Table of Contents

Preface

Part A: Fundamentals of structural analysis

Section A1. Elasticity

Chapter 1. Basic elasticity

1.1 Stress

1.2 Notation for forces and stresses

1.3 Equations of equilibrium

1.4 Plane stress

1.5 Boundary conditions

1.6 Determination of stresses on inclined planes

1.7 Principal stresses

1.8 Mohr’s circle of stress

1.9 Strain

1.10 Compatibility equations

1.11 Plane strain

1.12 Determination of strains on inclined planes

1.13 Principal strains

1.14 Mohr’s circle of strain

1.15 Stress–strain relationships

1.16 Experimental measurement of surface strains

References

Additional Reading

Problems

Chapter 2. Two-dimensional problems in elasticity

2.1 Two-dimensional problems

2.2 Stress functions

2.3 Inverse and semi-inverse methods

2.4 St. Venant’s principle

2.5 Displacements

2.6 Bending of an end-loaded cantilever

Reference

Problems

Chapter 3. Torsion of solid sections

3.1 Prandtl stress function solution

3.2 St. Venant warping function solution

3.3 The membrane analogy

3.4 Torsion of a narrow rectangular strip

References

Problems

Section A2. Virtual work, energy, and matrix methods

Chapter 4. Virtual work and energy methods

4.1 Work

4.2 Principle of virtual work

4.3 Applications of the principle of virtual work

Reference

Problems

Chapter 5. Energy methods

5.1 Strain energy and complementary energy

5.2 Principle of the stationary value of the total complementary energy

5.3 Application to deflection problems

5.4 Application to the solution of statically indeterminate systems

5.5 Unit load method

5.6 Flexibility method

5.7 Tot

Details

No. of pages:
728
Language:
English
Copyright:
© 2014
Published:
Imprint:
Butterworth-Heinemann
eBook ISBN:
9780080982038
Print ISBN:
9780080982014