基于两阶段有界启发式方法的灾后救援分配

B. Mishra, K. Dahal, Zeeshan Pervez
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引用次数: 3

摘要

救灾物资配送到受灾地区至关重要,需要迅速有效的行动。通过高效的物流配送方式,对缓解受灾地区的灾害影响至关重要。灾害具有不确定性、高度复合性和不确定性,救灾物流配送成为一项具有挑战性的任务。救济项目可以从单个节点分发,也可以从多个分布式节点分发。当只使用单节点物流配送时,分布式节点上可用的资源没有被利用。本文提出了一种两阶段有界启发式方法,用于响应灾后救援行动的物流配送。建议的方法侧重于两个主要目标:最大限度地减少未满足的需求和旅行距离。综合模拟灾害情景,作为救灾物资分配的案例研究。结果表明,该方法在物流调度中是有效的。它通过利用分布式节点的可用资源,改善受灾地区的救灾物流配送系统,从而以最小的出行时间降低未满足的需求水平。
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Post-disaster relief distribution using a two phase bounded heuristic approach
Relief logistics distribution to disaster affected areas is crucial that needs quick and effective action. Logistics distribution through an efficient method is essential for easing the impact of the disaster in the affected areas. Disaster is non-deterministic, highly composite and uncertain in nature, therefore, the relief logistics distribution becomes a challenging task. Relief items can be distributed either from a single node or from multiple distributed nodes. Resources available at distributed nodes are not utilized when only single node logistics distribution is used. This paper presents a two-phase bounded heuristic approach for logistics distribution as a response to the post-disaster relief operation. The proposed approach is focused on two major objectives: minimization of unmet demand and travel distance. Simulated disaster scenario is synthesized as a case study for the distribution of relief items. The results indicate that the proposed approach is effective in logistic scheduling. It improves the relief logistics distribution systems in the disasters affected areas by utilizing the resources available at distributed nodes hence leads to decline in unmet demands level with minimum travel time.
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