Abstract

Analysis of free chlorine propagation in water supply network has a significant meaning for the process of water distribution. Results of numerical studies allow the proper selection of disinfectant or suitable monitoring of pipelines endangered by stagnation of water. The first-order reaction of chlorine decay in pipe boundary layer and inside the waterbody is commonly successfully assumed in numerical modeling. The aim of this studies was to analyze transport of chlorine inside the rural water supply system. The calculations were performed with application of Epanet 2.0 with assumed the first-order re action of chlorine decay and empirically determined chlorine decay rate in the mass of waterbody. The periodical disinfection of water in the network with the constant chlorine concentration 0.3 mg·dm-3 introduced during the whole time duration of simulation was assumed to calculations. The obtained results of chlorine distribution showed that even after 4 days there were available pipelines in which concentration of free chlorine was lower than 0.2 mg·dm-3. Thus, the microbiological protection of water quality is unavailable in these pipelines.

Highlights

  • Concentration of free chlorine in water is one of the most important factors directly affecting the quality of water delivered to consumers

  • According to the complexity and numerous factors affecting ratio of these reactions, modeling of chlorine transport in water distribution systems requires the separate determination of values of chlorine decay constants

  • The results of laboratory changes of chlorine concentration in water sampled from the tested water distribution network are presented in Figs. 4 and 5

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Summary

Introduction

Concentration of free chlorine in water is one of the most important factors directly affecting the quality of water delivered to consumers. According to the complexity and numerous factors affecting ratio of these reactions, modeling of chlorine transport in water distribution systems requires the separate determination of values of chlorine decay constants.

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