Martin Oberlack
TU Darmstadt
Scientific, Distinguished Lecture
PIMS/IAM Distinguished Lecture: Martin Oberlack
It has long been known that 3D time-dependent Navier-Stokes equations for incompressible fluids admit the classical conservation laws (CL) of mass, momentum, angular momentum and centre-of-mass theorem. For inviscid flows, i.e. Eulers equation, this...
Scientific, Seminar
Scientific Computation and Applied & Industrial Mathematics: Martin Oberlack
The development of the new discontinuous Galerkin (DG) framework BoSSS (bounded support spectral solver) starting in 2007. Solvers for incompressible as well as compressible single and multi-phase flows were implemented. The code features a modern...
Scientific, Seminar
Fluid Mechanics Seminar: Martin Oberlack
Classical hydrodynamic stability theory for laminar shear flows, no matter if considering long-term stability or transient growth, is based on the normal-mode ansatz, or, in other words, on an exponential function in space (stream-wise direction) and...