Large deformation processes of solids : from fundamentals to numerical simulation and engineering applications /
Ioannis Doltsinis.
- Southampton, UK ; Boston : WIT Press, c2004.
- 475 p. : ill. ; 24 cm.
CONTENTS
1 Introduction
2 Matrix Notation
2.1 Definitions 2.2 Matrix Algebra
3 Description of Material motion
3.1 Definition of Kinematic variables 3.2 Static variables 3.3 Variation of the reference systems 3.4 Static equilibrium etc
4 Elastic deformation
4.1 Description of elastic material behaviour 4.2 Solution of elastic nonlinear problems 4.3 Elastic structures 4.4 Dynamics in elasticity
5 Inelastic deformation processes
5.1 Description of inelastic materials 5.2 Determination of velocity field 5.3 The process of deformation 5.4 Time dependent boundary etc
6 Application of inelastic deformation processes in engineering
7.1 Non-isothermal deformation 7.2 Deformation and thermodynamics 7.3 Finite element representation of the thermal problem 7.4 Solution for the transient temperature
8 Processes design and related topics
8.1 Task definition 8.2 Objective functions and sensitivity analysis 8.3 Optimization of the process 8.4 Inverse problems
9 Solution of coupled systems
9.1 Coupled systems 9.2 Interacting processes 9.3 Solution of interacting systems 9.4 Domain decomposition etc
10 Elastoplasticity
10.1 Implication of elastic constituents 10.2 Description of elastic-plastic material 10.3 Thermodynamics 10.4 Damage in elastic-plastic materials
11 Problems with random variables
11.1 Task description and overview 11.2 A primer on multivariate statistics 11.3 Analysis of stochastic deformation processes 11.4 Design with random parameters 11.5 Exploration by synthetic sampling bibliography
Index : p. 471-475
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