基于贝叶斯网络的最优资源分配战略下相互依存基础设施系统的复原力评估

Jingran Sun , Kyle Bathgate , Zhanmin Zhang
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引用次数: 0

摘要

关键基础设施系统(CIS)在社会的社会经济活动中发挥着关键作用,但也面临着一系列可能对其功能和性能产生重大影响的干扰事件。因此,需要了解 CIS 的基本行为及其对干扰的响应,以便更好地为未来的干扰做好准备并减轻其影响。复原力是 CIS 的一个特征,它影响着极端事件造成的影响范围和严重程度。抗灾能力通常分为四个方面:稳健性、冗余性、资源性和快速性,即所谓的 "4R"。本研究提出了一个框架,从这四个维度评估基础设施网络在最优资源分配策略下的恢复能力,并将不同 CIS 之间的相互依存关系纳入其中,同时将恢复能力视为一个随机变量。建议的框架结合了基于代理的基础设施相互依赖模型、先进的优化算法、贝叶斯网络技术和蒙特卡罗模拟,以评估基础设施网络的弹性。通过对德克萨斯州奥斯汀市的一个 CIS 网络进行案例研究,评估了该网络的恢复能力,并进行了 "假设 "分析,从而证明了所提框架的适用性和灵活性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bayesian network-based resilience assessment of interdependent infrastructure systems under optimal resource allocation strategies

Critical infrastructure systems (CISs) play a key role in the socio-economic activity of a society, but are exposed to an array of disruptive events that can greatly impact their function and performance. Therefore, understanding the underlying behaviors of CISs and their response to perturbations is needed to better prepare for, and mitigate the impact of, future disruptions. Resilience is one characteristic of CISs that influences the extent and severity of the impact induced by extreme events. Resilience is often dissected into four dimensions: robustness, redundancy, resourcefulness, and rapidity, known as the “4Rs”. This study proposes a framework to assess the resilience of an infrastructure network in terms of these four dimensions under optimal resource allocation strategies and incorporates interdependencies between different CISs, with resilience considered as a stochastic variable. The proposed framework combines an agent-based infrastructure interdependency model, advanced optimization algorithms, Bayesian network techniques, and Monte Carlo simulation to assess the resilience of an infrastructure network. The applicability and flexibility of the proposed framework is demonstrated with a case study using a network of CISs in Austin, Texas, where the resilience of the network is assessed and a “what-if” analysis is performed.

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