Scheduled presentations:

• A computational framework for two- and three-dimensional discrete crack propagation and crack path prediction using cohesive zone model
  *K. Daadouch (Ruhr University Bochum), V. Gudžulić (Ruhr University Bochum), G. Meschke (Ruhr University Bochum)
• Fracture propagation analysis through Hybrid Equilibrium Element Formulation with Adaptive Element-Side Orientation
  *F. Parrinello (University of Palermo), S. Lo Franco (University of Palermo), G. Borino (University of Palermo)
• Objective Numerical Evaluation of Quasi-Brittle Fracture via Adaptive Mesh and Formulation Refinement
  *G. Barbat (Technical University of Catalonia), M. Cervera (Technical University of Catalonia/CIMNE), H. Venghaus (Technical University of Catalonia/CIMNE), C. Moreira (Technical University of Catalonia/CIMNE), M. Chiumenti (Technical University of Catalonia/CIMNE)
• Hyperbolic modeling of gradient damage and one-dimensional finite volume simulations
  *N. Favrie (Aix Marseille University), A. renaud (Aix Marseille University), D. kondo (Sorbone University)
• A Discontinuous Galerkin / Cohesive Zone Model Computational Framework for Fracture in Slender Beams
  *S. Kota (Delft University of Technology), S. Kumar (Delft University of Technology), B. Giovanardi (Delft University of Technology)
• Mixed finite elements for crack propagation
  *C. Runcie (University of Glasgow), A. Shvarts (University of Glasgow), L. Kaczmarczyk (University of Glasgow), C. Pearce (University of Glasgow)
• An Efficient Eigenerosion Framework for Modelling Complex Fracture Patterns and Fragmentation of Tempered Glass
  *A. Kanan (TU Dresden), J. Storm (TU Dresden), M. Kaliske (TU Dresden)