基于生产模拟器和多种群全局最优改进头脑风暴优化的最优生产调度

Kenjiro Takahashi, Y. Fukuyama, Shuhei Kawaguchi, Takaomi Sato
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引用次数: 0

摘要

提出了一种利用生产模拟器和多种群全局最优修正头脑风暴优化(MP-GMBSO)的最优生产调度方法。目前,在工业领域,脱碳和碳中和正在通过工业4.0等技术创新来实现。特别是在生产环境中具有重要意义的最优生产调度研究得到了积极开展。然而,以往的最优生产调度研究与实际生产环境下的生产调度生成方法存在一定的差距。该方法填补了这一空白,可应用于实际生产环境。将该方法与传统的MBSO[7]和基于GMBSO的方法进行了比较。验证了基于MP-GMBSO的方法可以找到更高质量的生产计划。此外,采用Friedman检验作为先验检验,采用Wilcoxon符号秩检验并采用Bonferroni-Holm校正作为事后检验,验证了传统MBSO与基于GMBSO的方法之间存在显著性差异,提出的基于MP-GMBSO的方法具有0.05显著水平。另外,目标生产调度的目标函数具有一定的复杂度,是优化的难点问题之一。尽管该问题具有挑战性,但所提出的基于MP-GMBSO的方法比传统的MBSO和基于GMBSO的方法能更好地解决问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimal Production Scheduling using a Production Simulator and Multi-population Global-best Modified Brain Storm Optimization
This paper proposes an optimal production scheduling method using the production simulator and multi-population global-best modified brain storm optimization (MP-GMBSO). Currently, in industry sector, decarbonization and carbon neutrality are approached by technical innovations such as Industry 4.0. In particular, optimal production scheduling researches which are important in production environments have been conducted actively. However, there is a gap between the previous optimal production scheduling researches and production schedule generating methods of practical production environments. The proposed method can fill the gap and it can be applied to the practical production environments. Results of the proposed method are compared with those of the conventional MBSO [7] and GMBSO based methods. It is verified that the proposed MP-GMBSO based method can find higher quality production schedules. In addition, it is verified that there is a significant difference among the conventional MBSO and GMBSO based methods, and the proposed MP-GMBSO based method with 0.05 significant level by the Friedman test as a priori test and the Wilcoxon signed rank test with Bonferroni-Holm correction as a post hoc test. In addition, the objective function of the target production scheduling has needles and it is found that the problem is one of the challenging problems to be optimized. The proposed MP-GMBSO based method can solve the problem better than the conventional MBSO and GMBSO based methods even with the challenging characteristic of the problem.
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