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Engineering
Mechanical Engineering
Continuum Mechanics
1. Introduction to Continuum Mechanics
2. Mathematical Foundations
3. Kinematics of Deformation
4. Stress Analysis
5. Balance Laws and Field Equations
6. Constitutive Relations
7. Linear Elasticity
8. Fluid Mechanics Applications
9. Wave Propagation
10. Advanced Topics
Constitutive Relations
Principles of Constitutive Theory
Determinism
Local Action
Material Objectivity
Material Symmetry
Thermodynamic Restrictions
Material Symmetry
Isotropic Materials
Anisotropic Materials
Orthotropic Materials
Transversely Isotropic Materials
Elastic Materials
Hyperelasticity
Strain Energy Function
Stress-Strain Relations
Material Stability
Linear Elasticity
Hooke's Law
Elastic Constants
Young's Modulus
Poisson's Ratio
Shear Modulus
Bulk Modulus
Lamé Parameters
Isotropic Linear Elasticity
Anisotropic Linear Elasticity
Thermoelasticity
Thermal Expansion
Coupled Thermomechanical Response
Fluid Materials
Ideal Fluids
Inviscid Flow
Euler Equations
Viscous Fluids
Newtonian Fluids
Stokes Relation
Navier-Stokes Equations
Non-Newtonian Fluids
Generalized Newtonian Fluids
Viscoelastic Fluids
Complex Fluids
Inelastic Materials
Viscoelasticity
Linear Viscoelasticity
Creep and Relaxation
Mechanical Models
Maxwell Model
Kelvin-Voigt Model
Standard Linear Solid
Hereditary Integrals
Plasticity
Yield Criteria
Tresca Criterion
von Mises Criterion
Mohr-Coulomb Criterion
Flow Rules
Associated Flow
Non-Associated Flow
Hardening Laws
Isotropic Hardening
Kinematic Hardening
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7. Linear Elasticity