Introduction to Thermomechanics - ISBN:0720404320

Introduction to Thermomechanics

Date: 21 April 2011, 15:05

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Hans Ziegler, "Introduction to Thermomechanics" [/b]
North-Holland Pub. Co | 1977 | ISBN: 0720404320 | 308 pages | Djvu | 2,2 MB [/center]
Table of contents
Chapter 1. Mathematical preliminaries
1.1. Cartesian tensors
1.2. Tensor algebra
1.3. Principal axes
1.4. Tensor analysis
Chapter 2. Kinematics
2.1. The state of motion
2.2. Small displacements
2.3. Material derivatives
2.4. Continuity
Chapter 3. Kinetics
3.1. The momentum theorems
3.2. The state of stress
3.3. The energy theorem
Chapter 4. Thermodynamics
4.1. The classical theory
4.2. State variables
4.3. The field theory
Chapter 5. Material properties
5.1. Basic concepts !
5.2. Fluids without internal parameters
5.3. Elastic solids
6.2. Steady potential flows
6.3. The plane problem
Chapter 7. Linear elasticity
7.1. Basic equations
7.2. Torsion
7.3. Crystals
7.4. Thermoelasticity
Chapter 8. Inviscid gases
8.1. Basic equations
8.2. Simple applications
8.3. Subsonic and supersonic flow
Chapter 9. Viscous fluids
9.1. Basic equations
9.2. Incompressible Newtonian liquids
9.3. Turbulence
9.4. Non-Newtonian liquids
Chapter 10. Plastic bodies
10.1. Viscoplastic bodies
10.2. Perfectly plastic bodies
10.3. Plane problems
10.4. Generalizations
Chapter 11. Viscoelasticity
11.1. One-dimensional models
11.2. Hereditary integrals
11.3. Constitutive relations
Chapter 12. General tensors
12.1. Tensor algebra
12.2. Tensor analysis
Chapter 13. Large displacements
13.1. Displacements and strains
13.2. Stresses and rate of deformation work
Chapter 14, Thermodynamic orthogonality
14.1. The governing functions
14.2. The thermodynamic forces
14.3. The orthogonality condition
14.4. Complex processes
14.5. Dissipation surfaces
Chapter 15, Maximal dissipation
15.1. Extremum principles
15.2. A deformation mechanism
15.3. Application to continua
Chapter 16, Non-Newtonian liquids
16.1. Constitutive equations
16.2. Approximations
16.3. The Green-Rivlin effect
Chapter 17, Plasticity
17.1. The orthogonality condition
17.2. The yield surface
17.3. A generalization
Chapter 18, Viscoelastic bodies
18.1. Internal parameters
18.2. Hereditary integrals
Bibliography
Subject index ..... 305

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