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A new multi-objective heuristic algorithm for solving the stochastic assembly line re-balancing problem

机译:解决随机装配线再平衡问题的新多目标启发式算法

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In this paper a new heuristic for solving the assembly line re-balancing problem is presented. The method is based on the integration of a multi-attribute decision-making procedure, named "Technique for Order Preference by Similarity to Ideal Solution" (TOPSIS), and the well-known Kottas and Lau heuristic approach. The proposed methodology does not focus on the balancing of a new line, rather it takes into account the more interesting current industrial aspect of rebalancing an existing line, when some changes in the input parameters (i.e. product characteristics and cycle time) occur. Hence, the algorithm deals with the assembly line balancing problem by considering the minimization of two performance criteria: (ⅰ) the unit labour and expected unit incompletion costs, and (ⅱ) tasks re-assignment. Particularly, the latter objective addresses the problem of keeping a high degree of similarity between previous and new balancing, in order to avoid costs related to tasks movements: operators training, product quality assurance, equipment installation and moving. To assess the performance of the presented approach a comparison with the original Kottas and Lau methodology is carried out. The results demonstrate the capability of the proposed algorithm of dealing with the multi-objective nature of the re-balancing problem. Solutions with advantages both in workload re-assignment, implying beneficial effects on the costs factors affected by tasks movements, and in completion costs are obtained in almost half of all problems solved. In the other cases, trade-off balancings with low increases in completion costs are presented.
机译:本文提出了一种新的启发式方法来解决装配线再平衡问题。该方法基于多属性决策过程的集成,该过程名为“通过类似于理想解决方案的相似性进行订单偏好的技术”(TOPSIS),以及著名的Kottas和Lau启发式方法。所提出的方法并没有关注新生产线的平衡,而是考虑了当输入参数(即产品特性和周期时间)发生某些变化时,重新平衡现有生产线的当前更有趣的工业方面。因此,该算法通过考虑两个性能标准的最小化来处理装配线平衡问题:(ⅰ)单位人工和预期的单位完成成本,以及(ⅱ)重新分配任务。特别地,后一个目标解决了在先前的平衡与新的平衡之间保持高度相似性的问题,以避免与任务移动相关的成本:操作员培训,产品质量保证,设备安装和移动。为了评估所提出方法的性能,与原始的Kottas和Lau方法进行了比较。结果证明了所提出算法处理再平衡问题的多目标性质的能力。在解决所有问题的几乎一半中,都获得了具有以下优点的解决方案:重新分配工作负载,暗示对受任务移动影响的成本因素的有益影响以及完成成本。在其他情况下,则提出了折衷平衡,而完成成本却很少增加。

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