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弹性力学学习指导及习题集 英文PDF|Epub|txt|kindle电子书版本网盘下载
- 于桂兰主编；余自若，徐艳秋副主编 著
- 出版社： 北京：北京交通大学出版社
- ISBN：9787512118348
- 出版时间：2014
- 标注页数：129页
- 文件大小：11MB
- 文件页数：137页
- 主题词：弹性力学－高等学校－教学参考资料－英文
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图书目录
Chapter 1 Introduction1
Basic Contents and Key Points1
1.1 Basic Contents1
1.1.1 Contents of theory of elasticity1
1.1.2 Some important concepts in theory of elasticity1
1.1.3 Basic assumptions in theory of elasticity2
1.2 Key Points3
Problems3
Chapter 2 Theory of Plane Problems5
Basic Contents and Key Points5
2.1 Basic Contents5
2.1.1 Definition of two kinds of plane problems5
2.1.2 Governing equations6
2.1.3 Stress at a point7
2.1.4 Boundary conditions7
2.1.5 Principle of superposition8
2.1.6 Saint Venant's principle9
2.1.7 Solutions to plane problems in terms of displacements9
2.1.8 Solutions to plane problems in terms of stresses9
2.1.9 Stress function10
2.2 Key Points10
Problems11
Chapter 3 Solutions to Plane Problems in Rectangular Coordinates20
Basic Contents and Key Points20
3.1 Basic Contents20
3.1.1 Solutions to plane problems by Airy stress function20
3.1.2 Inverse method and semi-inverse method20
3.1.3 Notices about the boundary conditions22
3.2 Key Points22
Problems23
Chapter 4 Solutions to Plane Problems in Polar Coordinates27
Basic Contents and Key Points27
4.1 Basic Contents27
4.1.1 Governing equations and unknowns27
4.1.2 Coordinate transformation of stress components28
4.1.3 Axi-symmetrical stresses and corresponding displacements28
4.1.4 Boundary conditions for contact problems30
4.1.5 Stress concentration at the edge of a hole30
4.1.6 Stress distributions in a wedge or a semi-infinite domain32
4.2 Key Points33
Problems33
Chapter 5 Theory of Spatial Problems39
Basic Contents and Key Points39
5.1 Basic Contents39
5.1.1 Governing equations and unknowns39
5.1.2 Stress at a point40
5.1.3 Boundary conditions40
5.1.4 Solutions to spatial problems in terms of displacements41
5.1.5 Solutions to spatial problems in terms of stresses41
5.2 Key Points42
Problems42
Solutions44
Chapter 1 Introduction44
Chapter 2 Theory of Plane Problems46
Chapter 3 Solutions to Plane Problems in Rectangular Coordinates67
Chapter 4 Solutions to Plane Problems in Polar Coordinates88
Chapter 5 Theory of Spatial Problems120
References129