Abstract

The usefulness of models depends on their validation in a calibration process, ensuring that simulated flows and pressure values in any line are really occurring and, therefore, becoming a powerful decision tool for many aspects in the network management (i.e., selection of hydraulic machines in pumped systems, reduction of the installed power in operation, analysis of theoretical energy recovery). A new proposed method to assign consumptions patterns and to determine flows over time in irrigation networks is calibrated in the present research. As novelty, the present paper proposes a robust calibration strategy for flow assignment in lines, based on some key performance indicators (KPIF) coming from traditional hydrological models: Nash-Sutcliffe coefficient (non-dimensional index), root relative square error (error index) and percent bias (tendency index). The proposed strategy for calibration was applied to a real case in Alicante (Spain), with a goodness of fit considered as “very good” in many indicators. KPIF parameters observed present a satisfactory goodness of fit of the series, considering their repeatability. Average Nash-Sutcliffe coefficient value oscillated between 0.30 and 0.63, average percent bias values were below 10% in all the range, and average root relative square error values varied between 0.65 and 0.80.

Highlights

  • The management of water distribution networks (WDNs) is increasingly based on use of models as decision support tools, in performance and energy efficiency implications (Rodriguez-Diaz et al, 2010; Arbat et al, 2013; Cabrera et al, 2014)

  • A new proposed method to assign consumptions patterns and to determine flows over time in irrigation networks is calibrated in the present research

  • The present paper proposes a robust calibration strategy for flow assignment in lines, based on some key performance indicators (KPIF) coming from traditional hydrological models: Nash-Sutcliffe coefficient, root relative square error and percent bias

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Summary

Introduction

The management of water distribution networks (WDNs) is increasingly based on use of models as decision support tools, in performance and energy efficiency implications (Rodriguez-Diaz et al, 2010; Arbat et al, 2013; Cabrera et al, 2014). Water management becomes more efficient when a deep knowledge of the network is done by modelling (Carravetta et al, 2012; Pardo et al, 2013; Cabrera et al, 2014; Butera & Balestra, 2015; Emec et al, 2015; Delgoda et al, 2016), increasing the sustainability of the whole system and decreasing the water footprint (Corominas, 2010; Ramos et al, 2010a,b) This knowledge of the network (mainly flows and pressure) allows the design of strategies to transform the WDNs in multipurpose systems (Choulot, 2010).

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