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FSI-WAMAcad. year: 2012/2013
Introduction, basic terminology. Stress and strain tensors, principal stresses. Mathematical theory of elasticity, differential approach (equilibrium equations, Hooke´s law, geometrical equations, boundary conditions). Variational approach, principle of virtual work. Finite element method (FEM), displacement version. Fundamentals of linear fracture mechanics. Associated theory of plasticity. Kinematic and isotropic hardening rule, mixed hardening. Constitutive relations of elastic plastic material considering a nonhomogeneous temperature field. Mechanics of composite materials. Stiffness and strength of the unidirectional fibre composite (lamina) in longitudinal and transversal direction. Stiffness and strength of the short fibre composites. Hooke's law of anisotropic, orthotropic and transversal orthotropic material in the principal material directions. Hooke's law of 2-D fibre composite (lamina) in arbitrary direction, strength conditions.
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branch M-MTI , 1 year of study, winter semester, compulsory
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