi-brittle materials in which large deformation does not occur. The book provides a thorough understanding of fracture mechanics as well. Since mathematical proof with full derivation is demonstrated throughout the book, readers will gain the skills to understand and drive the basic concepts on their own, enabling them to put forward new ideas and solutions.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Majid Aleyaasin, PhD, is currently a researcher and lecturer in the School of Engineering at the University in Aberdeen in Aberdeen, Scotland. He was formerly a lecturer in mechanical engineering at Mashhad University, Iran, where he received a BEng. He received his PhD in mechanical engineering at Bradford University in the United Kingdom and subsequently worked a research fellow at the University of Manchester Institute of Science and Technology and University of Manchester, United Kingdom. Dr. Aleyaasin's research interest lies in the field of applied dynamics of solids and structures, and he has published 30 papers in international journals and in conference proceedings.
Inhaltsangabe
Preface. Part One: Mechanics of Finite Deformations. Nonlinear Geometry of Continuum Solids via Mathematical Tools. General Theory for Deformation and Strain in Solids. General Theory for Stress in Solids. General Form of the Constitutive Equations in Solids. Stress - Strain Relationship in Large Deformation of Solids. Part Two: Mechanics of Fracture. Application of Complex Variable Method in Linear Elasticity. Derivation of Fracture Mechanics From Linear Elasticity. Describing Three Modes of Fracture. Elastic-Plastic Fracture Mechanics (EPFM). Stress Intensity Factor for Trough Thickness Flaws and J Integral. Index.
Preface. Part One: Mechanics of Finite Deformations. Nonlinear Geometry of Continuum Solids via Mathematical Tools. General Theory for Deformation and Strain in Solids. General Theory for Stress in Solids. General Form of the Constitutive Equations in Solids. Stress - Strain Relationship in Large Deformation of Solids. Part Two: Mechanics of Fracture. Application of Complex Variable Method in Linear Elasticity. Derivation of Fracture Mechanics From Linear Elasticity. Describing Three Modes of Fracture. Elastic-Plastic Fracture Mechanics (EPFM). Stress Intensity Factor for Trough Thickness Flaws and J Integral. Index.
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