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The inventory-routing problem of returnable transport items with time windows and simultaneous pickup and delivery in closed-loop supply chains

机译:具有时窗并在闭环供应链中同时接送的可退回运输物品的库存路由问题

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摘要

Reducing environmental impact, related regulations and potential for operational benefits arethe main reasons why companies share their returnable transport items (RTIs) among thedifferent partners of a closed-loop supply chain. In this paper, we consider a producer, locatedat a depot, who has to distribute his products packed in RTIs to a set of customers. Customersdefine a time window wherein the service can begin. The producer is also in charge of thecollection of empty RTIs for reuse in the next production cycle. Each partner has a storage areacomposed of both empty and loaded RTI stock, as characterized by initial levels and maximumstorage capacity. As deliveries and returns are performed by a homogeneous fleet of vehiclesthat can carry simultaneously empty and loaded RTIs, this research addresses a pickup anddelivery inventory-routing problem within time windows (PDIRPTW) over a planning horizon.A mixed-integer linear program is developed and tested on small-scale instances. To handlemore realistic large-scale problems, a cluster first-route second matheuristic is proposed.
机译:减少环境影响,相关法规以及潜在的运营收益是公司在闭环供应链的不同合作伙伴之间共享可回收运输物品(RTI)的主要原因。在本文中,我们考虑了一个位于仓库的生产者,该生产者必须将以RTIs包装的产品分发给一组客户。客户定义可以开始服务的时间窗口。生产者还负责收集空的RTI,以便在下一个生产周期中重复使用。每个伙伴都有一个由空载和已装载RTI存货组成的存储区,以初始级别和最大存储容量为特征。由于交付和退货是由可同时运载空载和RTI的同类车辆完成的,因此本研究解决了计划范围内在时间窗(PDIRPTW)内的提货和提货路由问题,开发了一个混合整数线性程序并在小型实例上测试。为了处理更现实的大规模问题,提出了一种集群第一路径第二数学方法。

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