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A perishable product supply chain network design problem with reliability and disruption considerations

机译:一种可靠性和破坏考虑因素的易腐产品供应链网络设计问题

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Existing literature in humanitarian aid supply chain management has not examined the impacts of disruption on timely and cost-efficient delivery of perishable products during disasters. This paper aims to contribute to fill this gap from a supply chain network design perspective. The supply chain network under investigation entails suppliers, mobile and fixed warehouses, distribution centers, and customers. A realistic problem is considered in which facilities and routes between them are subject to disruptions and might become inaccessible in the aftermath of disasters. We present a bi-objective robust optimization model that is resilient to disaster scenarios. The proposed model integrates strategic and tactical decisions and aims to minimize the time and cost of delivering products to customers after the occurrence of a disaster, while it considers the possibility of multiple disruptions in facilities and routes among them. A solution approach based on Lagrangian relaxation and epsilon-constraint is developed to efficiently solve the bi-objective model. To validate the formulation and derive practical insights, we apply the proposed methodology to a real case study of blood supply chains. The resulting analyses focus on: (i) comparing the impacts of disruptions at different facilities and routes, (ii) examining the influence of planning for disruptions on the expected delivery time, (iii) investigating the effects of an increase in budget on the expected delivery time, and (iv) evaluating the performance of the proposed robust model and the solution approach.
机译:人道主义援助供应链管理中的现有文献尚未审查干扰在灾害期间及时和经济高效地提供易腐产品的影响。本文旨在有助于从供应链网络设计视角填补这种差距。调查下的供应链网络需要供应商,移动和固定仓库,配送中心和客户。考虑了一个现实的问题,其中它们之间的设施和路线受到破坏,可能在灾害的后果中无法进入。我们介绍了一种对灾难场景的有弹性的双目标稳健优化模型。拟议的模型集成了战略和战术决策,并旨在最大限度地减少在灾难发生后向客户提供产品的时间和成本,同时考虑了在它们中间的设施和路线中断的可能性。开发了一种基于拉格朗日放松和epsilon-约束的解决方案方法,以有效解决双目标模型。为了验证配方和衍生实用洞察力,我们将提议的方法应用于对血液供应链的实际案例研究。由此产生的分析重点:(i)比较不同设施和路线中断的影响,(ii)检查规划对预期交货时间的干扰的影响,(iii)调查预计预算增加的影响交货时间,(iv)评估所提出的鲁棒模型的性能和解决方案方法。

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