Theme 4: Advanced numerical techniques

Despite the ever increasing computational speed of computers, there is a demand for more advanced computation schemes to study bigger systems with increasing detail. In the past, the group has developed Partition of unity based cohesive zone models (X-FEM) and discrete dislocation models. Our current research is focused on the development of novel model order reduction techniques and isogeometric analysis.

Despite the ever increasing computational speed of computers, there is a demand for more advanced computation schemes to study bigger systems with increasing detail. In the past, the group has developed Partition of unity based cohesive zone models (X-FEM) and discrete dislocation models. Our current research is focused on the development of novel model order reduction techniques and isogeometric analysis.

Former PhD students