2005
DOI: 10.1016/j.conengprac.2004.12.010
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Experimental validation of a methodology to control irrigation canals based on Saint-Venant equations

Abstract: This paper exposes and validates a methodology based on a classical hydraulic model (Saint-Venant equations) to design efficient automatic controllers for an irrigation canal pool. The method is applied on a laboratory canal located in Portugal. First, the full nonlinear hydraulic model is calibrated, using a single steady-state experiment, then it is validated on other hydraulic conditions. The control model is obtained by linearizing the Saint-Venant equations and using a numerical method to compute the freq… Show more

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Cited by 103 publications
(54 citation statements)
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“…Reordering the terms and applying the boundary conditions at the upstream and the downstream, the Saint-Venant's transfer matrix is given by (Litrico et al 2005;Sreeja and Gupta 2007),…”
Section: Formulation Of Transfer Function For Drainage Channelsmentioning
confidence: 99%
“…Reordering the terms and applying the boundary conditions at the upstream and the downstream, the Saint-Venant's transfer matrix is given by (Litrico et al 2005;Sreeja and Gupta 2007),…”
Section: Formulation Of Transfer Function For Drainage Channelsmentioning
confidence: 99%
“…Em redes automatizadas, normalmente são utilizados reguladores eletromecânicos cujas vazões fornecidas são ajustadas automaticamente em função dos sinais emitidos por sensores de nível de água (LITRICO et al, 2005b). Além de facilitar o manejo da água em redes de canais, o uso destes reguladores pode reduzir significativamente as perdas de água.…”
Section: Introductionunclassified
“…In this section we show numerically that a calibrated Hayami model would provide us with an open-loop control law that steers the Saint-Venant equation solution at x = L or the flow discharge at the weir to the desired discharge fairly accurately. For the purpose of the simulation we will use SIC, a computer program developed by Cemagref [12] to simulate the upstream discharge and the measurement discharge at the downstream. SIC solves the full nonlinear Saint-Venant equations using a finite difference scheme (Preissmann scheme).…”
Section: B Saint-venant Model Simulationmentioning
confidence: 99%