Results 151 to 160 of about 573 (178)
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Asymptotic Stability of Steady-states for Saint-Venant Equations with Real Viscosity
2007We deal with the viscous Saint-Venant model and analyze the stability of stationary steady states. We skip all of the technical details of the analysis, stressing only the kind of result we are able to prove at the present and the main lines of the proof.
MASCIA, Corrado, ROUSSET F.
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Solution of the inverse problem for the Saint Venant equations
Journal of Hydrology, 1993Abstract This paper presents the formulation of the inverse problem for the Saint Venant equations. It appears that this problem can be posed only for subcritical channel flow. The equations of unsteady flow are integrated in the domain 0 ≤ t ≤ T and x ≤ 0 and solved using an implicit four-point difference scheme.
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Numerical Integration of the System of Saint Venant Equations
2009This chapter begins with brief review of the numerical methods applicable for the Saint Venant equations. Detailed description of the finite difference Preissmann scheme and of the modified finite element method used for a channel with fixed bed is provided.
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Limitations of de Saint Venant Equations in Dam‐Break Analysis
Journal of Hydraulic Engineering, 1989Results of solitary waves and laboratory-scale, dam-breach flood waves propagating in one-dimensional channels are compared as described by finite difference analog equations to the de Saint Venant and Boussinesq equation systems. Additional terms accounting for streamline curvature effects on the vertical pressure distribution extend the long-wave ...
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New approaches to solving the Saint-Venant equations
2020B.R. Hodges, C.-W. Yu, F. Liu
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Discussion of “Finite Element Solution of Saint-Venant Equations”
Journal of the Hydraulics Division, 1977P. Rao V. Manam, Anand Prakash
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Stabilization method for the Saint-Venant equations by boundary control
Transactions of the Institute of Measurement and Control, 2020Hassen Arfaoui
exaly

