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A fuzzy multi-objective optimization approach for treated wastewater allocation

机译:处理废水分配的模糊多目标优化方法

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In face of the new climate and socio-environmental conditions, conventional sources of water are no longer reliable to supply all water demands. Different alternatives are proposed to augment the conventional sources, including treated wastewater. Optimal and objective allocation of treated wastewater to different stakeholders through an optimization process that takes into account multiple objectives of the system, unlike the conventional ground and surface water resources, has been widely unexplored. This paper proposes a methodology to allocate treated wastewater, while observing the physical constraints of the system. A multi-objective optimization model (MOM) is utilized herein to identify the optimal solutions on the pareto front curve satisfying different objective functions. Fuzzy transformation method (FTM) is utilized to develop different fuzzy scenarios that account for potential uncertainties of the system. Non-dominated sorting genetic algorithm II (NSGA-II) is then expanded to include the confidence level of fuzzy parameters, and thereby several trade-off curves between objective functions are generated. Subsequently, the best solution on each trade-off curve is specified with preference ranking organization method for enrichment evaluation (PROMETHEE). Sensitivity analysis of criteria's weights in the PROMETHEE method indicates thatthe results arehighly dependent on the weighting scenario, and hence weights should be carefully selected. We apply this framework to allocate projected treated wastewater in the planning horizon of 2031, which is expected to be produced by wastewater treatment plants in the eastern regions of Tehran province, Iran. Results revealed the efficiency of this methodology to obtain the most confident allocation strategy in the presence of uncertainties.
机译:面对新的气候和社会环境条件,传统的水源不再能够满足所有用水需求。提出了不同的替代方案以增加常规来源,包括处理后的废水。与传统的地下水和地表水资源不同,通过考虑系统的多个目标的优化过程将处理后的废水最佳和客观地分配给不同的利益相关者,这一点尚未得到广泛研究。本文提出了一种在观察系统物理约束的同时分配处理后废水的方法。本文中使用多目标优化模型(MOM)来识别满足不同目标函数的Pareto前曲线上的最优解。模糊变换方法(FTM)用于开发考虑系统潜在不确定性的不同模糊方案。然后,将非支配排序遗传算法II(NSGA-II)扩展为包括模糊参数的置信度,从而生成目标函数之间的一些折衷曲线。随后,使用优先级排序组织方法(PROMETHEE)指定每个折衷曲线上的最佳解决方案。在PROMETHEE方法中对标准权重的敏感性分析表明,结果高度依赖于权重方案,因此应谨慎选择权重。我们应用此框架在2031年的计划范围内分配预计的处理后废水,该废水有望由伊朗德黑兰省东部地区的废水处理厂产生。结果表明,这种方法在存在不确定性的情况下获得最有信心的分配策略的效率。

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