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Improving Performance in Cyclic Production Systems by Using Forced Variable Idle Setup Time

机译:通过使用强制可变怠速建立时间来提高循环生产系统的性能

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In the early 1990s, research began to show that the Japanese production theory, which espouses reduction of machine setup time as a sure way to improve production performance, may be limited. Specifically, it was found that reduction in mean setup times without any change in variance can, paradoxically, increase waiting time and work in process (WIP) in a cyclic production system. Setup time variance was demonstrated to play a central role because of the paradoxes it produced with the resulting harm to effective capacity. Subsequently, explicit formulas were derived for determining whether adding fixed forced idle time (but holding variance constant) would reduce waiting time and, if so, the optimal amount of idle time to add. However, research to date has offered little guidance to reduce setup time variance to improve waiting time. We show that a greater reduction is achievable by adding a variable idle time that is a nonincreasing function of setup time and thereby reduce the combined setup time variance. We provide explicit procedures for finding the optimal variable idle time as a function of setup time when the latter follows any finite discrete distribution. We also show how to implement our policy and show that our approach can improve waiting time even when other currently known approaches cannot.
机译:在1990年代初期,研究开始表明日本的生产理论可能受到限制,该理论主张减少机器的设置时间,这是提高生产性能的可靠方法。具体而言,发现减少平均设置时间而无任何方差变化可能反而会增加循环生产系统中的等待时间和在制品(WIP)。设置时间差异被证明是起主要作用的,因为它产生了悖论,从而对有效容量造成了损害。随后,导出了明确的公式,用于确定添加固定的强制空闲时间(但保持方差恒定)是否会减少等待时间,如果是这样,则可以添加最佳的空闲时间。然而,迄今为止的研究几乎没有提供指导以减少设置时间差异以改善等待时间。我们表明,通过增加可变的空闲时间(这不是建立时间的增加函数)可以实现更大的减少,从而减少组合的建立时间差异。当建立时间遵循任何有限的离散分布时,我们提供了明确的程序来查找最佳可变空闲时间,作为建立时间的函数。我们还将展示如何执行我们的政策,并表明即使在其他当前已知的方法不能执行的情况下,我们的方法也可以缩短等待时间。

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