<p>This Volume presents a unified approach to calculate the plane stress distribution of stress and strain in thin elastic/plastic discs subject to various loading conditions. There is a vast amount of literature on analytical and semi-analytical solutions for such discs obeying Trescaβs yield crite
Elastic And Inelastic Stress Analysis
β Scribed by Shames, Irving H
- Publisher
- CRC Press
- Year
- 1997
- Tongue
- English
- Leaves
- 721
- Category
- Library
No coin nor oath required. For personal study only.
β¦ Synopsis
Preface Part I:Fundamentals- 1.Introduction to Cartesian Tensors 2.Stress 3.Strain Part II:Useful Constitutive Laws- 4.Behavior of Engineering Materials 5.Linear Elastic Behavior 6.Linear Viscoelastic Behavior 7.Introduction to Nonlinear Viscoelastic Behavior:Creep 8.Plasticity 9.Boundary Value Problems Part III:Applications to Simple Structural Members 10.Flexure of Beams 11.Torsion of Shafts 12.Plane Strain Read more...
Abstract: Preface Part I:Fundamentals- 1.Introduction to Cartesian Tensors 2.Stress 3.Strain Part II:Useful Constitutive Laws- 4.Behavior of Engineering Materials 5.Linear Elastic Behavior 6.Linear Viscoelastic Behavior 7.Introduction to Nonlinear Viscoelastic Behavior:Creep 8.Plasticity 9.Boundary Value Problems Part III:Applications to Simple Structural Members 10.Flexure of Beams 11.Torsion of Shafts 12.Plane Strain 13.Plane Stress Appendixes
β¦ Table of Contents
Content: Front Cover
Contents
Preface
An Acknowledgment
Part I: Fundamentals
Chapter 1: Introduction to Cartesian Tensors
Chapter 2: Stress
Chapter 3: Strain
Part II: Useful Constitutive Laws
Chapter 4: Behavior of Engineering Materials
Chapter 5: Linear Elastic Behavior
Chapter 6: Linear Viscoelastic Behavior
Chapter 7: Introduction to Nonlinear Viscoelastic Behavior: Creep
Chapter 8: Plasticity
Chapter 9: Boundary Value Problems
Part III: Application to Simple Structural Members
Chapter 10: Flexure of Beams
Chapter 11: Torsion of Shafts
Chapter 12: Plane Strain Chapter 13: Plane StressAppendix I: Sufficiency Conditions for Compatibility
Appendix II: Discontinuity Functions
Appendix III: The Laplace Transform
Appendix IV: Note on the Flexure Formula for Beams
Appendix V: Traction Conditions in Termsof for Plane Strain and Two-Dimensional Plane Stress
Appendix VI: Cesaro Integrals in Terms of for Plane Strain and Two-Dimensional Plane Stress
Appendix VII: Microscopic Considerations of Properties of Solids
Back Cover
β¦ Subjects
Elasticity. Plasticity. Viscoelasticity.
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