Time Discretization Schemes for Poincaré Waves in Finite-Element Shallow-Water Models
Author:
Publisher
Society for Industrial & Applied Mathematics (SIAM)
Subject
Applied Mathematics,Computational Mathematics
Link
http://epubs.siam.org/doi/pdf/10.1137/090779413
Reference35 articles.
1. A New Treatment of the Coriolis Terms in C-Grid Models at Both High and Low Resolutions
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3. Connection between finite volume and mixed finite element methods
4. On the computational noise of finite-difference schemes used in ocean models
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1. Temporal Discretization Algorithms for the Continuity Equation of the One-dimensional Shallow Water Model;Journal of Rainwater Catchment Systems;2014
2. An unstructured finite volume method for large-scale shallow flows using the fourth-order Adams scheme;Computers & Fluids;2013-12
3. Spurious inertial oscillations in shallow-water models;Journal of Computational Physics;2012-10
4. Numerical simulation of rotation dominated linear shallow water flows using finite volume methods and fourth order Adams scheme;Computers & Fluids;2012-06
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