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首页> 外文期刊>European Journal of Operational Research >An effective two-stage stochastic multi-trip location-transportation model with social concerns in relief supply chains
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An effective two-stage stochastic multi-trip location-transportation model with social concerns in relief supply chains

机译:一种有效的两阶段随机多行程位置运输模型,具有救济供应链的社会问题

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摘要

The distribution of emergency aid from warehouses to relief centers to satisfy the needs of the victims in the aftermath of a disaster is a complex problem because it requires a rapid response to human suffering when resources are scarce amidst great uncertainty. In order to provide an effective response and use resources efficiently, this paper presents a novel model to optimize location, transportation, and fleet sizing decisions. In contrast with existing models, vehicles can be reused for multiple trips within micro-periods (blocks of hours) and/or over periods (days). Uncertainty regarding demand, incoming supply, and availability of routes is modeled via a finite set of scenarios, using two-stage stochastic programs. 'Deprivation costs' are used to represent social concerns and minimized via two objective functions. Mathematical programming based heuristics are devised to enable good-quality solutions within reasonable computing time. Experimental results based on data from the disastrous 2011 floods and landslides in the Serrana Region of Rio de Janeiro, Brazil, show that the model's novel characteristics help get aid faster to victims and naturally enforce fairness in its distribution to disaster areas in a humanitarian spirit. (C) 2018 Elsevier B.V. All rights reserved.
机译:紧急援助的从仓库到救援中心,以满足在灾难发生后受害者的需求分布是一个复杂的问题,因为它需要在资源贫乏一片巨大的不确定性人类苦难的快速响应。为了有效地提供一个有效的响应,并利用资源,提出了一种新的模型,以优化位置,交通,和车队上浆决定。与现有的模型对比,车辆可再用于微周期(数小时块)和/或上方周期(天)内多次往返。关于不确定性需求,输入电源,和路由的可用性是通过有限的一组的情景建模,使用两阶段随机程序。 “剥夺成本”被用来表示社会问题,并通过两个目标函数最小化。基于数学规划启发式设计,使合理的计算时间内高质量的解决方案。基于从灾难性的2011米的洪水和山体滑坡在里约热内卢,巴西的塞拉纳地区数据的实验结果,表明该模型的新特性帮助获得援助更快的受害者,自然在其分销执行公平灾区的人道主义精神。 (c)2018年elestvier b.v.保留所有权利。

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