动态人机协作采摘策略

K. Azadeh, D. Roy, M. B. M. de Koster
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引用次数: 14

摘要

在过去的几十年里,许多零售商已经开始将传统的商店配送与从全渠道仓库向消费者提供的在线销售服务结合起来,这些仓库的自动化程度越来越高。一种流行的仓库自动化方式是使用自主移动机器人(amr),它与人类拾取员合作,通过减少拾取员的非生产性步行时间来有效地拾取订单。通过分区存储系统,机器人负责这些区域之间的运输,可以进一步减少拾取器的运输时间。然而,这些机器人系统的最佳分区策略并不明确:很少有区域特别适合大型商店订单,而许多区域特别适合小型在线订单。因此,我们研究了动态分区策略的效果,即在无分区(NZ)策略和渐进分区(PZ)策略之间的动态切换。我们分两个阶段解决这个问题。首先,我们建立了排队网络模型,以获得与给定数量的amr相对应的负载相关的拾取吞吐量和具有固定数量区域的拾取策略。然后,我们开发了一个马尔可夫决策模型来研究如何通过在这些选择策略之间动态切换来获得更高的选择性能。使用来自处理各种订单大小的全渠道仓库的数据,我们展示了动态切换(DS)策略可以将运营成本降低多达7%。然而,随着每个拾取器的机器人数量的增加,这些成本节约会减少。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic Human-Robot Collaborative Picking Strategies
In the last decades, many retailers have started to combine traditional store deliveries with fulfilment of online sales to consumers, from omnichannel warehouses, which are increasingly automated. One popular way of warehouse automation is with Autonomous Mobile Robots (AMRs), that collaborate with human pickers to efficiently pick the orders by reducing the pickers' unproductive walking time. Picker travel time can be reduced even more by zoning the storage system, where robots take care of the travel between these zones. However, the optimal zoning strategy for these robotic systems is not clear: few zones are particularly good for the large store orders, while many zones are particularly good for the small online orders. We therefore study the effect of dynamic zoning strategies, i.e. dynamic switching between a No Zoning (NZ) strategy and a Progressive Zoning (PZ) strategy. We solve the problem in two stages. First, we develop queuing network models to obtain load-dependent pick throughput rates corresponding to a given number of AMRs and a picking strategy with a fixed number of zones. Then, we develop a Markov-decision model to investigate how higher pick performance can be achieved by dynamically switching between these pick strategies. Using data from an omnichannel warehouse that processes various order sizes, we show that a Dynamic Switching (DS) policy can lower operational cost by up to 7 percent. However, these cost savings decrease as the number of robots per picker increases.
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