Fraunhofer Institute for Industrial Mathematics ITWMThe Gesellschaft für Angewandte Mathematik und Mechanik (GAMM) promotes scientific development in all areas of Applied Mathematics and Mechanics. For this purpose the scientists are invited to take part and to present their research results at the international scientific annual GAMM meeting in Vienna, Austria.
Conference
We are on site with experts of our departments »Mathematical Methods in Dynamics and Durability«, »Transport Processes« and »Strömungs- und Materialsimulation« and present the following talks:
Department »Mathematical Methods in Dynamics and Durability«:
- Simon Gottschalk, 21st February 2:40 p.m., Session S20.07 Dynamics and control:
Differences and similarities between reinforcement learning and the classical optimal control framework - Jonathan Jahnke, 21st February 2:40 p.m., Session S06.11 Material modelling in solid mechanics:
Soil modelling with a DEM-Lookup approach
Department »Transport Processes«:
- Markus Rein, 19th February 8:50 a.m., Session S20.01 Dynamics and control:
Model reduction of district heating using network decomposition - Jens Bender, 19th February 9:10 a.m., Session S07.01 Coupled problems:
Solid-fluid coupling in a fully Lagrangian framework
- Manuel Wieland, 19th February 9:50 a.m., Session Scientific computing:
Model hierarchy of upper-convected Maxwell models with regard to simulations of melt-blowing processes - Raphael Hohmann, 19th February 4:50 p.m., Session S22.02 Scientific computing:
Shape optimization with a one-way coupled Eulerian model for laminar particulate flow problems - Dominik Linn, 21st February 8:50 a.m., Session S20.06 Dynamics and control:
Optimal control of district heating systems - Sebastian Blauth, 22nd February 8:30 a.m., Session S19.08 Optimization of differential equations:
Optimal control and asymptotic analysis of the Cattaneo model
Department »Flow and Material Simulation«:
- Stephan Wackerle, 19th February 10:10 a.m., Session S14.02 Applied analysis:
Homogenization and dimension reduction of a textile shell in linear elasticity - Michael Hauck, 19th February 5:10 p.m., Session S14.04 Applied analysis:
Dimension reduction and homogenization of a linear elastic periodic shell