############### Linear problems ############### Elastostatics : standard continuous galerkin * 2D plane stress/strain * 3D isotropic, orthotropic * axisymmetric discontinous galerkin -> volumetric locking mixed formulation using Hu-Washizu -> volumetric locking Elastodynamics * time integration Newmark scheme, theta Poroelasticity Mixing continuum and interfaces * elastic interfaces/supports (beam on elastic foundation) Linear Fracture Mechanics * G-theta method to compute J-integral and stress intensity factors Homogenization in elasticity -> treatment of rigid particles with Lagrange multipliers Linear Buckling Cosserat Strain gradient ################## Nonlinear problems ################## Hyperelasticity : -> compressible neo-hookean -> incompressible neo-hookean Viscoelasticity * Maxwell model * Kelvin-Voigt model Elasto-plasticity * radial return for von Mises/Drucker Prager * limit analysis with augmented Lagrangian Viscoplasticity * yield stress fluids Contact * resolution of normal contact with TAO * contact with AL Von-Karman plates ################ Beams and Plates ################ Membrane Axisymmetric shells Love-Kirchhoff plates with DG Reissner-Mindlin plates Higher-order plate models (warping, Bending-Gradient) ##### Misc ##### Topology Optimization (undocumented example) Linear Matching Method