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Closed Bernoulli Production Lines: Analysis, Continuous Improvement, and Leanness

机译:伯努利封闭式生产线:分析,持续改进和精益

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In closed production lines, each part is placed on a carrier at the input of the first machine and is removed from the carrier at the output of the last machine. The first machine is starved if no carriers are available, and the last machine is blocked if the empty carrier buffer is full. The number of carriers in the system is S and the capacity of the empty carrier buffer is N 0. Under the assumption that the machines obey the Bernoulli reliability model, this paper provides methods for determining if a pair (N 0, S) impedes the open line performance and, if it does, develops techniques for improvement with respect to S and N 0. In addition, bottlenecks in closed lines are discussed, and an approach to selecting the smallest N 0 and S, which result in no impediment, is described.
机译:在封闭的生产线中,每个零件都在第一台机器的输入处放置在托架上,并在最后一台机器的输出处从托架上卸下。如果没有可用的托盘,则第一台计算机将饿死;如果空的托盘缓冲区已满,则将阻塞最后一台计算机。系统中的载波数量为S,空载波缓冲区的容量为N0。在机器遵循伯努利可靠性模型的假设下,本文提供了确定对(N 0,S)是否妨碍噪声的方法。开路性能,如果可以的话,可以开发出改善S和N 0的技术。此外,还讨论了闭路的瓶颈,并且选择了不会造成障碍的最小N 0和S的方法是描述。

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