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A multi-objective genetic algorithm for a mixed-model assembly U-line balancing type-I problem considering human-related issues, training, and learning

机译:考虑人类相关问题,培训和学习的混合模型装配U线平衡I型问题的多目标遗传算法

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Mixed-model assembly lines are increasingly accepted in many industrial environments to meet the growing trend of greater product variability, diversification of customer demands, and shorter life cycles. In this research, a new mathematical model is presented considering balancing a mixed-model U-line and human-related issues, simultaneously. The objective function consists of two separate components. The first part of the objective function is related to balance problem. In this part, objective functions are minimizing the cycle time, minimizing the number of workstations, and maximizing the line efficiencies. The second part is related to human issues and consists of hiring cost, firing cost, training cost, and salary. To solve the presented model, two well-known multi-objective evolutionary algorithms, namely non-dominated sorting genetic algorithm and multi-objective particle swarm optimization, have been used. A simple solution representation is provided in this paper to encode the solutions. Finally, the computational results are compared and analyzed.
机译:混合模型装配线已在许多工业环境中得到越来越多的接受,以满足日益增长的趋势,即更大的产品可变性,客户需求的多样化和更短的生命周期。在这项研究中,提出了一种新的数学模型,同时考虑了混合模型U线和人类相关问题。目标函数由两个单独的组件组成。目标函数的第一部分与平衡问题有关。在这一部分中,目标功能是最小化周期时间,最小化工作站数量以及最大化生产线效率。第二部分与人为问题有关,包括雇用成本,解雇成本,培训成本和薪水。为了解决该模型,已经使用了两种著名的多目标进化算法,即非支配排序遗传算法和多目标粒子群算法。本文提供了一种简单的解决方案表示形式来对解决方案进行编码。最后,对计算结果进行了比较和分析。

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