Add to ORKGCopyright © 2014 Ilya Starodumov. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. In the work [4] the Saint-Venant's one-dimensional differential model and kinematic approximation describing the free movement of water in an open channel is under consideration. This model is widely used for the calculation of the flow of rivers in the various fields of engineering. Quality of engineering projects depends on the accuracy and speed of the mathematical calculations. This paper presents a promising method for the numerical solution of one approximation of the Saint-Venant&apos...
International audienceThe classical Saint-Venant system is well suited for the modeling of dam break...
AbstractSolving the Saint-Venant equations by using numerical schemes like finite difference and fin...
Abstract: Based on the Saint-Venant equations, a 1-D river network numerical model has been develope...
In the work [4] the Saint-Venant's one-dimensional differential model and kinematic approximation de...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN031154 / BLDSC - British Library D...
In this paper, we learn about the control of open channel water glide under the flood routing condit...
summary:One of the commonly used models for river flow modelling is based on the Saint-Venant equati...
One-dimensional (1D) Saint-Venant equations, which originated from the Navier⁻Stokes equations...
The one-dimensional flow routing inertial model, formulated as an explicit solution, has advantages ...
The problem of numerical determination of Lyapunov-stable (exponential stability) solutions of the S...
The problem of numerical determination of Lyapunov-stable (exponential stability) solutions of the S...
The classification of river waves as gravity, diffusion or kinematic waves, corresponds to different...
ABSTRACT The one-dimensional flow routing inertial model, formulated as an explicit solution, has ad...
ABSTRACT. The motion of water flows of a variable mass on the water-permeable bed and their expressi...
The paper concerns mathematical modelling of free surface open channel water flow. In order to simul...
International audienceThe classical Saint-Venant system is well suited for the modeling of dam break...
AbstractSolving the Saint-Venant equations by using numerical schemes like finite difference and fin...
Abstract: Based on the Saint-Venant equations, a 1-D river network numerical model has been develope...
In the work [4] the Saint-Venant's one-dimensional differential model and kinematic approximation de...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN031154 / BLDSC - British Library D...
In this paper, we learn about the control of open channel water glide under the flood routing condit...
summary:One of the commonly used models for river flow modelling is based on the Saint-Venant equati...
One-dimensional (1D) Saint-Venant equations, which originated from the Navier⁻Stokes equations...
The one-dimensional flow routing inertial model, formulated as an explicit solution, has advantages ...
The problem of numerical determination of Lyapunov-stable (exponential stability) solutions of the S...
The problem of numerical determination of Lyapunov-stable (exponential stability) solutions of the S...
The classification of river waves as gravity, diffusion or kinematic waves, corresponds to different...
ABSTRACT The one-dimensional flow routing inertial model, formulated as an explicit solution, has ad...
ABSTRACT. The motion of water flows of a variable mass on the water-permeable bed and their expressi...
The paper concerns mathematical modelling of free surface open channel water flow. In order to simul...
International audienceThe classical Saint-Venant system is well suited for the modeling of dam break...
AbstractSolving the Saint-Venant equations by using numerical schemes like finite difference and fin...
Abstract: Based on the Saint-Venant equations, a 1-D river network numerical model has been develope...