A new method to solve the quasi-3D shallow water equations is proposed. This method combines a suitable mass-preserving finite element approach in the horizontal plane with a conventional conforming finite element (or finite difference) scheme along the vertica
In the presented work the shallow water equations are derived in detail and their properties are pre...
AbstractWe present a new finite volume method for the numerical solution of shallow water equations ...
We present a stable finite element formulation for the shallow water equations using the finite incr...
Within the framework of ocean general circulation modeling, the present paper describes an efficient...
Due to the importance of the shallow-water equations in models of real-life phenomena, in recent yea...
Within the framework of ocean general circulation modeling, the present paper describes an efficient...
AbstractThe classical nonlinear shallow-water model (SWM) of an ideal fluid is considered. For the m...
This thesis investigates the accuracy and stability of finite element solutions of the shallow water...
Abstract: The paper describes an algorithm for numerical computations in shallow water app...
The accuracy and efficiency of an Eulerian method is assessed by solving the non-linear shallow wate...
This thesis investigates the accuracy and stability of finite element solutions of the shallow water...
In the present work we study the numerical solution of shallow water equations. We introduce a vecto...
The accuracy and efficiency of an Eulerian method is assessed by solving the non-linear shallow wate...
The numerical solution of full shallow water equation (SWE) including the eddy viscosity terms is pr...
The accuracy and efficiency of an Eulerian method is assessed by solving the non-linear shallow wate...
In the presented work the shallow water equations are derived in detail and their properties are pre...
AbstractWe present a new finite volume method for the numerical solution of shallow water equations ...
We present a stable finite element formulation for the shallow water equations using the finite incr...
Within the framework of ocean general circulation modeling, the present paper describes an efficient...
Due to the importance of the shallow-water equations in models of real-life phenomena, in recent yea...
Within the framework of ocean general circulation modeling, the present paper describes an efficient...
AbstractThe classical nonlinear shallow-water model (SWM) of an ideal fluid is considered. For the m...
This thesis investigates the accuracy and stability of finite element solutions of the shallow water...
Abstract: The paper describes an algorithm for numerical computations in shallow water app...
The accuracy and efficiency of an Eulerian method is assessed by solving the non-linear shallow wate...
This thesis investigates the accuracy and stability of finite element solutions of the shallow water...
In the present work we study the numerical solution of shallow water equations. We introduce a vecto...
The accuracy and efficiency of an Eulerian method is assessed by solving the non-linear shallow wate...
The numerical solution of full shallow water equation (SWE) including the eddy viscosity terms is pr...
The accuracy and efficiency of an Eulerian method is assessed by solving the non-linear shallow wate...
In the presented work the shallow water equations are derived in detail and their properties are pre...
AbstractWe present a new finite volume method for the numerical solution of shallow water equations ...
We present a stable finite element formulation for the shallow water equations using the finite incr...
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