Research Group Computational PDEs

Many physical processes can be modeled by partial differential equations (PDEs), but only in very few cases these PDEs can be solved analytically. Instead numerical schemes have to be used to find suitable approximations. To achieve reliable approximations efficiently we consider modern discretization approaches. In this broad field of numerical methods our research efforts concentrate around the development and analysis of finite element methods for flow problems and problems with moving domains.

For an overview of the scientific questions and numerical methods we are interested in, please go to the research page.

If you are a student and are interested in a thesis topic or a student project, please take a look at studying page.

Software projects develop and used within the working group and additional related content is collected at the software page.