書籍詳細
村上敬宜（九州大学名誉教授）著／弾性と応力集中の理論
Theory of Elasticity and Stress Concentration
Murakami, Yukitaka
Wiley 2016/11
445 p. illustrations ; 26 cm
装丁:
Hrd
装丁について
テキストの言語:
ENG
出版国:
US
ISBN:
9781119274094
KCN:
1024910326
紀伊國屋書店 選定タイトル
標準価格：
￥23,337（本体 ￥21,216）
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納期について
DDC:
620.11232
Annotation
Comprehensive covers elasticity and stress concentration and demonstrates how to apply the theory to practical engineering problems.
Full Description
Includes bibliographical references and index.
Detailed information
Table of Contents
Part I Preface for the book Preface for the part Chapter 1 Stress 1.1 Stress at the surface of a body 1.1.1 Normal stress 1.1.2 Shear stress 1.2 Stress in the interior of a body 1.3 Two-dimensional (2D) stress state, three-dimensional (3D) stress state and stress transformation 1.3.1 Normal stress 1.3.2 Shear stress 1.3.3 Stress in an arbitary direction 1.3.3.1 Two-dimensional stress transformation 1.3.3.2 Three-dimensional stress transformation 1.3.4 Principal stresses 1.3.4.1 Principal stresses in two-dimensional stress state 1.3.4.2 Principal stresses in three-dimensional stress state 1.3.5 Pricipal shear stresses Problems of Chapter 1 Chapter 2 Strains 2.1 Strains in two-dimensional problems 2.2 Strains in three-dimensional problems 2.3 Strains in an arbitrary direction 2.3.1 Two-dimensional case 2.3.2 Three-dimensional case 2.4 Principal strains 2.5 Conditions of compatibility Problems of Chapter 2 Chapter 3 The Relationship between Stresses and Strains: The Generalized Hooke s law Problems of Chapter 3 Chapter 4 Equilibrium Equations Problems of Chapter 4 Chapter 5 Saint Venant s Principle and Boundary Conditions 5.1 Saint Venant s Principle 5.2 Boundary conditions Problems of Chapter 5 Chapter 6 Two-Dimensional Problems 6.1 Plane stress and plane strain 6.2 Basic conditions for exact solutions: Nature of solutions 6.3 Airy s stress function 6.4 Hollow cylinder 6.5 Stress concentration at a circular hole 6.6 Stress concentration at an elliptical hole 6.7 Stress concentration at a hole in a finite width plate 6.8 Stress concentration at a crack 6.9 Stress field due to a point force applied at the edge of a semi-infinite plate 6.10 Circular disk subjected to a concentrated force Problems of Chapter 6 Appendix of Chapter 6 Chapter 7 Torsion of a Bar with Uniform Section 7.1 Torsion of cylindrical bars 7.2 Torsion of bars having thin closed section 7.3 Saint Venant s torsion problems 7.4 Stress function in torsion 7.5 Membrane analogy: Solution of torsion problems by using the deformation of pressurized membrane 7.6 Torsion of bars having thin unclosed section 7.7 Comparison of torsional rigidity between a bar with an open section and a bar with a closed section Problems of Chapter 7 Chapter 8 Energy Principles 8.1 Strain energy 8.2 Uniqueness of the solutions of elasticity problems 8.3 Principle of the virtual work 8.4 Principle of the minimum potential energy 8.5 Castigliano s theorem 8.6 The reciprocal theorem Problems of Chapter 8 Chapter 9 The Finite Elemenet Method, FEM 9.1 FEM for one-dimensional problems 9.2 Analaysis of plane stress problems by the finite element method 9.2.1 Approximation of 2D plane stress problems by a set of triangular elements 9.2.2 Relationship between stress and strain in plane stress problemm 9.2.3 Stiffness matrix of a triangular plate element 9.2.4 Stiffness matrix of the total structure 9.2.5 Expression of boundary conditions and basic knowledge for element meshing Problems of Chapter 9 Chapter 10 Bending of Plates 10.1 Simple examples of plate bending 10.2 General problems of plate bending 10.3 Transformation of bending moment and torsional moment 10.4 Differential equations for a plate subjected to loads on the surface and their applications 10.5 Boundary conditions in plate bending problems 10.6 Polar coordinate expression of the quantities of plate bending 10.7 Stress concentration in plate bending problems 10.8 Bending of a circular plate Problems of Chapter 10 Chapter 11 Deformation and Stress in Cylindrical Shells 11.1 Basic equations 11.2 Various problems of cylindrical shells Problems of Chapter 11 Chapter 12 Thermal Stress 12.1 Therrmal stress in a rectangular plate Simple examples of thermal stress 12.2 Thermal stress in a circular plate 12.3 Thermal stress in a cylinder Problems of Chapter 12 Chapter 13 Contact Stress 13.1 Two-dimensional contact stress 13.2 Three-dimensional contact stress Problems of Chapter 13 Appendix Appendix 1 Rule of direction cosines Appendix 2 Green s theorem and Gauss divergence theorem Answers and Hints for the Problems