Project Details
Projekt
Time integration of Maxwell and wave-type equations (A04)
Subject Area
Mathematics
Term
since 2015
Project identifier
Deutsche Forschungsgemeinschaft (DFG) - Project number 258734477
In this project, numerical methods for different variants of (nonlinear) time-dependent Maxwell and wave-type equations will be analyzed. For Friedrichs' systems local time-stepping methods with discontinuous Galerkin methods in space will be studied. Different time discretizations will be combined in domain decomposition schemes. The convergence analysis of semilinear wave equations in low regularity depends on Strichartz estimates, and that of quasilinear Maxwell systems on energy methods.
DFG Programme
Collaborative Research Centres
Subproject of
SFB 1173:
Wave phenomena: analysis and numerics
Applicant Institution
Karlsruher Institut für Technologie
Project Heads
Professorin Dr. Marlis Hochbruck; Professor Dr. Tobias Jahnke, until 6/2019; Professor Dr. Roland Schnaubelt
