Participants
We had 30 participants from 12 different institutions and 2 different countries.
| Name/Institution | Title | |
| Abdelrahman, Mahmoud Otto-von-Guericke University (DE) |
A Front Tracking Method for the Ultra-Relativistic Euler Equations | |
| Bispen, Georgij Johannes Gutenberg-University Mainz (DE) |
Large Time Step Finite Volume Methods for the Shallow Water Equations | |
| Borsche, Raul University of Kaiserslautern (DE) |
A centered solver for junctions of hyperbolic equations | |
| Buchmüller, Pawel University of Bochum (DE) |
Improved Accuracy of High-Order WENO Finite Volume Methods on Cartesian Grids | |
| Diba, Veronika University of Kassel (DE) |
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| Dreyer, Wolfgang Weierstraß-Institut Berlin (DE) |
On Waves Generated by Phase Transitions | |
| Dumbser, Michael University of Trento (IT) |
New developments in high order finite volume schemes for compressible multi-phase flows | |
| Flaskuehler, Hendrik University of Bochum (DE) |
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| Gil, Diana University of Hamburg (DE) |
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| Glawe, Christoph University of Cottbus (DE) |
Stochastic Multiscale Approaches in One and Three Dimensions | |
| Han, Ee Otto-von-Guericke University (DE) |
On Riemann problem to a simplified blood flow model with discontinuous vessel properties | |
| Hantke, Maren Otto-von-Guericke University (DE) |
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| Kall, Jochen University of Kaiserslautern (DE) |
ADER schemes and high order coupling on networks of hyperbolic PDEs | |
| Kemm, Friedemann University of Cottbus (DE) |
News on the carbuncle | |
| Lähnemann, Christiane Magdeburg |
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| Malkmus Tobias Albert-Ludwigs-University Freiburg (DE) |
Discontinous Galerkin Methods for Non-Newtonian Fluids | |
| Maric, Tomislav TU Darmstadt (DE) |
voFoam - a geometrical Volume-of-Fluid method on unstructured meshes | |
| Munz, Claus-Dieter University of Stuttgart (DE) |
A Discontinuous Galerkin Scheme for Compressible Multi-phase Flow Based on a Ghost-cell Approach | |
| Neusser, Jochen University of Stuttgart (DE) |
A New Numerical Approach to Navier-Stokes-Korteweg Equations for Compressible Two-Phase Flow with Phase Transition | |
| Roggensack, Arne University of Hamburg (DE) |
Analysis of a formal asymptotic limit of the 1D Euler equations on a network with a heat source | |
| Rybicki, Martin University of Hamburg (DE) |
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| Schindler, Patrick University of Mannheim (DE) |
Modeling, simulation and validation of material flow on conveyor belts | |
| Schumacher, Andrea Albert-Ludwigs-University Freiburg (DE) |
Weakly coupled systems of hyperbolic conservation laws on evolving surfaces | |
| Ssemaganda, Vincent Otto-von-Guericke University (DE) |
The Riemann problem for a 1D model of disperse vapor bubbles in a liquid | |
| Thein, Ferdinand Otto-von-Guericke University (DE) |
On the Solution to the Riemann Problem for Compressible Euler Equations for Two Phase Flows with and without Phase Transition |
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| Toro, Tito University of Trento (IT) |
1) The ADER high order approach: a brief review 2) The ADER high order approach: a medical application |
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| Warnecke, Gerald Otto-von-Guericke University (DE) |
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| Warnecke, Guenter Berlin |
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| Yelash, Leonid Johannes Gutenberg-University Mainz (DE) |
Adaptive large time-step discontinuous evolution Galerkin method for multiscale geophysical flows | |
| Zeiler, Christoph University of Stuttgart (DE) |
Curvature Driven Liquid-Vapour Flow with Phase Transition: Exact and Approximative Riemann Solvers | |