We will summarize theoretical approaches used to describe the motion of an avalanching mass down a steep slope. Focus is given to Newtonian and viscoplastic fluids. The governing equation can be obtained by assuming that the flow-depth to length ratio is small, which allows to simplifying a great deal the Navier-Stokes equations. Self-similar solutions to the governing equation can be worked out for early and late times. We compare our experimental data with these solutions
International audienceThis paper deals with the numerical resolution of a shallow water viscoplastic...
Actually little is known on the physical processes involved in avalanches or debris flows. We tackle...
The rheology of volcanic rock avalanches and dense pyroclastic flows is complex, and it is difficult...
The talk reviews some of the analytical results available for studying the dambreak problem. Emphasi...
We experimentally investigated the spreading of fluid avalanches (i.e., fixed volumes of fluid) down...
International audienceThe main goal of these notes is to present several depth-averaged models with ...
We use the non-Cartesian, topography-based equations of mass and momentum balance for gravity driven...
Classical depth-integrated smoothed particle hydrodynamics (SPH) models for avalanches are extended ...
Materials can flow down a slope in a wide range of geophysical and industrial contexts, including la...
Applications of the Saint Venant equations were extended to rapid gravity flows of geophysical fluid...
AbstractSince 1989 models to route debris flows and avalanches for hazards mitigation have been cons...
We show that, above a critical stress, typical yield stress fluids (gels and clay suspensions) and s...
International audienceIn this talk, we describe the numerical resolution of a shallow water viscopla...
We simulate here dry granular flows resulting from the collapse of granular columns on an inclined c...
In this paper we investigate the dam-break problem for viscoplastic (Herschel-Bulkley) fluids down a...
International audienceThis paper deals with the numerical resolution of a shallow water viscoplastic...
Actually little is known on the physical processes involved in avalanches or debris flows. We tackle...
The rheology of volcanic rock avalanches and dense pyroclastic flows is complex, and it is difficult...
The talk reviews some of the analytical results available for studying the dambreak problem. Emphasi...
We experimentally investigated the spreading of fluid avalanches (i.e., fixed volumes of fluid) down...
International audienceThe main goal of these notes is to present several depth-averaged models with ...
We use the non-Cartesian, topography-based equations of mass and momentum balance for gravity driven...
Classical depth-integrated smoothed particle hydrodynamics (SPH) models for avalanches are extended ...
Materials can flow down a slope in a wide range of geophysical and industrial contexts, including la...
Applications of the Saint Venant equations were extended to rapid gravity flows of geophysical fluid...
AbstractSince 1989 models to route debris flows and avalanches for hazards mitigation have been cons...
We show that, above a critical stress, typical yield stress fluids (gels and clay suspensions) and s...
International audienceIn this talk, we describe the numerical resolution of a shallow water viscopla...
We simulate here dry granular flows resulting from the collapse of granular columns on an inclined c...
In this paper we investigate the dam-break problem for viscoplastic (Herschel-Bulkley) fluids down a...
International audienceThis paper deals with the numerical resolution of a shallow water viscoplastic...
Actually little is known on the physical processes involved in avalanches or debris flows. We tackle...
The rheology of volcanic rock avalanches and dense pyroclastic flows is complex, and it is difficult...