目錄
Chapter 1 Introduction
1.1 What is Mechanics of Materials?
1.2 Task of Mechanics of Materials
1.3 Basic Assumptions of Deformable Bodies
1.4 Internal Force, Stress and the Method of Section
1.5 Displacement, Deformation and Strain
1.6 Basic Deformations of Members
Problems 1
Chapter 2 Axial Tension and Compression
2.1 Introduction
2.2 Axial Force and Axial Force Diagram
2.3 Stress on Section
2.4 Mechanical Properties of Materials in Axial Tension
2.5 Mechanical Properties of Materials in Axial Compression
2.6 Strength Condition
2.7 Deformation of Rods·Hooke's Law
2.8 Statically Indeterminate Problems
2.9 Problems Involving Manufacture Errors and Temperature Changes
2.10 Strain Energy
2.11 Stress Concentration
Problems 2
Chapter 3 Shear
3.1 Strength Calculation of Connecting Members
3.2 Pure Shear·Theorem of Conjugate Shearing Stress·Hooke's Law in Shear
3.3 Shear Strain Energy
Problems 3
Chapter 4 Torsion
4.1 Introduction
4.2 Couple·Torque·Torsional Moment Diagram
4.3 Stress in Circular Shafts under Torsion
4.4 Deformation of Circular Shaft in Torsion
4.5 Strength Condition·Rigidity Condition·Design of Transmission Shafts
4.6 Main Conclusions of Rectangular Shafts in Torsion
4.7 Statically Indeterminate Shafts
Problems 4
Chapter 5 Internal Forces in Bending
5.1 Introduction
5.2 Simplification of External Loads and Supports
5.3 Internal Force Functions and Internal Force Diagrams
5.4 Relations among Distributed Load, Shear Force, and Bending Moment
5.5 Construct the Bending moment Diagram Using the Principle of Superposition
5.6 Internal force Diagrams of Planar Rigid Frames and Curved Rods
Problems 5
Chapter 6 Bending Stresses
6.1 Normal Stress in Pure Bending
6.2 Extension Use of the Normal Stress Formula·Strength Condition
6.3 Shear Stress in Rectangular Shaft
6.4 The Maximum Shear Stress for Different Common Cross Sections
6.5 Strength Condition of Bending Shear Stress
6.6 Design of Beams
6.7 Beams with Constant Strength
6.8 Measures to Improve Bending Strength
Problems 6
Chapter 7 Deflection of Beams
7.1 Introduction
7.2 Equation of Deflection Curve
7.3 Double Integration Method
7.4 Method of Superposition
7.5 Rigidity Condition·Measurements to Improve the Rigidity of Beams
7.6 Method for Solving Simple Statically Indeterminate Beams
Problems 7
Chapter 8 Analysis of Plane Stress
8.1 Introduction
8.2 Analysis of Plane Stress—Analytic Method
8.3 Analysis of Plane Stress—Graphical Method
8.4 Analysis of Triaxial Stress
8.5 Relation between Stress and Strain—Generalized Hooke's Law
8.6 Strain energy Density in Triaxial Stress
8.7 Relation of E, G and μ
Problems 8
Chapter 9 Theories of Failure
9.1 Introduction
9.2 Classical Theories of Failure
9.3 Experimental Study of Classic Theories of Failure
9.4 Modern Theories of Failure
9.5 Application of Theories of Failure
Problems 9
Chapter 10 Combined Deformations
10.1 Introduction
10.2 Asymmetric Bending
10.3 Combination of Tension (Compression) and Bending
10.4 Combination of Bending and Torsion; Design of Transmission Shafts
10.5 General Case of Combination of Bending and Torsion
Problems 10
Chapter 11 Stability of Columns
11.1 Introduction
11.2 Critical Load of Slender Compressed Columns
11.3 Critical Stress of Columns
11.4 Stability Check for Columns
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