10 Maio 2011, 10:57 • José Miranda Guedes
MINI-CURSO METODOS MATEMATICOS DA MECANICA
(Faculty of Mathematics and Informatics, University of Bucharest)
"Finite elasto-plasticity with structural inhomogeneities.
Theory and applications"
-1. Fundamental concepts in Continuum Mechanics, related to finite elasto-plasticity.
-2. Constitutive assumptions in multiplicative finite elasto-plasticity, based on the current relaxed configurations: elastic type constitutive relation and evolution equations for plastic deformation and internal variables
-3. Material symmetry in finite elasticity and in finite elasto-plasticity.
Application to orthotropic and tranversely isotropic materials.
-4. Rate type boundary value problems. Applications to bifurcations of homogeneous deformations in crystal plasticity.
-5. Second order type finite-plasticity: elastic and plastic distortion and connection. Theorem for the representation of connections.
-6. Mathematical models for defects existing at the micro-structural level, geometric description and balance equation for associated micro-forces.
-7. Non-local models for elasto-plastic materials with dislocations.
The lectures include proposed exercises and problems, and detailed notes are annexed to give certain detailed explanations which are necessary for a better understanding of the exposures.
There will be four lectures which will be held on :
Wednesday 18 May from 14:30 to 16:00
Thursday 19 May from 14:30 to 16:00
Wednesday 25 May from 14:30 to 16:00
Thursday 26 May from 14:30 to 16:00
INSTITUTO PARA A INVESTIGAÇÃO INTERDISCIPLINAR, SALA B2-01
AV. PROFESSOR GAMA PINTO, 2
11 Fevereiro 2011, 17:13