Front Cover

pp.：  1 – 4

Foundations of the Numerical Analysis of Plasticity

pp.：  4 – 5

Copyright Page

pp.：  5 – 6

Preface

pp.：  6 – 10

Table of Contents

pp.：  10 – 14

Chapter 1. Mathematical models of elastic - plastic problems

pp.：  14 – 30

Chapter 2. Elastic - plastic vibration of a spring–mass system with one degree of freedom

pp.：  30 – 61

Chapter 3. Elastic– plastic vibration of a spring-mass system with multiple degrees of freedom

pp.：  61 – 75

Chapter 4. Quasi–static problems of a spring–mass system with multiple degrees of freedom

pp.：  75 – 92

Chapter 5. Two-dimensional dynamic semidiscrete system

pp.：  92 – 116

Chapter 6. Two–dimensional quasi-static semidiscrete system

pp.：  116 – 134

Chapter 7. Numerical stability in dynamic elastic-plastic problems

pp.：  134 – 160

Chapter 8. Explicit schemes for quasi-static problems

pp.：  160 – 189

Chapter 9. Elastic-plastic deformation of continuous bodies

pp.：  189 – 220

Chapter 10. Introduction to an elastic-plastic problem with geometrical nonlinearity

pp.：  220 – 241

Appendix ( A ). An elementary proof of Korn's inequality

pp.：  241 – 252

Appendix ( B ). Johnson's implicit method

pp.：  252 – 258

References

pp.：  258 – 260

Index

pp.：  260 – 264