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Invited Lecturers

Ferdinando Auricchio

University of Pavia

Advanced constitutive modelling of inelastic constitutive laws


Jörg Schröder

Universität Duisburg-Essen


Novel computational approaches for anisotropic hyperelasticity

Lourenco Beirão da Veiga

University of Milan Bicocca


An introduction to Virtual Elements with afocus on structural mechanics

Joze Korelc

University of Ljubljana


Sensitivity analysis for multiphysics and multiscale frameworks

Peter Wriggers

Leibniz Universität Hannover


Mixed methods for large strain finite element simulations


Suggested readings



  • Korelc J., Wriggers P. Automation of Finite Element Methods. Springer (2016)
  • Wriggers P. Nonlinear Finite Element Methods. Springer-Verlag (2008)
  • Wriggers P. Computational Contact Mechanics(2nd ed.), Springer (2006)

Journal Papers

  • Beirao da Veiga L., Brezzi F., Cangiani A., Marini L.D., Manzini G., Russo A. Basic principles of Virtual Element Methods, Math. Models and Meth. Appl. Sci. 23:199-214 (2013)
  • Beirao da Veiga L., Lovadina C., Mora D. Virtual Elements for elastic and inelastic small deformation problems on polygonal meshes, Comput. Meth. Appl. Mech. Eng. 295: 327-346 (2015)
  • Korelc J., Wriggers P. Automation of Finite Element Methods. Springer (2016)
  • Scalet G., Conti M., Auricchio F. Computational Analysis of Advanced Shape-Memory Alloy Devices Through a Robust Modeling Framework, Shape Memory and Superelasticity 3: 109-123 (2017)
  • Schröder J., Viebahn N., Balzani D., Wriggers P. A novel mixed finite element for finite anisotropic elasticity; the SKA-element. Comp. Meth. Appl. Mech. Eng. 310:475-494 (2016)
  • Schröder J., Viebahn N., Wriggers P., Auricchio F., Steeger K. On the stability analysis of hyperelastic boundary value problems using three- and two-field mixed finite element formulations. Comp. Mech. 60:479-492 (2017)
  • Wriggers P., Hudobivink B. A low order virtual element formulation for finite elasto-plastic deformations. Comp. Meth. Appl. Mech. Eng. 327:459-477 (2017)