用于确定影响输水管道老化因素优先次序的新型混合模糊分析层次过程-博弈论模型

IF 5.7 3区 环境科学与生态学 Q1 WATER RESOURCES
Eslam Mohammed Abdelkader, Tarek Zayed, Nehal Elshaboury
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引用次数: 0

摘要

由于与管道、土壤、操作和环境有关的多种因素,水管面临着严重的老化和退化问题。因此,本研究论文的首要目标是对影响香港水管老化的因素进行优先排序。所开发模型的框架基于两个主要模块,即权重计算和权重汇总。第一个模块包括水管老化因素的识别和分类。然后,使用七种权重计算方法对水质恶化因素的相对重要性优先级进行审查。这些方法包括层次分析法(AHP)、蒙特卡罗 AHP、模糊 AHP、基于幅度的模糊 AHP、基于总差值的模糊 AHP、球形模糊 AHP 和毕达哥拉斯模糊 AHP。在这方面,基于模糊和蒙特卡洛的方法被用来规避经典 AHP 的关键缺陷。利用满意指数(SAT)和权重间距(WD)这两个统计评价指标来分析权重计算方法的性能。第二个模块是一个基于元启发式的混合博弈论模型,专门用于编制从第一个模块获得的劣化因素重要性权重。在这种情况下,利用了一套广受赞誉的元启发式方法,并对其进行了检验,以优化恶化因素的重要性。分析结果表明,土壤相关因素比管道相关因素、运行相关因素和环境相关因素更能影响劣化过程。此外,还推断出水压(6.64%)是影响水管劣化的最重要因素,其次是内腐蚀和保护方法(6.11%),然后是土壤腐蚀性(6.05%)。另一方面,长度(1.93%)、雨水不足(1.97%)和街道长度(2.33%)对水管老化的影响最小。结果还表明,球形 FAHP 的 SAT 和 WD 分别为 0.065 和 0.057,优于 AHP 的其他变体。对比分析表明,与其他基于元启发式的博弈论模型相比,基于粒子群优化的博弈论是一种更好的机制,可以为专家的判断获得更准确的基于妥协的权重向量。预计这项研究可协助水务署识别、评估香港水管受损的原因,并确定优先次序。它还有助于建立更准确的老化模型和更具成本效益的维护干预计划。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A novel hybrid fuzzy analytical hierarchy process–game theory model for prioritizing factors affecting the deterioration of water pipelines

Water pipes face significant aging and degradation problems due to several pipe-related, soil-related, operational, and environmental factors. Hence, the paramount objective of this research paper is to prioritize the criticality of the factors affecting the deterioration of water pipes in Hong Kong. The framework of the developed model is envisioned based on two main modules, namely weight computation and weight aggregation. The first module incorporates identifying and categorizing water deterioration factors. Then, the relative importance priorities of water deterioration factors are scrutinized using seven weight computation methods. These methods encompass analytical hierarchy process (AHP), Monte Carlo AHP, fuzzy AHP, magnitude-based fuzzy AHP, total difference-based fuzzy AHP, spherical fuzzy AHP and Pythagorean fuzzy AHP. In this regard, fuzzy-based and Monte Carlo-based methods are leveraged to circumvent the critical shortcomings of classical AHP. The performances of weight computation methods are analyzed using statistical evaluation indicators of satisfactory index (SAT) and distance between weights (WD). The second module is a hybrid meta-heuristic-based game theory model designated for compiling the importance weights of deterioration factors obtained from the first module. In this context, a set of widely acclaimed meta-heuristics are exploited and examined for optimizing the significance of deterioration factors. Analytical results exemplified that soil-related factors implicate the deterioration process more than pipe-related, operational-related, and environmental-related factors. It was also inferred that water pressure (6.64%) is the most significant factor influencing water pipe deterioration followed by internal corrosion and protection method (6.11%), and then soil corrosivity (6.05%). On the other hand, length (1.93%), rain deficit (1.97%), and street block length (2.33%) constitute the least influencers on water pipe deterioration. Results also demonstrated that spherical FAHP outperformed other variants of AHP accomplishing SAT and WD of 0.065 and 0.057, respectively. Comparative analysis revealed that particle swarm optimization-based game theory is a better mechanism than the remainder of meta-heuristic-based game theory models in obtaining a more accurate compromised-based weighting vector to the experts’ judgments. It is envisaged that this research can assist the water supplies department in identifying, assessing, and prioritizing the impairment causes of water pipelines in Hong Kong. It can also aid in establishing more accurate deterioration models and more cost-effective maintenance intervention programs.

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来源期刊
Applied Water Science
Applied Water Science WATER RESOURCES-
CiteScore
9.90
自引率
3.60%
发文量
268
审稿时长
13 weeks
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