At the end of this course, the students; 1) Get knowledge about deformation mechanic fundamentals. 2) Get knowledge about the interaction between material spaces and thermo mechanic outer loadings. 3) Understanding the interaction between forces and material in engineering problems.
MODE OF DELIVERY
Face to face
PRE-REQUISITES OF THE COURSE
No
RECOMMENDED OPTIONAL PROGRAMME COMPONENT
None
COURSE DEFINITION
Elasticity: General approach, linear constitutive equations, material symmetric, isotropic materials, isotropic wave distribution in elastic solids, thermoelasticity: General approach, linear constitutive equations, isotropic materials. Fluid dynamics: Compressible and non-compressible fluids, visco-elasticity: Mechanic models, linear theories, specific problem solutions
COURSE CONTENTS
WEEK
TOPICS
1st Week
Constitutive theory axioms. Thermo-mechanic materials
2nd Week
Elastic materials. Isotropic Elastic materials.
3rd Week
Stokes fluids. Thermo-viscose fluids.
4th Week
Elasticity theory. Linear constitutive Equations.
5th Week
Restrictions on elastic module. Elastic wave Distribution on Isotropic solids.
6th Week
Fluid mechanics. Linear constitutive equations
7th Week
Specific fluid Transaction classes. Compressible ideal fluids and acoustic.
8th Week
Thermo-elastic waves. Visco-elasticity.
9th Week
Non-linear and linear Kelvin-Voight material.
10th Week
Maxwell material.
11th Week
General Visco-Elastic Materials.
12th Week
Functional constitutive equations.
13th Week
Wave Distrubition.
14th Week
Thermo-Viscoelastic fluids.
RECOMENDED OR REQUIRED READING
Eringen, A. C., (1980). Mechanic of Continua. Krieges. Eringen, A. C., (1962). Nonlinear Theory of Continuous Media. McGraw-Hill. Eringen, A. C., (1972). Continuum Physics, Vol. 2. Acad Press.