RESILIENCE ASSESSMENT FOR INTERDEPENDENT WATER SUPPLY SYSTEMS BASED ON A SYSTEM DYNAMICS MODEL

Jewan Ryu, Heekyung Park
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引用次数: 2

Abstract

Recent catastrophic events such as Hurricane Katrina have highlighted the importance of interdependency to result in cascading effect among critical infrastructures. Previous studies investigated and categorized the interdependency of critical infrastructures based on qualitative consideration and case studies. However, it is still necessary to approach this quantitatively. The main purpose of this study is to model the behavior of interdependent infrastructures in urban systems, especially water and energy supply, and suggest management policy for water supply systems to increase its resilience. The relationship between two infrastructures was converted into causal loop diagrams. The system dynamics model considering the interdependency was developed with components and relationship from previous research. The capacity of water supply system and its recovery capacity under disruptive scenarios was assessed as the resilience of the water supply system. The simulation result showed that the order of interdependency has high sensitivity with the variance of resilience. It was also found that enhancing the resilience of the water supply system improved not only the recovery capacity of the water supply system but also of the energy supply system. The most efficient policy leverage was found in the enhancing feedback loop of resource exchange between two infrastructures. Some assumptions in the relationship between components should be formulated with more concrete observation and mathematical consideration in further studies.
基于系统动力学模型的相互依赖供水系统弹性评估
最近的灾难性事件,如卡特里娜飓风,突出了相互依赖在关键基础设施之间产生级联效应的重要性。先前的研究基于定性考虑和案例研究调查并分类了关键基础设施的相互依赖性。然而,仍有必要从数量上加以处理。本研究的主要目的是模拟城市系统中相互依赖的基础设施的行为,特别是水和能源供应,并建议供水系统的管理政策,以增加其弹性。两个基础设施之间的关系被转换成因果循环图。在前人研究的基础上,建立了考虑相互依赖关系的系统动力学模型。以供水系统的弹性为指标,评价了中断情景下供水系统的能力及其恢复能力。仿真结果表明,相互依赖顺序对弹性方差具有较高的敏感性。研究还发现,提高供水系统的弹性不仅可以提高供水系统的恢复能力,还可以提高能源供应系统的恢复能力。在两个基础设施之间资源交换的增强反馈回路中,发现最有效的政策杠杆。在进一步的研究中,需要通过更具体的观察和数学上的考虑,对各分量之间的关系作出一些假设。
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