YRMS1 – Analysis, Applications and Approximation of Constrained PDEs
A common and convenient way to model multi-component phenomena is to model the components separately and to glue them together via coupling the variables at the interfaces. This approach, however, leads to constrained PDEs that are more often referred to as abstract DAEs or PDAEs and that require sophisticated methods for their numerical and analytical treatment.
The speakers of our minisymposium reflect the broad application area of constrained PDEs and discuss difficulties in the application side and recent advances in the analysis and the numerical approximation. The particular talks will cover general theoretical aspects and applications in the modeling of elastodynamics, electromagnetics, flow networks, and fluid dynamics.
Organizers: