2013
DOI: 10.1061/(asce)wr.1943-5452.0000305
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Pressure-Discharge Relations with Application to Head-Driven Simulation of Water Distribution Networks

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Cited by 38 publications
(12 citation statements)
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“…As rightly pointed out by Todini (2006) it is practically impossible to develop a realistic NHFR. Shirzad et al (2013) carried out experimental study on different faucets to develop NHFRs. They observed that NHFR have same shape for various faucets as predicted by orifice equation and NHFR presented by Wagner et al (1988) better matches the experimental data.…”
Section: Develoments In Node Head-flow Relationshipsmentioning
confidence: 99%
“…As rightly pointed out by Todini (2006) it is practically impossible to develop a realistic NHFR. Shirzad et al (2013) carried out experimental study on different faucets to develop NHFRs. They observed that NHFR have same shape for various faucets as predicted by orifice equation and NHFR presented by Wagner et al (1988) better matches the experimental data.…”
Section: Develoments In Node Head-flow Relationshipsmentioning
confidence: 99%
“…Optimization models were developed to improve equity in supply, resiliency and mechanical reliability of water distribution networks (SOLGI et al, 2016) and to identify some optimal supply schedule (ILAYA-AYZA et al, 2016b), network design (CHANDAPILLAI; SUDHEER; SASEENDRAN, 2012) and rehabilitation scheduling (SHIRZAD; TABESH; ATAYIKIA, 2017). Some hydraulic properties as the variation of Hazen-Williams coefficient and the relation between leakages and IWS were studied by Sashikumar, Mohankumar and Sridharan (2003) and Al-Ghamdi (2011), Shirzad et al (2013) respectively. In water quality topic, Goyal and Patel (2015) developed a methodology to compute the residual chlorine at critical nodes of WSS, Kumpel and Nelson (2013) tested water samples of IWS and continuous supply for contamination and physical-chemical properties, and Bivins et al (2017) and Caprara et al (2009) explored the relationship between IWS and waterborne diseases.…”
Section: Introductionmentioning
confidence: 99%
“…Pressure-dependent modelling differs from demand-driven modelling in that pressure-dependent modelling treats the available flow at a demand node as a function of the nodal pressure (e.g. Shirzad et al 2013;Kovalenko et alet al 2014;Ciaponi et al 2015;Abdy Sayyed et al 2015) whereas demand-driven modelling equates the available nodal flow to the demand.…”
Section: Hydraulic Reliability Measuresmentioning
confidence: 99%