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A hybrid method for large-scale short-term scheduling of make-and-pack production processes

机译:一种用于制造和包装生产过程的大规模短期调度的混合方法

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摘要

Due to the ongoing trend towards increased product variety, fast-moving consumer goods such as food and beverages, pharmaceuticals, and chemicals are typically manufactured through so-called make-and-pack processes. These processes consist of a make stage, a pack stage, and intermediate storage facilities that decouple these two stages. In operations scheduling, complex technological constraints must be considered, e.g., non-identical parallel processing units, sequence-dependent changeovers, batch splitting, no-wait restrictions, material transfer times, minimum storage times, and finite storage capacity. The short-term scheduling problem is to compute a production schedule such that a given demand for products is fulfilled, all technological constraints are met, and the production makespan is minimised. A production schedule typically comprises 500–1500 operations. Due to the problem size and complexity of the technological constraints, the performance of known mixed-integer linear programming (MILP) formulations and heuristic approaches is often insufficient.ududWe present a hybrid method consisting of three phases. First, the set of operations is divided into several subsets. Second, these subsets are iteratively scheduled using a generic and flexible MILP formulation. Third, a novel critical path-based improvement procedure is applied to the resulting schedule. We develop several strategies for the integration of the MILP model into this heuristic framework. Using these strategies, high-quality feasible solutions to large-scale instances can be obtained within reasonable CPU times using standard optimisation software. We have applied the proposed hybrid method to a set of industrial problem instances and found that the method outperforms state-of-the-art methods.
机译:由于不断增加的产品种类的趋势,快速移动的消费品(例如食品和饮料,药品和化学药品)通常通过所谓的“包装制造”工艺来制造。这些过程包括制造阶段,包装阶段以及将这两个阶段解耦的中间存储设施。在操作调度中,必须考虑复杂的技术约束,例如,不同的并行处理单元,与序列有关的转换,批次拆分,无等待限制,物料传输时间,最小存储时间和有限的存储容量。短期计划问题是计算生产计划,以便满足给定的产品需求,满足所有技术约束并最小化生产期。生产计划通常包括500-1500次操作。由于问题的大小和技术约束的复杂性,已知的混合整数线性规划(MILP)公式和启发式方法的性能通常不足。 ud ud我们提出了一种由三个阶段组成的混合方法。首先,将操作集分为几个子集。其次,使用通用且灵活的MILP公式迭代地调度这些子集。第三,将新颖的基于关键路径的改进过程应用于最终进度表。我们开发了几种将MILP模型集成到此启发式框架中的策略。使用这些策略,可以使用标准的优化软件在合理的CPU时间内获得针对大型实例的高质量可行解决方案。我们已将提出的混合方法应用于一组工业问题实例,发现该方法的性能优于最新方法。

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