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弹塑性力学基础（双语教学版）（平台课课程群）

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版次：1
页数：
字数：
印刷时间：2014年04月01日
开本：大16开
纸张：胶版纸
包装：平装
是否套装：否
国际标准书号ISBN：9787307128255
丛书名：高等学校土木工程专业卓越工程师教育培养计划系列规划教材

作者:丁建国　编著出版社:武汉大学出版社出版时间:2014年04月

内容简介

　　《弹塑性力学基础（双语教学版）》系统地介绍了弹性力学以及塑性力学的基本理论和分析方法，包括力系统概述、应力分析、应变分析、应力—应变的本构关系、弹性理论基本方程、弹性理论的平面应变问题和平面应力问题、塑性基本理论、弹塑性分析实例等。《弹塑性力学基础（双语教学版）》中除第1章外，其余各章均配有大量的英文习题，此外还附有与英文习题相对应的参考答案。

目　　录

1 Force Systems
1.1 Introduction
1.2 Types of Force Distributions
1.3 Closure
2 Stress
2.1 Introduction
2.2 Stress Notation
2.3 Transformation Formulations for Stress
2.4 The Stress Tensor Is Symmetric
2.5 Evaluation of Principal Stress Tensor Invariants
2.6 Plane Stress
2.7 Mohr's Circle
2.8 Threedimensional Mohr's Circle
2.9 Summary

1  Force Systems 
  1.1  Introduction 
  1.2  Types of Force Distributions 
  1.3  Closure 
2  Stress 
  2.1  Introduction 
  2.2  Stress Notation 
  2.3  Transformation Formulations for Stress 
  2.4  The Stress Tensor Is Symmetric 
  2.5  Evaluation of Principal Stress Tensor Invariants 
  2.6  Plane Stress 
  2.7  Mohr's Circle 
  2.8  Threedimensional Mohr's Circle 
  2.9  Summary 
3  Strain 
  3.1  Introduction 
  3.2  Small Domain Viewpoint 
  3.3  Small Deformation Restriction 
  3.4  Rigidbody Rotation and Pure Deformation of an Element 
  3.5  Physical Interpretation of Strain Terms 
  3.6  Transformation Equations for Strain 
  3.7  Equations of Compatibility 
  3.8  A Note on Simply and Multiply Connected Bodies 
  3.9  Closure 
4  Stressstrain Relations 
  4.1  Introduction 
  4.2  The Tensile Test 
  4.3  Strainhardening 
  4.4  Other Properties Pertaining to the Tensile Test 
  4.5  Idealized Onedimensional Stressstrain Laws 
  4.6  Generalized Hooke's Law 
5  Basic Equations of Elasticity 
  5.1  Introduction 
  5.2  Equations of the Theory of Elasticity 
  5.3  Boundaryvalue Problems 
  5.4  Method of Analysis 
  5.5  St. Venant's Principle 
  5.6  Uniqueness Condition 
  5.7  Prismatic Bar Hanging by Its Own Weight 
  5.8  Closure 
6  Problems in Plane Strain and Plane Stress from the Theory of Elasticity 
  6.1  Introduction 
  6.2  Airy's Function 
  6.3  Problems in Cylindrical Coordinates 
  6.4  Axiallysymmetric Stress Distributions 
  6.5  Discussion of Basic Equations 
  6.6  Planestress Solutions:Plate with a Hole 
  6.7  The Case of the Curved Beam 
  6.8  Closure 
7  Plasticity 
  7.1  Introduction 
  7.2  Comparison of Elasticity and Plasticity 
  7.3  Models for Plastic Deformation 
  7.4  The Yield Locus and Surface 
  7.5  Yield Criteria 
  7.6  Tresca Criterion 
  7.7  Von Mises Criterion 
  7.8  Distortion Energy 
  7.9  Octahedral Shear Stress 
  7.10  Flow Rules or Plastic Stressstrain Relationships 
  7.11  Normality and Yield Surfaces 
  7.12  Plastic Work 
  7.13  Comparison of Mohr's Circles for Stress and Plastic Strain Increments 
  7.14  A Geometrical Considerations 
  7. 15  Isotropic Hardening 
8  The Examples of Elastoplastic Analysis 
  8.1  Introduction 
  8.2  Plane Strain Compression of a Block 
  8.3  Plane Straln Bending of a Beam 
  8.4  Cylindrical Bars under Pure Torsion 
  8.5  Pure Bending of Prismatic Beams 
  8.6  Pure Bending of Rectangular and Circular Cross Section Beam 
Appendix  Reference Answers 
Reference

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