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A mathematical programming model for reconfiguration of flexible manufacturing cells

机译:用于重构柔性制造单元的数学编程模型

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In flexible manufacturing cells, changes in demand size, product mix, part variety, existing routings and set-up/operation times may require reconfiguration of the cells. In this study, an approach is developed to decide when and how such a reconfiguration should be carried out for existing cells. This study considers reconfiguration in terms of changing part routings, adding a new machine type in a cell, duplicating an existing machine type, removing an existing machine from a cell and transferring a machine to another cell. The study also shows the total number of tools of each type on each machine located in each cell after reconfiguration. To make the optimal reconfiguration decisions, a mathematical programming model to minimize the total reconfiguration cost is developed. The developed model considers the lower and upper bounds on machine utilizations and the time limits on machine cycle times to decide when to reconfigure the system.
机译:在柔性制造单元中,需求大小,产品组合,零件品种,现有工艺路线和设置/操作时间的变化可能需要重新配置单元。在这项研究中,开发了一种方法来决定何时以及如何对现有小区进行这种重新配置。这项研究从更改零件路径,在单元中添加新机器类型,复制现有机器类型,从单元中移除现有机器以及将机器转移到另一个单元的角度考虑重新配置。该研究还显示了重新配置后位于每个单元中的每台机器上每种类型的工具总数。为了做出最佳的重新配置决策,开发了一种数学编程模型来最大程度地降低总重新配置成本。开发的模型考虑了机器利用率的上限和下限以及机器周期时间的时限,以决定何时重新配置系统。

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