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The assembly line balancing and scheduling problem with sequence-dependent setup times: Problem extension, model formulation and efficient heuristics

机译:具有与序列相关的建立时间的装配线平衡和调度问题:问题扩展,模型制定和高效的启发式

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摘要

Assembly line balancing problems (ALBP) consist of distributing the total workload for manufacturing any unit of the products to be assembled among the work stations along a manufacturing line as used in the automotive or the electronics industries. Usually, it is assumed in research papers that, within each station, tasks can be executed in an arbitrary precedence-feasible sequence without changing station times. In practice, however, the task sequence may influence the station time considerably as sequence-dependent setups (e.g., walking distances, tool changes, withdrawal of parts from material boxes) have to be considered. Including this aspect leads to a joint balancing and scheduling problem, which we call SUALBSP (setup assembly line balancing and scheduling problem). In this paper, we modify the problem by modeling setups more realistically, give a new, more compact mathematical model formulation and develop effective heuristic solution procedures. Computational experiments based on existing and new data sets indicate that the new procedures outperform formerly proposed heuristics and are able to solve problem instances of realworld size with small deviations from optimality in short time.
机译:装配线平衡问题(ALBP)包括在汽车或电子行业中沿生产线在工作站之间分配用于制造要组装的任何产品单元的总工作量。通常,在研究论文中假设,在每个工作站内,可以以任意优先级可行的顺序执行任务,而无需更改工作站时间。然而,实际上,由于必须考虑与序列有关的设置(例如,步行距离,工具更换,从材料箱中取出零件),任务序列可能会极大地影响工位时间。包括此方面会导致联合的平衡和调度问题,我们称其为SUALBSP(设置装配线平衡和调度问题)。在本文中,我们通过更现实地建模来修正问题,给出新的,更紧凑的数学模型公式并开发有效的启发式求解程序。根据现有数据集和新数据集进行的计算实验表明,新程序的性能优于以前提出的启发式算法,并且能够在短时间内解决实际大小问题且与最优性偏差很小的问题。

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