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Dynamic Bottleneck in Serial Production Lines with Bernoulli Machines

机译:带伯努利机器的串行生产线的动态瓶颈

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Bottleneck identification and mitigation is one of the most important problems in production system research and practice. In the current literature, the bottleneck is often defined with respect to a system's long term performance. The corresponding mitigation approach is typically to prioritize the improvement of that particular machine. This applies when the improvement cannot be flexibly adjusted or reallocated to other machines in the system and the improvement is to be fixed to a machine for a sufficiently long period of time. In this paper, we attempt to redefine the bottleneck in a dynamic environment. A control-theoretic approach is used to formulate the bottleneck identification and mitigation problem as a state-based feedback control problem with the objective being maximization of steady state throughput. In this framework, we study serial production lines with finite buffers and Bernoulli reliability machines. Computation formulas and procedures are developed to calculate the performance metrics of such systems with dynamic bottleneck control and properties of the optimal control policy are investigated.
机译:瓶颈识别和缓解是生产系统研究与实践中最重要的问题之一。在当前的文献中,通常相对于系统的长期性能定义瓶颈。相应的缓解方法通常是优先考虑该特定机器的改进。这适用于当更好的改进不能灵活地调整或重新分配给系统中的其他机器,并且改进是将机器固定到机器上足够长的时间。在本文中,我们试图重新定义动态环境中的瓶颈。控制定理方法用于制定瓶颈识别和缓解问题作为基于状态的反馈控制问题,其目的是稳态吞吐量的最大化。在本框架中,我们研究了带有有限缓冲区和Bernoulli可靠性机器的串行生产线。开发了计算公式和程序以计算具有动态瓶颈控制的这种系统的性能指标,并调查了最佳控制策略的属性。

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