Buffers sizing in assembly lines using a Lorenz multiobjective ant colony optimization algorithm

H. Chehade, F. Yalaoui, L. Amodeo, Frédéric Dugardin
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引用次数: 12

Abstract

In this paper, a new multiobjective resolution approach is proposed for solving buffers sizing problems in assembly lines. The considered problem consists of sizing the buffers between the different stations in a line taking in consideration that the size of each buffer is bounded by a lower and an upper value. Two objectives are taken in consideration: the maximization of the throughput rate and the minimization of the total size of the buffers. The resolution method is based on a multiobjective ant colony algorithm but using the Lorenz dominance instead of the well-known Pareto dominance relationship. The Lorenz dominance relationship provides a better domination area by rejecting the solutions founded on the extreme sides of the Pareto front. The obtained results are compared with those of a classical Multiobjective Ant Colony Optimization Algorithm. For that purpose, three different measuring criteria are applied. The numerical results show the advantages and the efficiency of the Lorenz dominance.
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缓冲规模的装配线使用洛伦兹多目标蚁群优化算法
本文提出了一种新的多目标求解方法来求解装配线中缓冲器的尺寸问题。所考虑的问题包括考虑到每个缓冲区的大小有一个下限和一个上限,确定一条线路中不同站点之间缓冲区的大小。考虑了两个目标:吞吐量的最大化和缓冲区总大小的最小化。该解决方法基于多目标蚁群算法,但使用Lorenz优势而不是众所周知的Pareto优势关系。洛伦兹支配关系通过拒绝建立在帕累托前沿极端两侧的解决方案,提供了一个更好的支配区域。所得结果与经典的多目标蚁群优化算法进行了比较。为此目的,采用了三种不同的衡量标准。数值结果表明了洛伦兹优势的优越性和有效性。
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