在一组三个制造单元中解决单元形成问题

B. Almonacid
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引用次数: 0

摘要

细胞形成问题是一个NP-Hard问题,它包括在几个细胞中组织一组机器和部件。机器以固定的方式排列在单元内,每台机器都有一些制造操作,适用于不同的部件或部件。这个问题的想法是能够最小化碎片到达细胞中的机器所做的运动。对于这个问题,使用三个制造单元组织了一个数据集。通过该数据集进行了实验,重点是对每个实例在6天内使用全局搜索解获得最佳解。实验结果对一组试验实例都能得到一般的最优值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Resolve the cell formation problem in a set of three manufacturing cells
The problem of cell formation is an NP-Hard problem, which consists of organising a group of machines and pieces in several cells. The machines are arranged in a fixed way inside the cells, and each machine has some manufacturing operation that applies in different pieces or parts. The idea of the problem is to be able to minimise the movements made by the pieces to reach the machines in the cells. For this problem, a data set has been organised using three manufacturing cells. Through the data set an experiment has been carried out that focuses on obtaining the best solution using a global search solution within 6 days for each instance. The experimental results have been able to obtain the general optimum value for a set of test instances.
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