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Branch and bound algorithm for identical parallel machine scheduling problem to maximise system availability

机译:平行机器调度问题的分支与绑定算法,最大限度地提高系统可用性

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In the majority of production scheduling studies, the objective is to minimise a criterion which is generally, function of completion times of production jobs. However, for some manufacturing systems, the reliability/availability of machines can be the most important performance criteria towards decision makers. In this paper, we deal with a production scheduling problem on identical parallel machines and the objective is to find the best assignment of jobs on machines maximising the system availability. We assume that the production system can be subject to potentially costly failures then PM actions are performed at the end of production jobs. We have proposed a branch and bound algorithm, dominance rules and an efficient upper bound to solve the proposed model optimally. Computational experiments are carried out on randomly generated test problems and results show the efficiency of the proposed upper bound and dominance rules. [Submitted 23 December 2016; Accepted 27 October 2018].
机译:在大多数生产调度研究中,目的是最小化一般性的标准,通常是生产工作的完成时间。 然而,对于一些制造系统,机器的可靠性/可用性可能是决策者最重要的性能标准。 在本文中,我们处理相同的并行机上的生产调度问题,目的是在机器上找到最佳作业的最佳作业分配,从而最大限度地提高系统可用性。 我们假设生产系统可能受到潜在的昂贵故障,然后在生产作业结束时执行PM动作。 我们提出了一个分支机构和绑定算法,优势规则和高效的上限,以最佳地解决提出的模型。 计算实验在随机产生的测试问题上进行,结果表明了提出的上限和优势规则的效率。 [2016年12月23日提交; 接受2018年10月27日]。

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