利用平衡优化算法开发水和废水组件的管理和运行模型

Water Supply Pub Date : 2024-02-06 DOI:10.2166/ws.2024.019
Selami Kiliç, Abdullah Ates, M. Firat, S. Yilmaz
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引用次数: 0

摘要

利用均衡优化算法建立了一个新颖的优化模型,以根据公用事业中城市水部件的现状确定最合适的管理流程。优化模型的基础是现状分析和管理系统,该系统由 11 个大标题和 231 个组件组成。该模型适用于三家公用事业公司,其结果与实时数据进行了对比。目前,得分为 0 或 1 的组件数量分别为 28、19 和 69。公用事业中组件的当前平均得分分别为 2.84、3.43 和 2.48。然后,通过均衡优化算法对这些组件的改进过程进行优化。考虑到公用事业的当前得分,通过优化算法将最合适的目标分别定义为 3.90、4.15 和 3.71。供水、废水收集和处理部分的目标分数确定为:公用事业 I 为 3.81、4.05 和 3.84;公用事业 II 为 4.03、4.18 和 4.22;公用事业 III 为 3.51、3.56 和 4.05。建议的模型将为确定最合适的目标和管理过程提供参考。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Developing a management and operation model for water and wastewater components using the equilibrium optimization algorithm
A novel optimization model was developed using the equilibrium optimization algorithm to define the most appropriate management process according to the current state of urban water components in utilities. The basis of the optimization model is the current status analysis and management system, which consists of 11 main headings and 231 components. This model is applied for three utilities, and the results are presented in comparison with real-time data. Currently, the number of components with 0 or 1 score is 28, 19 and 69, respectively. The current average scores of the components in the utilities were obtained as 2.84, 3.43 and 2.48, respectively. Then, the improvement process of these components is optimized by the equilibrium optimization algorithm. The most appropriate targets were defined as 3.90, 4.15 and 3.71, respectively, with the optimization algorithm by considering the current scores in the utilities. The target scores for water supply, wastewater collection and treatment components are determined as 3.81, 4.05 and 3.84 for utility I; 4.03, 4.18 and 4.22 for utility II; and 3.51, 3.56 and 4.05 for utility III. The proposed model will be a reference for defining the most appropriate target and determining the management process.
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