Modeling and Optimization of Clean Water Distribution Networks

IF 0.3 Q4 MATHEMATICS, APPLIED
L. Edward, Mashaka James Mkandawile, Verdiana Grace Masanja
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引用次数: 1

Abstract

In this study, a model has been developed to find the minimum cost in distributing clean water. Linear Programming (LP) technique was used to formulate the model for Dodoma city. The developed model consists of both hydraulic and water treatment parameters. The model was then tested with real data collected from Ihumwa water network of Dodoma city and other treatment cost data from the literature to test the workability of the model. Hydraulic parameters such as head loss of the pipes, flow velocity and pipe pressure are calculated using water flow software. The resulted model was solved using lingo software by testing different intermediate values of pressure and velocity to obtain the minimum cost of distributing clean water. As a result, the values 650 N/m 2 and 700 N/m 2 as a maximum and minimum pressure and 0.5m/s and 2m/s as minimum and maximum velocity give the minimum cost of distributing clean water. Consequently, the objective value of resulted optimization model shows that the original cost of distributing clean water was reduced by 3.48%.
净水配网的建模与优化
在本研究中,建立了一个模型来寻找分配清洁水的最小成本。采用线性规划(LP)的方法,建立了多多马市的城市规划模型。所建立的模型包括水力参数和水处理参数。然后用Dodoma市Ihumwa水网的实际数据和文献中其他处理成本数据对模型进行检验,检验模型的可操作性。利用水流软件计算了管道水头损失、流速和管道压力等水力参数。利用lingo软件对所得模型进行求解,通过测试不同的压力和流速中间值来获得最小的净水分配成本。因此,最大和最小压力分别为650 N/ m2和700 N/ m2,最小和最大流速分别为0.5m/s和2m/s,可以得到分配净水的最小成本。因此,所得优化模型的目标值表明,清洁水分配的原始成本降低了3.48%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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20 weeks
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