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An open queueing model for flexible manufacturing systems with multiple part types and general purpose pallets

机译:具有多件式类型和通用托盘的灵活制造系统的开放式排队模型

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We evaluate the performance of a Flexible Maanufacturing System (FMS), that manufactures multiple part types loaded on general purpose pallets. We model the FMS as an open queueing network with restricted capacity. The performance of the queueing network is approximated by applying a generalization of the so-called agggregation method (or flow-equivalent server method) for queueing networks. The resulting R-dimensional Markov process (where R denotes the number of part types ) can be analyzed by the matrix-geometric approach. Unfortunately, the proposed method becomes numerically intractable for large values of R. We therefore also present a type aggregation method that reduces solving the R-dimensional problem to solving R two-dimensional problems. Furthermore, we present an alternative way to generalize the aggregation method. In this generalization the multiple part type network is modeled as a network with a single chain in which parts may change class. Numerical results are given to test and compare the accuracy of the three approximation methods.
机译:我们评估灵活的MAAnufactures系统(FMS)的性能,该系统制造了在通用托盘上装载的多个部件类型。我们将FMS模拟为具有限制容量的开放排队网络。通过应用用于排队网络的所谓的Agggregation方法(或流量等同器方法)的概括来近似排队网络的性能。通过矩阵 - 几何方法可以通过矩阵 - 几何方法分析所得到的R维马尔可夫过程(其中R表示零件类型的数量)。遗憾的是,该方法对于R的大值,我们还具有数值棘手的棘手。因此,我们还呈现了一种减少求解R维问题的型聚集方法来解决R二维问题。此外,我们提出了一种概括聚合方法的替代方法。在该泛中,多部分类型网络被建模为具有单链的网络,其中部分可以改变类。给出了数值结果测试并比较了三种近似方法的准确性。

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