This paper deals with the simulation of dam break waves over movable beds. The aim of this work is to analyze the suitability of a model proposed in the simulation of debris flow events. It is based on a shallow water approach and the system of equations includes two mass conservation equations (one for the mixture and another for the solid phase) and a single momentum balance equation. A uniform distribution of velocity is also assumed in the cross section. Moreover, the model takes into account a non equilibrium transport of the sediments based on an auxiliary relationship that introduces an erosion / deposition velocity. The governing equations are solved in coupled way by the implementation of an explicit first-order finite volume method. The model has been tested in a number of experimental cases and has achieved fairly good agreements between the simulation and the measurement.

One dimensional modeling of dam break flow over erodible sediment bed

COSTABILE, Pierfranco;MACCHIONE, Francesco
2006-01-01

Abstract

This paper deals with the simulation of dam break waves over movable beds. The aim of this work is to analyze the suitability of a model proposed in the simulation of debris flow events. It is based on a shallow water approach and the system of equations includes two mass conservation equations (one for the mixture and another for the solid phase) and a single momentum balance equation. A uniform distribution of velocity is also assumed in the cross section. Moreover, the model takes into account a non equilibrium transport of the sediments based on an auxiliary relationship that introduces an erosion / deposition velocity. The governing equations are solved in coupled way by the implementation of an explicit first-order finite volume method. The model has been tested in a number of experimental cases and has achieved fairly good agreements between the simulation and the measurement.
2006
0415408156
dam break flow; erodible bed; numerical scheme
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.11770/175640
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