Modeling, experiments, simulation and HPC
The “Modeling, experiments, simulation and HPC” team works on four main lines of research:
- Discretization methods for PDE
- Modeling of physical phenomena
- Experiences
- Development of computing codes
Discretization methods for PDE
- Finite element methods for quadrilaterals and hexahedrons
- Mixed and nonconforming finite element methods
- Discontinuous Galerkin methods
- Finite volume methods
- Stabilized finite volume methods
- Approximation and optimal gridding
- Time-adaptive methods
- Convergence of adaptive finite element methods
Modeling of physical phenomena
- Wave propagation, Maxwell equations
- Fluid mechanics, Navier-Stokes and Euler equations
- Ferromagnetic Materials
- Wave Guides
Experiences
- Test facility MAVERIC
- Turbulent flows
- Jet(s) in crossflow
- Acoustic forcing
- Particle image velocimetry (PIV)
- Laser Doppler velocimetry
- Laser Tomography
Development of computing codes
- Aerosol ; Résolution d'écoulements par des méthodes éléments finis d'ordre élevé
- Gar6more2D : analytical solutions for wave propagation in 2D
- Gar6more2D : analytical solutions for wave propagation in 3D
- Hou10ni : acoustic and elastic wave propagation simulations using Discontinuous Galerkine Method, in time- and in harmonic domains
- Montjoie : solution of Partial Differential Equations using high order finite element methods
