Department of Mechanics:Current events: Difference between revisions
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==== Interesting seminars and presentations ==== | ==== Interesting seminars and presentations ==== | ||
*14.11.2013, 09:00, Seminar on Partial Differential Equations, seminar room, Institute of Mathematics, AS CR, Žitná 25, Prague 1 | *14.11.2013, 09:00, Seminar on Partial Differential Equations, seminar room, Institute of Mathematics, AS CR, Žitná 25, Prague 1 | ||
:Marius Tucsnak (Université de Lorraine): '''Efficient swimminng at low Reynolds number''' and '''Controllability of a simplified fluid-structure interaction model''' | :Marius Tucsnak (Université de Lorraine): '''Efficient swimminng at low Reynolds number''' and '''Controllability of a simplified fluid-structure interaction model''' | ||
*18.11.2013, 15:40, '''Nečas Seminar on Continuum Mechanics''', Mathematical Institute of the Charles University, Sokolovska 83, Prague 8, lecture room K1, 2nd floor | |||
:Gabriel N. Gatica (Dept. de Ing. Matem., Universidad de Concepcion, Chile): '''A finite element method for a three-dimensional fluid-solid interaction problem''' | |||
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:Dr. Iryna Rybak (Institut fur Angewandte Analysis und Numerische Simulation, Universitat Stuttgart): '''Coupling porous medium and free flow systems: Mathematical modeling''' | :Dr. Iryna Rybak (Institut fur Angewandte Analysis und Numerische Simulation, Universitat Stuttgart): '''Coupling porous medium and free flow systems: Mathematical modeling''' | ||
Revision as of 14:50, 12 November 2013
Interesting seminars and presentations
- 14.11.2013, 09:00, Seminar on Partial Differential Equations, seminar room, Institute of Mathematics, AS CR, Žitná 25, Prague 1
- Marius Tucsnak (Université de Lorraine): Efficient swimminng at low Reynolds number and Controllability of a simplified fluid-structure interaction model
- 18.11.2013, 15:40, Nečas Seminar on Continuum Mechanics, Mathematical Institute of the Charles University, Sokolovska 83, Prague 8, lecture room K1, 2nd floor
- Gabriel N. Gatica (Dept. de Ing. Matem., Universidad de Concepcion, Chile): A finite element method for a three-dimensional fluid-solid interaction problem