Formulas for Stress, Strain, and Structural Matrices Second Edition
×
Success!
×
Error!
×
Information !
Rights Contact Login For More Details
- Wiley
More About This Title Formulas for Stress, Strain, and Structural Matrices Second Edition
- English
English
The most comprehensive book in its field, Formulas for Stress, Strain, and Structural Matrices, Second Edition is a source of formulas for the analysis and design of structural members and mechanical elements.
* Presents simple formulas, organized by type of member, to permit more complex members to be solved.
* Includes formulas for dynamic response as well as nominal vibration formulas.
* Contains background material on stress and strain, mechanical properties of materials, stress analysis, stress concentration, and fracture and fatigue mechanics.
* Presents simple formulas, organized by type of member, to permit more complex members to be solved.
* Includes formulas for dynamic response as well as nominal vibration formulas.
* Contains background material on stress and strain, mechanical properties of materials, stress analysis, stress concentration, and fracture and fatigue mechanics.
- English
English
WALTER D. PILKEY, PhD, is a Morse Professor of Mechanical Engineering in the School of Engineering and Applied Science at the University of Virginia, Charlottesville. He is recognized as an authority in the areas of stress and strain from both the mechanical and civil engineering points of view.
- English
English
Preface.
Acknowledgments.
1. Introduction.
2. Geometric Properties of Plane Areas.
3 Stress and Strain.
4. Mechanical Properties and Testing of Engineering Materials.
5. Experimental Stress Analysis.
6. Stress Concentration.
7. Fracture Mechanics and Fatigue.
8. Joints.
9. Contact Stresses.
10. Dynamic Loading.
11. Beams and Columns.
12. Torsion and Extension of Bars.
13. Frames.
14. Torsion of Thin-Walled Beams.
15. Cross-Sectional Stresses: Combined Stresses.
16. Curved Bars.
17. Rotors.
18. Plates.
19. Thick Shells and Disks.
20. Thin Shells.
Appendix I. Fundamental Mathematics.
Appendix II. Structural Members.
Appendix III. Structural Systems.
Index.