疏散不确定性下可预见灾害的稳健应急救援供应计划

J. Dalal, H. Üster
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引用次数: 16

摘要

对于可预见的自然灾害(例如飓风或洪水),救灾后勤面临的不确定性主要来自撤离活动。我们提出了一个战略规划问题,通过考虑灾害地点、强度、持续时间和撤离人员依从性的不确定性来提供救援物品。为了确保救灾分配的时间和成本效益,我们开发了一个强大的优化模型,以确定集中供应地点,以及在五层网络中不同运输方式的供应数量。在此过程中,我们考虑了疏散和供给侧活动之间的相互作用,并使用事件和盒不确定性表示的组合来捕捉固有的不确定性。我们的模型为决策者提供了包括或排除疏散相关不确定性的时间依赖性的灵活性。在此基础上,提出了救济分配的阈值时间窗口,超过该时间窗口,要么系统成本增加,要么早期分配的收益减少。虽然该模型主要帮助决策者进行战略准备,但其战术变体可以帮助有效分配。我们设计了一种增强的基于Benders分解的高效求解方法来解决实际尺寸问题。在使用地理信息系统数据的案例研究中,我们强调了各种系统组件之间的复杂动态,并讨论了由此产生的时间成本权衡,这些权衡也会影响网络结构。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Robust Emergency Relief Supply Planning for Foreseen Disasters Under Evacuation-Side Uncertainty
For foreseen natural disasters (e.g., hurricanes or floods), the uncertainties faced in relief logistics primarily stem from evacuation activities. We present a strategic planning problem to supply relief items by considering uncertainties in disaster location, intensity, duration, and evacuee compliance. To ensure time- and cost-effectiveness in relief distribution, we develop a robust optimization model to determine centralized supply locations, and supply quantities for different transportation modes in a five-tier network. In doing so, we consider the interaction between evacuation and supply-side activities and capture the inherent uncertainties using a combination of event and box uncertainty representations. Our model provides a decision maker with the flexibility of including or excluding the time dependency of evacuation-related uncertainties. Accordingly, it suggests a threshold time window for relief distribution, beyond which either the system cost increases or the benefits of early distribution diminish. Although the model primarily aids a policymaker in strategic preparedness, its tactical variant can aid the efficient distribution. We devise an enhanced Benders decomposition-based efficient solution method to solve realistic-size problems. In a case study using geographic information system data, we highlight the complex dynamics among various system components and discuss the resulting time-cost trade-offs that also influence the network structure.
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