Add to ORKGMany authors solve shallow water equations by using Weighted Essentially Non-Oscillatory (WENO) schemes. Flow simulations over computational domains characterized by a complex boundary can be performed by numerical integrations of the contravariant form of motion equations on a generalized curvilinear boundary conforming grid. The original contribution of this work is the definition of a new Upwind WENO scheme for the solution of the 2D shallow water equations expressed directly in contravariant formulation
International audienceIn this paper, we develop and present an arbitrary high order well-balanced fi...
Abstract. In this paper, we survey our recent work on designing high order positivity-preserving wel...
In this paper we propose a new model based on a contravariant integral form of the fully non-linear ...
An Upwind Weighted Essentially Non-Oscillatory scheme for the solution of the Shallow Water Equation...
In this paper, we are concerned with shallow water flow model over non-flat bottom topography by hig...
An Upwind Weighted Essentially Non-Oscillatory scheme for the solution of the Shallow Water Equation...
In (J. Comput. Phys. 229: 8105-8129, 2010), Li and Qiu investigated the hybrid weighted essentially ...
A Lax-Wendroff-type procedure with the high order finite volume simple weighted essentially nonoscil...
Two WENO schemes, fourth-order accurate in space and time, for the numerical integration of shallow ...
A Finite Volume Well-balanced Weighted Essentially Non Oscillatory (WENO) scheme, fourth-order accur...
An Upwind Weighted Essentially Non-Oscillatory scheme for the solution of the Shallow Water Equation...
order finite volume WENO schemes for the shallow water flows through channels with irregular geometr
In this work a new numerical method is analysed. The scheme is a Central Weighted Essentially Non Os...
In this paper, we are concerned with numerically solving shallow water equations with a source term....
The aim of this work is to develop a well-balanced central weighted essentially non-oscillatory (CWE...
International audienceIn this paper, we develop and present an arbitrary high order well-balanced fi...
Abstract. In this paper, we survey our recent work on designing high order positivity-preserving wel...
In this paper we propose a new model based on a contravariant integral form of the fully non-linear ...
An Upwind Weighted Essentially Non-Oscillatory scheme for the solution of the Shallow Water Equation...
In this paper, we are concerned with shallow water flow model over non-flat bottom topography by hig...
An Upwind Weighted Essentially Non-Oscillatory scheme for the solution of the Shallow Water Equation...
In (J. Comput. Phys. 229: 8105-8129, 2010), Li and Qiu investigated the hybrid weighted essentially ...
A Lax-Wendroff-type procedure with the high order finite volume simple weighted essentially nonoscil...
Two WENO schemes, fourth-order accurate in space and time, for the numerical integration of shallow ...
A Finite Volume Well-balanced Weighted Essentially Non Oscillatory (WENO) scheme, fourth-order accur...
An Upwind Weighted Essentially Non-Oscillatory scheme for the solution of the Shallow Water Equation...
order finite volume WENO schemes for the shallow water flows through channels with irregular geometr
In this work a new numerical method is analysed. The scheme is a Central Weighted Essentially Non Os...
In this paper, we are concerned with numerically solving shallow water equations with a source term....
The aim of this work is to develop a well-balanced central weighted essentially non-oscillatory (CWE...
International audienceIn this paper, we develop and present an arbitrary high order well-balanced fi...
Abstract. In this paper, we survey our recent work on designing high order positivity-preserving wel...
In this paper we propose a new model based on a contravariant integral form of the fully non-linear ...