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Finite Production Run-Based Serial Lines With Bernoulli Machines: Performance Analysis, Bottleneck, and Case Study

机译:伯努利机器基于有限生产运行的串行生产线:性能分析,瓶颈和案例研究

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摘要

In manufacturing systems with large variety of products, small- to medium-size production runs are typically carried out according to the customers’ orders. When the volume of a production run is small, the production system operates partially (or entirely) in the transient regime and the traditional steady-state analysis may become inapplicable. In this paper, under the framework of serial production lines with finite buffers and with machines having the Bernoulli reliability model, we study the problems of performance evaluation, system-theoretic properties, and bottleneck of such systems. Specifically, we study the mathematical model for the one- and two-machine cases and derive analytical formulas to evaluate the performance measures of such systems. Then, for longer lines, a computationally efficient algorithm based on aggregation is developed to approximate the system performance measures with high accuracy. In addition, the monotonicity and reversibility properties and completion time bottleneck are discussed. Finally, a case study in a lighting equipment assembly plant is described to illustrate the theoretical results obtained.
机译:在产品种类繁多的制造系统中,通常根据客户的订单进行中小型生产。当生产运行量较小时,生产系统将在过渡状态下部分(或全部)运行,并且传统的稳态分析可能变得不适用。在具有有限缓冲区的串行生产线和具有伯努利可靠性模型的机器的框架下,我们研究了性能评估,系统理论特性以及此类系统的瓶颈问题。具体来说,我们研究了一台和两台机器情况的数学模型,并推导了解析公式来评估此类系统的性能指标。然后,对于更长的线路,开发了一种基于聚合的计算有效算法,以高精度近似系统性能指标。此外,还讨论了单调性和可逆性以及完成时间的瓶颈。最后,描述了照明设备组装厂的案例研究,以说明获得的理论结果。

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