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System Reliability Evaluation for a Multistate Supply Chain Network With Failure Nodes Using Minimal Paths

机译:具有最小故障路径的具有故障节点的多状态供应链网络的系统可靠性评估

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摘要

This work devotes to the application of network methods for the reliability of a complex supply chain system, which is a set of several factories with supply-demand relationship. Two characters are considered in the proposed network: 1) nodes, and arcs all have multiple possible capacities, and may fail; and 2) the capacity weight varies with arcs, nodes, and types of commodity. The purpose of this paper is to study the systems reliability, in this case the possibility that a given quantity $(d_{1},d_{2})$ of two types of commodities can be transmitted from the source factory to the destination factory simultaneously. Such a possibility can be treated as a performance index to measure the quality level of a supply chain network. The flow model is constructed by flow assignments, and capacity vectors. The $(d_{1},d_{2})$ -MP, which represents the capacity of each arcode, is a minimal capacity vector meeting the demand constraint. A simple algorithm in terms of minimal paths is first proposed to generate all $(d_{1},d_{2})$-MP. The system reliability can then be calculated efficiently in terms of $(d_{1},d_{2})$-MP. Time complexity of the proposed algorithm is also analyzed.
机译:这项工作致力于网络方法的应用,以确保复杂的供应链系统的可靠性,该系统是一组具有供需关系的工厂。在提议的网络中考虑了两个字符:1)节点,弧都具有多种可能的容量,并且可能会失败; 2)容量权重随弧形,节点和商品类型而变化。本文的目的是研究系统的可靠性,在这种情况下,可以将给定数量的$(d_ {1},d_ {2})$两种商品从源工厂传输到目标工厂的可能性同时。可以将这种可能性视为衡量供应链网络质量水平的性能指标。流量模型由流量分配和容量向量构成。表示每个弧/节点的容量的$(d_ {1},d_ {2})$ -MP是满足需求约束的最小容量向量。首先提出一种关于最小路径的简单算法来生成所有$(d_ {1},d_ {2})$-MP。然后可以根据$(d_ {1},d_ {2})$-MP有效地计算系统可靠性。还分析了所提算法的时间复杂度。

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