In this work we study the open channel flow through a linear contraction. We focus on the flow configuration with a two-dimensional jump in the contraction discussed by Akers and Bokhove Phys. Fluids 20, 056601 2008 and propose a simple quasi-two-dimensional model to assess equilibrium conditions and explore their stability. We show that both bed friction and bed slope contribute to the stability of this flow configuration, which otherwise would be unstable. Results of the theoretical model are compared to both experimental data and the results of numerical simulations, and the comparison confirms the reliability of the proposed model. We also show that channel flow through a linear contraction can experience two different nested hysteretic...
This paper focuses on the bed morphology evolution at river contractions based on laboratory experim...
This paper computationally visualizes two-phase flow patterns through a horizontally placed hydrophi...
For incompressible channel flow, there is a critical state, characterized by a critical Reynolds num...
We have investigated shallow water flows through a channel with a contraction by experimental and th...
We consider shallow water flows through a channel with a contraction by experimental and theoretical...
We have investigated shallow water flows through a channel with a contraction by experimental and th...
Steady flow regimes in a free surface flow approaching an obstacle are described and extensively dis...
A linear stability analysis of lateral motions in shallow flow open channels with a free surface is ...
International audienceThe spatial stability of two dimensional, steady channel flow is investigated ...
The first flow bifurcation, in channels with a sudden geometry contraction, is controlled through sh...
In an open channel flow, only part of the current is at contact with walls and a free surface is pre...
In this work we propose a 2D model for open channel flows. By using the Reynolds equations with a su...
It is frequently desirable, if not absolutely necessary, to change from a wide, shallow channel to a...
The St. Venant equations are adequate in simulating the free-surface flow over lightly curved beds, ...
In this study, we investigate dynamic behaviour and the linear stability of collapsible channel flow...
This paper focuses on the bed morphology evolution at river contractions based on laboratory experim...
This paper computationally visualizes two-phase flow patterns through a horizontally placed hydrophi...
For incompressible channel flow, there is a critical state, characterized by a critical Reynolds num...
We have investigated shallow water flows through a channel with a contraction by experimental and th...
We consider shallow water flows through a channel with a contraction by experimental and theoretical...
We have investigated shallow water flows through a channel with a contraction by experimental and th...
Steady flow regimes in a free surface flow approaching an obstacle are described and extensively dis...
A linear stability analysis of lateral motions in shallow flow open channels with a free surface is ...
International audienceThe spatial stability of two dimensional, steady channel flow is investigated ...
The first flow bifurcation, in channels with a sudden geometry contraction, is controlled through sh...
In an open channel flow, only part of the current is at contact with walls and a free surface is pre...
In this work we propose a 2D model for open channel flows. By using the Reynolds equations with a su...
It is frequently desirable, if not absolutely necessary, to change from a wide, shallow channel to a...
The St. Venant equations are adequate in simulating the free-surface flow over lightly curved beds, ...
In this study, we investigate dynamic behaviour and the linear stability of collapsible channel flow...
This paper focuses on the bed morphology evolution at river contractions based on laboratory experim...
This paper computationally visualizes two-phase flow patterns through a horizontally placed hydrophi...
For incompressible channel flow, there is a critical state, characterized by a critical Reynolds num...