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Designing parallel assembly lines with split workplaces: Model and optimization procedure

机译:设计具有分离工作场所的平行装配线:模型和优化程序

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摘要

A production system which consists of a number of parallel assembly lines is considered. On each line a certain product is manufactured observing a common cycle time. By arranging the lines in a favourable manner, it is possible to increase efficiency of the production system by combining stations of neighbouring lines when balancing them. The objective is to minimize the number of workplaces (operators) required. This problem is called parallel assembly line balancing problem (PALBP) and has previously been considered by Gokcen et al. [2006. Balancing of parallel assembly lines. Int. J. Prod. Econ. 103, 600-609). In the paper on hand, we give a detailed problem description and model the problem as a binary linear programme. Furthermore, an exact solution approach based on an extension of the well-known branch-and-bound procedure Salome is proposed. Computational experiments show that this procedure clearly outperforms other approaches as it is able to solve small- to medium-sized problem instances to optimality and provides good heuristic solutions for large-sized problems.
机译:考虑由多个平行装配线组成的生产系统。在每条生产线上,都遵循共同的循环时间来生产某种产品。通过以有利的方式布置生产线,可以在平衡相邻生产线时通过组合相邻生产线的站来提高生产系统的效率。目的是最大程度地减少所需的工作场所(操作员)数量。此问题称为并行装配线平衡问题(PALBP),以前已由Gokcen等人考虑过。 [2006。平行装配线的平衡。诠释J. Prod。经济。 103,600-609)。在本文中,我们给出了详细的问题描述并将问题建模为二进制线性程序。此外,提出了一种基于众所周知的分支定界过程Salome的扩展的精确解决方案。计算实验表明,该方法明显优于其他方法,因为它能够将中小型问题实例最佳化,并为大型问题提供了良好的启发式解决方案。

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