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A Mixed-Integer Programming Model for Order Picking Schedule

机译:订单拣货计划的混合整数编程模型

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Order picking is considered one of the most time consuming and costly processes in warehouse operations. Tardiness in an order picking process not only causes low throughput and reduced efficiency, but delays the entire supply chain marketing response. This motivates researchers to make this labor-intensive activity more efficient. Many order picking systems, such as wave picking, pick-pass system etc., have been designed while integrating warehouse layout, retrieval strategies, and routing methods. However, it is difficult to implement the redesigned system while operating. An approach with fewer changes to storage assignments and process reconstructions is preferred. This paper focuses on designing an efficient picking schedule with the consideration of equipment selection and shortest routes. The retrieval distance is minimized through re-batching stock keeping units (SKU) and routing optimization. Compared to the traditional pick-by-order strategy, the order is decomposed and re-batched at the SKU level. A mixed integer programming model is proposed to determine how SKUs from different orders are batched and how the routing and equipment are scheduled. Experimental results on a large order dataset show the capability in reducing traveling distance.
机译:拣选订单被认为是仓库运营中最耗时且成本最高的流程之一。订单拣选过程中的延迟不仅会导致低吞吐量和降低效率,而且会延迟整个供应链营销响应。这激励研究人员提高劳动密集型活动的效率。在集成仓库布局,检索策略和工艺路线方法的同时,设计了许多订单拣选系统,例如波浪拣选,拣选通过系统等。但是,操作时很难实施重新设计的系统。最好对存储分配和过程重建进行较少更改的方法。本文着重在设计有效的采摘计划时,要考虑到设备选择和最短路线。通过重新编组存货单位(SKU)和路由优化,可将检索距离最小化。与传统的按订单分拣策略相比,在SKU级别分解并重新分批处理订单。提出了一种混合整数规划模型,以确定如何对来自不同订单的SKU进行批处理以及如何安排工艺路线和设备。大阶数据集上的实验结果显示了减少行进距离的能力。

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