Contents
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Introduction
Mesh generation
Structured mesh generation
Transforming meshes (p-refinement)
Formulation of the element matrices and vectors for elasticity problem
A general formula for the stiffness matrix
Constant strain triangle (CST-T3)
Linear strain triangle (LST-T6)
Linear quadrilateral element (Q4)
Quadratic quadrilateral element (Q8)
Numerical integration in finite elements
Consistent element nodal loads
Incorporation of boundary conditions
Explicit specification of BC's
Imposing prescribed displacements (Penalty method)
Solution of equilibrium equations
Formulation of beam-column elements
Joining beam-column elements to plane elements. Dissimilar elements.
Beam-column element connected to a plane element
Truss element connected to a plane element
Nonlinear analysis formulation
Inelastic stress-strain behavior
Incremental stress-strain relations
The Von-Mises yielding criteria
Mohr-Coulomb and Tresca yielding criteria
Generation of self-equilibrationg body loads
Tangent (variable) stiffness method
Integration of the constitutive relations. Consistent tangent matrix
Analysis types
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