Classical And Computational Solid Mechanics

Introduction; Tensor Analysis; Stress Tensor; Analysis of Strain; Conservation Laws; Elastic and Plastic Behavior of Materials; Linearized Theory of Elasticity; Solutions of Problems in Linearized Theory of Elasticity by Potentials; Two-Dimensional Problems in Linearized Theory of Elasticity; Variational Calculus, Energy Theorems, Saint-Venant's Principle; Hamilton's Principle, Wave Propagation, Applications of Generalized Coordinates; Elasticity and Thermodynamics; Finite Element Methods; Mixed and Hybrid Formulations; Finite Element Methods for Plates and Shells; Functional Thermodynamics and Thermoviscoelasticity; Thermodynamics with Internal State Variables and Thermoviscoplasticity; Electro-Thermo-Viscoelasticity/Viscoplasticity; Meshless Method;

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• Mecânica clássica
• Mecânica dos sólidos

Solid Mechanics, Elasticity Theory, Plasticity Theory, Viscoelasticity, Continuum Mechanics, Shells Theory, Plates Theory, Waves, Dynamics, Thermoviscoplasticity, Wave Propagation, Hamilton's Principle