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Identification of critical combination of vulnerable links in transportation networks - a global optimisation approach

机译:确定运输网络中脆弱环节的关键组合-一种全局优化方法

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摘要

This paper presents a global optimisation framework for identifying the most critical combination of vulnerable links in a transportation network. The problem is formulated as a mixed-integer non-linear programme with equilibrium constraints, aiming to determine the combination of links whose deterioration would induce the most increase in total travel cost in the network. A global optimisation solution method applying a piecewise linearisation approach and range-reduction technique is developed to solve the model. From the numerical results, it is interesting and counterintuitive to note that the set of most vulnerable links when simultaneous multiple-link failure occurs is not simply the combination of the most vulnerable links with single-link failure, and the links in the critical combination of vulnerable links are not necessarily connected or even in the neighbourhood of each other. The numerical results also show that the ranking of vulnerable links will be significantly affected by certain input parameters.
机译:本文提出了一个全球优化框架,用于确定交通网络中脆弱链接的最关键组合。该问题被公式化为具有平衡约束的混合整数非线性程序,目的是确定链路的组合,其恶化将导致网络中总旅行成本的最大增加。开发了一种采用分段线性化方法和范围缩小技术的全局优化解决方案方法来求解模型。从数值结果来看,有趣的和违反直觉的是,当同时发生多链路故障时,最易受攻击的链路的集合不只是最易受攻击的链路与单链路故障的组合,而且还存在以下关键组合:易受攻击的链接不一定相互连接,甚至不一定彼此相邻。数值结果还表明,易受攻击的链接的排名将受到某些输入参数的显着影响。

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