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An experimental analysis of steady state convergence in simple queueing systems: Implications for flexible manufacturing system models

机译:简单排队系统中稳态收敛的实验分析:对柔性制造系统模型的启示

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摘要

Queueing models are widely used for performance analysis of Flexible Manufacturing Systems (FMS). Most studies are done under steady state assumptions. The inherent flexibility of FMS in terms of input, volume, and mix makes such an assumption hard to justify. In this paper, we investigate the convergence rate to steady state in simple queueing models that constitute the basic building blocks of more complex FMS models. The study reveals that steady-state conditions are not achieved during the execution of batches of moderate size. We therefore conclude that although equilibrium models are appropriate for studying long-term planning problems, for the operational control of FMSs, it is highly desirable to study the transient behaviour of the system. On a broader scope, our investigation also shows that steady-state assumptions used in the analysis of any inherently transient system should be carefully validated.
机译:排队模型被广泛用于柔性制造系统(FMS)的性能分析。大多数研究都是在稳态假设下进行的。 FMS在输入,数量和混合方面的固有灵活性使这种假设难以成立。在本文中,我们研究了简单排队模型的稳态收敛速度,而简单排队模型是更复杂的FMS模型的基本构建块。该研究表明,在执行中等大小的批次过程中未达到稳态条件。因此,我们得出结论,尽管均衡模型适合于研究长期计划问题,但对于FMS的操作控制而言,非常需要研究系统的瞬态行为。在更广泛的范围内,我们的研究还表明,应仔细验证用于分析任何固有瞬态系统的稳态假设。

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