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Robust receding horizon control strategy for replenishment planning of pharmacy robotic dispensing systems

机译:药房机器人分配系统补充规划强大的解除地平线控制策略

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This paper presents a robust receding horizon control strategy (RHC-RO) to enhance replenishment planning and inventory control of robotic dispensing systems in central fill pharmacies (CFPs). Replenishment in CFPs is a key process greatly influenced by several stochastic factors, such as demand volume and process times. In this research, a robust mixed integer quadratic programming (RMIQP) model is proposed to determine the number of allocated canisters and the schedule of replenishment operations considering multiple scenarios. A receding horizon control (RHC) mechanism, which divides the optimization horizon into smaller time windows, is applied to enhance the solution quality and reduce the computational burden. The proposed RHC-RO strategy is evaluated using simulation against offline, robust optimization (RO), and RHC strategies in terms of total replenishment costs. The results indicate that RHC-RO outperforms the offline, RO, and RHC strategies by generating 19.7%, 18.3%, and 5.6% less replenishment costs on average, respectively. The results also show that the RHC-RO strategy enables timely, accurate, and robust replenishment decisions.
机译:本文介绍了一种强大的后退地平线控制策略(RHC-RO),以提高中央填充药房(CFPS)中机器人分配系统的补货计划和库存控制。 CFPS的补充是一种受几种随机因素的关键过程,例如需求量和过程时间。在该研究中,提出了一种强大的混合整数二次编程(RMIQP)模型来确定分配的宿宿者的数量以及考虑多种方案的补充操作的计划。将优化地平线分成较小时间窗口的后退地平线控制(RHC)机制,以提高解决方案质量,降低计算负担。在总补货成本方面,使用模拟评估所提出的RHC-RO策略。结果表明,rHC-RO通过平均产生19.7%,18.3%和5.6%的补充成本优于离线,RO和RHC策略。结果还表明RHC-RO策略能够及时,准确,鲁棒的补充决策。

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