Copyright © 2009 Royal Meteorological SocietyFor the shallow-water equations on the sphere, an inherently mass-conserving semi-Lagrangian discretisation (SLICE) of the continuity equation is coupled with a semi-implicit semi-Lagrangian discretisation of the momentum equations. Various tests from the literature (two with analytical nonlinear solutions) are used to assess the model's performance and also to compare it with that of a variant model that instead employs a standard non-conserving semi-implicit semi-Lagrangian discretisation of the continuity equation. The mass-conserving version gives results that are overall somewhat better than the non-conserving one
Traditional semi-Lagrangian dynamical solvers are widely used in current global numerical weather pr...
In this paper we outline several new particle-mesh methods that conserve potential vorticity (PV) in...
This thesis is aimed at extending the spherical barotropic contour-advective semi-Lagrangian (CASL) ...
Abstract As an extension of a previous work considering a fully advective formulatio...
A new method for integrating shallow water equations, the contour-advective semi-Lagrangian (CASL) a...
A semi-implicit discretization for the shallow water equations is discussed, which uses triangular D...
A new method for integrating shallow water equations, the contour-advective semi-Lagrangian (CASL) a...
This is the peer reviewed version of the article, which has been published in final form at DOI 10.1...
The shallow water equations modeling flow on a sphere are useful for the development and testing of ...
The cell-integrated semi-Lagrangian method, in which trajectories from the corner points of a grid c...
The semi-Lagrangian absolute vorticity (SL-AV) atmospheric model is the global semi-Lagrangian hydro...
We develop the linearization of a semi-implicit semi-Lagrangian model of the one-dimensional shallow...
The numerical simulation of the Earth’s atmosphere plays an important role in developing our unders...
A new method for integrating shallow water equations, the contour-advective semi-Lagrangian (CASL) a...
Partial support for this work was provided through the National Science Foundation award AGS-1333029...
Traditional semi-Lagrangian dynamical solvers are widely used in current global numerical weather pr...
In this paper we outline several new particle-mesh methods that conserve potential vorticity (PV) in...
This thesis is aimed at extending the spherical barotropic contour-advective semi-Lagrangian (CASL) ...
Abstract As an extension of a previous work considering a fully advective formulatio...
A new method for integrating shallow water equations, the contour-advective semi-Lagrangian (CASL) a...
A semi-implicit discretization for the shallow water equations is discussed, which uses triangular D...
A new method for integrating shallow water equations, the contour-advective semi-Lagrangian (CASL) a...
This is the peer reviewed version of the article, which has been published in final form at DOI 10.1...
The shallow water equations modeling flow on a sphere are useful for the development and testing of ...
The cell-integrated semi-Lagrangian method, in which trajectories from the corner points of a grid c...
The semi-Lagrangian absolute vorticity (SL-AV) atmospheric model is the global semi-Lagrangian hydro...
We develop the linearization of a semi-implicit semi-Lagrangian model of the one-dimensional shallow...
The numerical simulation of the Earth’s atmosphere plays an important role in developing our unders...
A new method for integrating shallow water equations, the contour-advective semi-Lagrangian (CASL) a...
Partial support for this work was provided through the National Science Foundation award AGS-1333029...
Traditional semi-Lagrangian dynamical solvers are widely used in current global numerical weather pr...
In this paper we outline several new particle-mesh methods that conserve potential vorticity (PV) in...
This thesis is aimed at extending the spherical barotropic contour-advective semi-Lagrangian (CASL) ...