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An optimization model for the allocation of water resources

机译:水资源优化配置模型

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Critical water shortages, triggered by increasing demands and decreasing supplies, are growing in frequency and spatial extent pausing major challenges for water resources managers around the world. This paper presents an integer linear programming decision support model for the optimal treatment and allocation of water resources. The model seeks to minimize the total water cost which includes the economic cost of treatment and distribution, as well as the associated environmental costs. The model is unique in its ability to account for spatially distributed water supply and demand nodes, as well as multiple water supply (seawater, surface, ground and wastewater) and demand (irrigation, potable, and industrial) types and qualities. It accommodates various treatment technologies, different energy recovery levels, and resource availabilities or capacities. The optimal solution yields volumes of water transported from each supply source to each treatment plant and treated by an appropriate technology in order to satisfy multiple water demands at different required water qualities with the lowest overall economic and environmental costs. The model is applied to a case study. Results showed that the distance of brackish water sources and the environmental cost, observed in terms of carbon savings only, had limited impact on the optimal solution with the demand for the base case being met through a combination of conventional water and wastewater treatment and brackish water reverse osmosis. Sensitivity analysis is performed to determine the effects of variations in demand/supply volumes as well as variable distances and environmental cost. Sensitivity analysis showed that increased demand under limited resources can be met through the introduction of seawater desalination plants, initially through multi effect distillation combined with residual thermal energy then augmented with seawater reverse osmosis plants with further increase in demand. (C) 2017 Elsevier Ltd. All rights reserved.
机译:由于需求增加和供应减少而引发的严重缺水现象,在频率和空间上都在增加,从而给全球水资源管理者带来了重大挑战。本文提出了一种用于水资源优化处理和分配的整数线性规划决策支持模型。该模型力求使总的水成本(包括处理和分配的经济成本以及相关的环境成本)降至最低。该模型具有独特的能力,能够解释空间分布的供水和需求节点,以及多种供水(海水,地表水,地面和废水)以及需求(灌溉,饮用水和工业用水)的类型和质量。它适应各种处理技术,不同的能量回收水平以及资源的可用性或容量。最佳解决方案可产生从每个供水源输送到每个处理厂并通过适当技术进行处理的水量,从而以最低的总体经济和环境成本满足不同水质要求的多种水需求。该模型应用于案例研究。结果表明,仅从节碳的角度来看,咸淡水源的距离和环境成本对最佳解决方案的影响有限,通过结合常规水和废水处理以及咸淡水来满足基本案例的需求反渗透。进行敏感性分析以确定需求/供应量的变化以及可变距离和环境成本的影响。敏感性分析表明,可以通过引入海水淡化厂来满足有限资源下的需求增加,首先是通过多效蒸馏结合残留的热能,然后再增加海水反渗透厂来增加需求,从而进一步满足需求。 (C)2017 Elsevier Ltd.保留所有权利。

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