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基于需求紧迫度的约束性应急物资车辆路径模型

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为了实现科学、高效的灾后应急响应,针对传统路径规划中单目标、单车场、单次配送、无差别化供给、闭合式调度等多方面限制,开展基于需求紧迫度的约束性应急物资车辆路径研究.运用层次分析法对需求紧迫度进行赋权分级,以应急救援过程的响应时间、配送延误惩罚与需求未满意率最小化为目标,构建约束性应急物资车辆路径模型,并设计两阶段遗传算法.通过算例检验算法与模型的有效性和适用性.结果表明:该模型可有效解决资源紧缺、受灾程度异化情况下的物资配送问题,形成适用于突发自然灾害事件的动态应急物资车辆路径规划方案,实现突发路况处理与资源效能最大化,并为应急物资的车辆路径规划提供理论依据与决策参考.
Constrained vehicle routing model for emergency relief supplies based on demand urgency
[Objective]Emergency relief supplies are crucial for dealing with disasters,and their reasonable and timely distribution relates to people's health and safety.Emergency relief supplies at rescue centers are limited and cannot meet the emergency needs of all affected areas simultaneously.Post-disaster emergency relief supplies face double challenges in this regard due to short supplies and limited transportation capability,resulting in the needs for medical rescue and materials of a disaster area in a short period.To develop a scientific and efficient post-disaster emergency response,we studied the constrained vehicle routing of emergency relief supplies based on demand urgency.Restrictions in traditional path planning,such as single objective,single depot,single distribution,undifferentiated supply,and closed scheduling,were considered.[Methods]The analytic hierarchical process was applied to measure the demand urgency index from personnel,facilities,and disaster resistance,considering the overall efficiency and key disposal.Furthermore,this study had multiple objectives,including the following:minimization of deprivation cost and response time,and maximization of demand satisfaction rate in the emergency rescue process.A constrained model of emergency vehicle routing was constructed,and a two-stage genetic algorithm was designed to deal with comprehensive distribution conditions,such as open scheduling,soft time windows,and demand splitting.The effectiveness and feasibility of the model and algorithm were verified using examples.[Results]The results revealed that the model effectively coped with the material distribution problem resulting from scarce transportation capacity and various degrees of disaster.The splitting strategy and open scheduling of vehicles guaranteed multiple services at disaster sites and optimal route combination.Moreover,relief progress in disaster sites(splitting demand,batch distribution,and service time)and vehicle dispatch schedules(distribution order,work duration,and resupply depot)were generated.During the planning period,the system loss was reduced by 40.3%,and a 99.4%material demand was obtained.When disaster derivation caused changes in road conditions,fluctuation parameters were inputted into the model.The model and algorithm adjusted the scheme with a low risk of service failure,and the adjusted scheme reduced the demand and supply by 1.5%in the decision period.[Conclusions]Constrained route planning is implemented for flexible distribution conditions,such as demand splitting,soft time windows,and open scheduling,based on the dynamic change characteristics of demand and supply during sudden natural disasters.This study considers the demand urgency of key disaster areas and the efficiency of global relief to accommodate unexpected road events and maximize resource availability.With the circulation of distribution vehicles,the needs of disaster sites are gradually met within the decision-making cycle,which provides full play to the time utility of emergency relief supplies and transportation resources.The proposed model can form scientific and reasonable material distribution and vehicle scheduling schemes and evaluate the workload of each rescue center and vehicle to deploy work in advance,providing a theoretical basis and a decision-making reference for vehicle route planning of emergency relief supplies.

emergency rescueemergency relief suppliesroute planningdemand urgencygenetic algorithm

杨倩、王飞跃、卢佳节、王籽幻、马波

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中南大学防灾科学与安全技术研究所,长沙 410075

长沙理工大学道路灾变防治及交通安全教育部工程研究中心,长沙 410114

应急救援 应急物资 路径规划 需求紧迫度 遗传算法

长沙理工大学道路灾变防治及交通安全教育部工程研究中心开放基金

kfj220402

2024

清华大学学报(自然科学版)
清华大学

清华大学学报(自然科学版)

CSTPCD北大核心
影响因子:0.586
ISSN:1000-0054
年,卷(期):2024.64(6)