This paper presents numerical solvers, based on the finite volume method. This scheme solves dam break problems on the dry bottom in 2D configuration. The difficulty of the simulation of this type of problem lies in the propagation of shocks on the dry bottom. The equation model used is the shallow water equations written in conservative form. The scheme used is second order in space and time. The method is modified to treat dry bottoms. The validity of the method is demonstrated over the dam break example. A comparison with finite elements shows the weakness and robustness of each method
An improved finite volume algorithm is proposed for modeling the free surface flows. The effects of ...
The numerical simulation of exceptional events characterised by high hydraulic and hydrogeologic ris...
An ideal scheme for the solution of multidimensional non-linear systems of partial differential equa...
Today, numerical simulation is a powerful tool to solve various hydraulic engineering problems. The ...
This paper was concerned to simulate both wet and dry bed dam break problems. A high-resolution fini...
In this paper, a numerical solver is developed for the computation of one and two dimensional dam br...
his study proposes a numerical model for depth-averaged Reynolds equations (shallow-water equations)...
. A numerical model for the solution of the two-dimensional dam break problem is described. The mode...
Dam-break problems involve the formation of shocks and rarefaction fans. The performance of 20 expli...
The fluid flow and the free surface shape during the initial stage of dam breaking are investigated....
Dams are one of the most important hydraulic structures. In view of unrecoverable damages occurring ...
A four equation, one dimensional, shallow water mathematical model, suitable for the numerical simul...
Dam break causes disastrous effects on the surrounding area, especially at the downstream, therefore...
A four equation, one dimensional, shallow water mathematical model, suitable for the numerical simul...
The need for mitigating damages produced by extreme hydrologic events has stimulated the European Co...
An improved finite volume algorithm is proposed for modeling the free surface flows. The effects of ...
The numerical simulation of exceptional events characterised by high hydraulic and hydrogeologic ris...
An ideal scheme for the solution of multidimensional non-linear systems of partial differential equa...
Today, numerical simulation is a powerful tool to solve various hydraulic engineering problems. The ...
This paper was concerned to simulate both wet and dry bed dam break problems. A high-resolution fini...
In this paper, a numerical solver is developed for the computation of one and two dimensional dam br...
his study proposes a numerical model for depth-averaged Reynolds equations (shallow-water equations)...
. A numerical model for the solution of the two-dimensional dam break problem is described. The mode...
Dam-break problems involve the formation of shocks and rarefaction fans. The performance of 20 expli...
The fluid flow and the free surface shape during the initial stage of dam breaking are investigated....
Dams are one of the most important hydraulic structures. In view of unrecoverable damages occurring ...
A four equation, one dimensional, shallow water mathematical model, suitable for the numerical simul...
Dam break causes disastrous effects on the surrounding area, especially at the downstream, therefore...
A four equation, one dimensional, shallow water mathematical model, suitable for the numerical simul...
The need for mitigating damages produced by extreme hydrologic events has stimulated the European Co...
An improved finite volume algorithm is proposed for modeling the free surface flows. The effects of ...
The numerical simulation of exceptional events characterised by high hydraulic and hydrogeologic ris...
An ideal scheme for the solution of multidimensional non-linear systems of partial differential equa...