2002
DOI: 10.2166/wst.2002.0228
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Optimal operation of a potable water distribution network

Abstract: This paper presents an approach to an optimal operation of a potable water distribution network. The main control objective defined during the preliminary steps was to maximise the use of low-cost power, maintaining at the same time minimum emergency levels in all reservoirs. The combination of dynamic elements (e.g. reservoirs) and discrete elements (pumps, valves, routing) makes this a challenging predictive control and constrained optimisation problem, which is being solved by MINLP (Mixed Integer Non-linea… Show more

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Cited by 16 publications
(10 citation statements)
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“…The third optimisation model minimises disinfectant concentration deviations at customer demand nodes from desired values (Goldman et al 2004;Kang and Lansey 2009;Munavalli and Kumar 2003;Propato and Uber 2004a;Propato and Uber 2004b;Sakarya and Mays 1999;Sakarya and Mays 2000;Sakarya and Mays 2003). These models are sometimes combined in various ways (Biscos et al 2003;Biscos et al 2002;Gibbs et al 2010a;Ostfeld and Salomons 2006).…”
Section: Urban Drinking Water Distribution Systemsmentioning
confidence: 99%
“…The third optimisation model minimises disinfectant concentration deviations at customer demand nodes from desired values (Goldman et al 2004;Kang and Lansey 2009;Munavalli and Kumar 2003;Propato and Uber 2004a;Propato and Uber 2004b;Sakarya and Mays 1999;Sakarya and Mays 2000;Sakarya and Mays 2003). These models are sometimes combined in various ways (Biscos et al 2003;Biscos et al 2002;Gibbs et al 2010a;Ostfeld and Salomons 2006).…”
Section: Urban Drinking Water Distribution Systemsmentioning
confidence: 99%
“…Biscos et al [98] used a predictive control framework coupled with mixed integer non-linear programming (MINLP) for minimizing the costs of pump operation. Biscos et al [99] extended [98] to include the minimization of chlorine dosage.…”
Section: Predictive Controlmentioning
confidence: 99%
“…This calculated flows strategy, based on friction losses and available heads, gave a detailed pressure-balanced solution which was found to be unnecessary. The details of this approach are published in Biscos et al (2002). By observing typical operating sequences on the system, it was realised that the key issue was the sequencing of pumps located on the network trunk.…”
Section: Standard Element Used In the Minlp Optimisationmentioning
confidence: 99%
“…In general, the major empirical guideline for a good MINLP formulation is to keep the problem as linear as possible. The approach based on pressure balances was strongly non-linear (Biscos et al, 2002), so an obvious advantage was obtained in moving to the available flow model.…”
Section: The Mixed Integer Non-linear Programming Optimisationmentioning
confidence: 99%