彈性力學(xué)學(xué)習(xí)指導(dǎo)及習(xí)題集 GUIDE AND PRACTICE FOR THEORY OF ELASTICITY

Preface
Nomenclature
Chapter 1 Introduction
　Basic Contents and Key Points
　1.1 Basic Contents
　　1.1.1 Contents of theory of elasticity
　　1.1.2 Some important concepts in theory of elasticity　
　　1.1.3 Basic assumptions in theory of elasticity
　1.2 Key Points
　Problems
Chapter 2 Theory of Plane Problems
　Basic Contents and Key Points
　2.1 Basic Contents
　　2.1.1 Definition of two kinds of plane problems　
　　2.1.2 Governing equations
　　2.1.3 Stress at a point
　　2.1.4 Boundary conditions
　　2.1.5 Principle of superposition
　　2.1.6 Saint Venant’S principle
　　2.1.7 Solutions to plane problems in terms of displacements
　　2.1.8 Solutions to plane problems in terms of stresses
　　2.1.9 Stress function
　2.2 Key Points?
　Problems
Chapter 3 Solutions to Plane Problems in Rectangular Coordinates
　Basic Contents and Key Points 
　3.1 Basic Contents　
　　3.1.1 Solutions to plane problems by Airy stress function　
　　3.1.2　Inverse method and semi-inVerse method　
　　3.1.3 Notices about the boundary COnditions
　3.2 Key Points
　Problems
Chapter 4 Solutions to Plane Problems in Polar Coordinates
　Basic Contents and Key Points
　4.1 Basic Contents　
　　4.1.1 Governing equations and unknowns
　　4.1.2 Coordinate transformation of stress components
　　4.1.3 Axi—symmetrical stresses and corresponding displacements　
　　4.1.4 Boundary conditions for contact problems
　　4.1.5 Stress concentration at the edge of a hole
　　4.1.6 Stress distributions in a wedge or a semi—infinite domain
　4.2 Key Points
　Problems
Chapter 5 Theory of Spatial Problems
　Basic Contents and Key Points　
　5.1 Basic Contents　
　　5.1.1 Governing equations and unknowns
　　5.1.2 Stress at a point
　　5.1.3 Boundary conditions
　　5.1.4 Solutions to spatial problems in terms of displacements
　　5.1.5 Solutions to spatial problems in terms of stresses
　5.2 Key Points
　Problems
Solutions
　Chapter 1 Introduction
　Chapter 2 Theory of Plane Problems
　Chapter 3 Solutions to Plane Problems in Rectangular Coordinates　
　Chapter 4 Solutions to Plane Problems in Polar Coordinates
　Chapter 5 Theory of Spatial Problems
References