MASCARET

MASCARET: 1-Dimensionnal free surface flow modelling. MASCARET includes 1-Dimensionnal free surface flow modelling engines. Based on the Saint-Venant equations, different modules can model various phenomenon over large areas and for varied geometries: meshed or branched network, subcritical or supercritical flows, steady or unsteady flows. MASCARET can represent: Flood propagation and modelling of floodplains; Submersion wave resulting from dam break; Regulation of managed rivers; Flow in torrents, Canals wetting; Sediment Transport; Water quality (temperature, passive tracers ...)


References in zbMATH (referenced in 13 articles , 1 standard article )

Showing results 1 to 13 of 13.
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  1. Isabelle Mirouze, Sophie Ricci: Smurf: System for Modelling with Uncertainty Reduction, and Forecasting (2021) not zbMATH
  2. Lundgren, Lukas; Mattsson, Ken: An efficient finite difference method for the shallow water equations (2020)
  3. Liu, Xin; Chertock, Alina; Kurganov, Alexander; Wolfkill, Karlan: One-dimensional/two-dimensional coupling approach with quadrilateral confluence region for modeling river systems (2019)
  4. Zijlema, Marcel: The role of the Rankine-Hugoniot relations in staggered finite difference schemes for the shallow water equations (2019)
  5. Berthon, Christophe; Chalons, Christophe: A fully well-balanced, positive and entropy-satisfying Godunov-type method for the shallow-water equations (2016)
  6. Meister, Andreas; Ortleb, Sigrun: A positivity preserving and well-balanced DG scheme using finite volume subcells in almost dry regions (2016)
  7. Cordier, S.; Coullon, H.; Delestre, O.; Laguerre, C.; Le, M. H.; Pierre, D.; Sadaka, G.: FullSWOF(_)Paral: comparison of two parallelization strategies (MPI and SKELGIS) on a software designed for hydrology applications (2013)
  8. Berthon, Christophe; Foucher, Fran├žoise: Efficient well-balanced hydrostatic upwind schemes for shallow-water equations (2012)
  9. Alias, Nor Azlina; Liang, Qiuhua; Kesserwani, Georges: A Godunov-type scheme for modelling 1D channel flow with varying width and topography (2011)
  10. Bristeau, Marie-Odile; Goutal, Nicole; Sainte-Marie, Jacques: Numerical simulations of a non-hydrostatic shallow water model (2011)
  11. Fernández-Nieto, E. D.; Marin, J.; Monnier, J.: Coupling superposed 1D and 2D shallow-water models: source terms in finite volume schemes (2010)
  12. Marin, J.; Monnier, J.: Superposition of local zoom models and simultaneous calibration for 1D-2D shallow water flows (2009)
  13. Goutal, N.; Maurel, F.: A finite volume solver for 1D shallow-water equations applied to an actual river. (2002)