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25 articles – 40 Notices
[english version]
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> Mathématiques .:.
15 documents classés par :
Date
Titre
Nom du premier auteur
Type de documents
Date de dépôt
1
-
2
On the Modeling and Simulation of Non-Hydrostatic Dam Break Flows
Caboussat A., Boyaval S., Masserey A.
[hal-00808087 - version 1] (04/04/2013)
Design and analysis of a Schwarz coupling method for a dimensionally heterogeneous problem
Tayachi Pigeonnat M., Rousseau A., Blayo E., Goutal N., Martin V.
Rapport de recherche (2012) 25 [hal-00766214 - version 1]
A new model for shallow viscoelastic fluids
Bouchut F., Boyaval S.
[hal-00628651 - version 2] (2012-08-08)
A fast Monte-Carlo method with a Reduced Basis of Control Variates applied to Uncertainty Propagation and Bayesian Estimation
Boyaval S.
[hal-00666264 - version 1] (03/02/2012)
Sediment transport modelling : Relaxation schemes for Saint-Venant -- Exner and three layer models
Audusse E., Chalons C., Delestre O., Goutal N., Jodeau M., Sainte-Marie J., Giesselmann J., Sadaka G.
[hal-00674363 - version 1] (27/02/2012)
Numerical simulations of a non-hydrostatic Shallow Water model
Bristeau M.-O., Goutal N., Sainte-Marie J.
Computers & fluids
47
, 1 (2011) 51-64 [hal-00654634 - version 1]
A kinetic interpretation of the section-averaged Saint-Venant system for natural river hydraulics.
Goutal N., Sainte-Marie J.
International Journal for Numerical Methods in Fluids
67
, 7 (2011) 914-938 [inria-00551487 - version 1]
Multilayer Saint-Venant Equations over movable beds.
Audusse E., Benkhaldoun F., Sainte-Marie J., Seaid M.
Discrete and Continuous Dynamical Systems - Series B
15
, 4 (2011) 917-934 [inria-00551486 - version 1]
Vertically averaged models for the free surface Euler system. Derivation and kinetic interpretation.
Sainte-Marie J.
Mathematical Models and Methods in Applied Sciences
21
(2011) 459-490 [inria-00551484 - version 1]
A multilayer Saint-Venant system with mass exchanges for Shallow Water flows. Derivation and numerical validation.
Audusse E., Bristeau M.-O., Perthame B., Sainte-Marie J.
ESAIM : M2AN
45
(2011) 169-200 [inria-00551428 - version 1]