4.7 Article

Centralized collaborative production scheduling with evaluation of a practical order-merging strategy

Journal

INTERNATIONAL JOURNAL OF PRODUCTION RESEARCH
Volume 61, Issue 1, Pages 282-301

Publisher

TAYLOR & FRANCIS LTD
DOI: 10.1080/00207543.2021.1978577

Keywords

Collaborative production; merged processing; supply chain scheduling; Monte Carlo learning; upper confidence bound

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This study investigates a collaborative scheduling problem in which a dominant manufacturer outsources processes to collaborative manufacturers and applies a practical order-merging strategy to improve cost efficiency. Simulation case studies reveal that merging more orders can lead to cost reduction, and the overall system performance is more sensitive to the merging schemes.
We study a collaborative scheduling problem where the dominant manufacturer (DM) outsources several processes to collaborative manufacturers (CMs). We consider multiple types of products defined by different collaborative production networks which may share some common CMs. The DM assigns the orders to the CMs and coordinates the production scheduling among the CMs. We analyse a practical order-merging strategy which combines a subset of same-type orders throughout the production aming at the cost benefit by continuous processing. Such a strategy is easy to implement but may increase the scheduling cost because of increased deviation between the completion time and the required delivery window of some orders. To this end, a heuristic algorithm based on a learning mechanism and ant colony optimisation is proposed for solving the collaborative scheduling problem under the order-merging plans. Simulation case study was carried out to compare the costs under different merging options. We conclude that merging more orders could lead to a better cost in a few cases, and the overall system performance is more sensitive to the merging schemes when the network capacity is tighter due to disruption. Our study provides an effective solution approach and managerial insights for collaborative scheduling problems with practical order-merging strategies.

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