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Numerical resolution of conservation laws with OpenCL
International audience -
The MOOD method in the three-dimensional case: Very-High-Order Finite Volume ...
The Multi-dimensional Optimal Order Detection (MOOD) method for two-dimensional geometries has been introduced in "A high-order finite volume method for hyperbolic... -
Very high-order finite volume scheme for 1D convection diffusion problem: the...
We present a fourth-order in space, second-order in time finite volume scheme for transient convection diffusion problem based on the Polynomial Reconstruction... -
A FINITE VOLUME SCHEME FOR THE CONVECTION-DIFFUSION SYSTEM USING THE POLYNOMI...
We present a new very high-order finite volume scheme for the two-dimensional convection-diffusion problem system based on the local Polynomial Reconstruction Operator... -
A FINITE VOLUME SCHEME FOR THE SHALLOW-WATER SYSTEM WITH THE POLYNOMIAL RECON...
We present a new very high-order finite volume scheme for the shallow-water system based on the local Polynomial Reconstruction Operator (PRO-scheme) and the MOOD... -
Improved Detection Criteria for the Multi-dimensional Optimal Order Detection...
This paper extends the MOOD method proposed by the authors in ["A high-order finite volume method for hyperbolic systems: Multidimensional Optimal Order Detection... -
Numerical Investigations of Turbulent Flow Past a Generic Airship
Turbulent separated flows around an airship-like geometry (a prolate spheroid 6:1) are investigated using three turbulence modelings based on statistical and Large... -
Vertex-centred discretization of multiphase compositional Darcy flows on gene...
International audience -
Computation of Low Mach Inviscid Compressible Flows around a Prolate Spheroid
The numerical simulation of low Mach compressible flows around a prolate spheroid is investigated using a Godunov-like numerical method. The hyperbolic differential... -
DISCONTINUOUS GALERKIN DISCRETIZATION AND HP-REFINEMENT FOR THE RESOLUTION OF...
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Modeling and calculation of bone healing. Application to a bioreactor model.
This thesis analyzes a bone healing model which is then coupled with a model of fluid flow to model bone growth in bioreactors (systems that mimic the in vivo... -
Finite volume schemes for anisotropic and heterogeneous diffusion operators o...
We present a new scheme for the discretization of heterogeneous anisotropic diffusion problems on general meshes. With light assumptions, we show that the algorithm... -
ComPASS: a tool for distributed parallel finite volume discretizations on gen...
International audience -
Comparison of DDFV and DG methods for flow in anisotropic heterogeneous porou...
International audience -
3D numerical modelling of shipwaves and associated sediment transport
Ship-generated waves in restricted waterways lead to the stream banks erosion and cause environmental damage which harms fish, plants, benthos, plankton, etc. They... -
Numerical simulations of degenerate transport problems
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Analysis of High-Order Finite Volume schemes for pollutant dispersion simulat...
The prevention of industrial risks requires simulating turbulent dispersion of pollutants. However, the tools mostly used so far do not allow near fields treated in... -
Three-dimensional finite volume computation of viscoelastic fluid encapsulati...
International audience -
A model of calcium transport along the rat nephron
International audience
