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Stochastic Modeling of an Automated Guided Vehicle System With One Vehicle and a Closed-Loop Path

机译:一台具有闭环路径的自动导引车系统的随机建模

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The use of automated guided vehicles (AGVs) in material-handling processes of manufacturing facilities and warehouses is becoming increasingly common. A critical drawback of an AGV is its prohibitively high cost. Cost considerations dictate an economic design of AGV systems. This paper presents an analytical model that uses a Markov chain approximation approach to evaluate the performance of the system with respect to costs and the risk associated with it. This model also allows the analytic optimization of the capacity of an AGV in a closed-loop multimachine stochastic system. We present numerical results with the Markov chain model which indicate that our model produces results comparable to a simulation model, but does so in a fraction of the computational time needed by the latter. This advantage of the analytical model becomes more pronounced in the context of optimization of the AGV''s capacity which without an analytical approach would require numerous simulation runs at each point in the capacity space.
机译:在制造设施和仓库的物料搬运过程中使用自动导引车(AGV)变得越来越普遍。 AGV的一个关键缺点是其过高的成本。成本方面的考虑决定了AGV系统的经济设计。本文提出了一种分析模型,该模型使用马尔可夫链近似方法来评估系统在成本和与之相关的风险方面的性能。该模型还允许在闭环多机随机系统中对AGV的容量进行分析优化。我们用马尔可夫链模型给出了数值结果,这表明我们的模型所产生的结果与仿真模型相当,但是这样做所需的时间只是仿真模型的一小部分。在优化AGV的容量的情况下,分析模型的这一优势变得更加明显,如果没有分析方法,则需要在容量空间中的每个点进行大量仿真。

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