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Risk level-driven bi-objective stochastic parallel machine scheduling problem

机译:风险级驱动的双目标随机平行机调度问题

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In recent years, Industry 4.0 has emerged and received substantial attention. Industry 4.0 integrate physical and decisional aspects of manufacturing processes, to improve the ability to cope with unpredictable and negative events. Production scheduling has always been a common problem faced by manufacturing systems, stochastic scheduling is thus a hot research topic. It is usually assumed in the literature that job processing times are stochastic. Due to the inadequate or unrepresentative historical data, the probability distribution of processing times may not be well estimated. This work investigate a bi-objective stochastic parallel machine scheduling problem, to minimize the capital budget and risk level simultaneously. Only partial distributional information on uncertain job processing times, i. E., the mean and covariance matrix, is known. Especially, the risk level is measured by the probability of existing tardy jobs. For the problem, a distributionally robust bi-objective formulation is first proposed. Then a popular approximation method is applied for the probabilistic objective function, and ε-constraint method is further developed. A case study is conducted and analyzed, and some managerial insights are drawn.
机译:近年来,行业4.0出现并受到了大量的关注。行业4.0整合制造流程的物理和果实方面,以提高应对不可预测和负面事件的能力。生产调度一直是制造系统面临的常见问题,随机调度因此是一个热门的研究主题。通常在文献中假设工作处理时间是随机的。由于不足或不成绩的历史数据,处理时间的概率分布可能无法估计很好。这项工作调查了双目标随机平行机器调度问题,以尽量减少资本预算和风险水平。只有关于不确定工作处理时间的部分分配信息,i。 E.,均已知平均值和协方差矩阵。特别是,风险水平是通过现有迟到工作的概率来衡量的。对于问题,首先提出分布稳健的双目标配方。然后应用了一种流行的近似方法,用于概率的目标函数,进一步开发ε-约束方法。进行和分析案例研究,绘制了一些管理洞察力。

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