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Robust scheduling in two-stage assembly flow shop problem with random machine breakdowns: integrated meta-heuristic algorithms and simulation approach

机译:具有随机机器故障的两阶段装配流水车间问题的鲁棒调度:集成元启发式算法和仿真方法

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Purpose In real manufacturing systems, schedules are often disrupted with uncertainty factors such as random machine breakdown, random process time, random job arrivals or job cancellations. This paper aims to investigate robust scheduling for a two-stage assembly flow shop scheduling with random machine breakdowns and considers two objectives makespan and robustness simultaneously. Design/methodology/approach Owing to its structural and algorithmic complexity, the authors proposed imperialist competitive algorithm (ICA), genetic algorithm (GA) and hybridized with simulation techniques for handling these complexities. For better efficiency of the proposed algorithms, the authors used artificial neural network (ANN) to predict the parameters of the proposed algorithms in uncertain condition. Also Taguchi method is applied for analyzing the effect of the parameters of the problem on each other and quality of solutions. Findings Finally, experimental study and analysis of variance (ANOVA) is done to investigate the effect of different proposed measures on the performance of the obtained results. ANOVA's results indicate the job and weight of makespan factors have a significant impact on the robustness of the proposed meta-heuristics algorithms. Also, it is obvious that the most effective parameter on the robustness for GA and ICA is job. Originality/value Robustness is calculated by the expected value of the relative difference between the deterministic and actual makespan.
机译:目的在实际的制造系统中,进度表经常会受到不确定性因素的干扰,例如随机的机器故障,随机的处理时间,随机的作业到达或作业取消。本文旨在研究具有随机机器故障的两阶段装配流水车间调度的鲁棒调度,并同时考虑两个目标的制造时间和鲁棒性。设计/方法/方法由于其结构和算法的复杂性,作者提出了帝国主义竞争算法(ICA),遗传算法(GA)并与模拟技术相混合以处理这些复杂性。为了提高所提算法的效率,作者使用人工神经网络(ANN)来预测不确定条件下所提算法的参数。 Taguchi方法也用于分析问题参数彼此之间的影响以及解决方案的质量。结果最后,进行了实验研究和方差分析(ANOVA),以研究各种建议措施对所获得结果的性能的影响。方差分析的结果表明,影响因子的工作和权重对所提出的元启发式算法的鲁棒性有重大影响。同样,很明显,GA和ICA的鲁棒性最有效的参数是job。原创性/价值稳健性是通过确定性和实际制造期之间的相对差的期望值来计算的。

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