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Semi-robust layout design for cellular manufacturing in a dynamic environment

机译:动态环境中蜂窝制造的半强大布局设计

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In this article, the problems of cell formation (CF) and cellular layout (CL) encountered in the design of a cellular manufacturing system are studied. A semi-robust cellular approach is proposed, which is able to cope with the continuous change of product mix and demand. At the heart of the proposed robust approach, the facility layout is not being changed from one period to the other, but rather the positions of the pick-up/drop-off points of cells. The developed model and solution algorithms can concurrently make the decisions regarding the optimum number of cells, CF and CL (both inter-and intra-cellular layout of unequal-area facilities). The problem is formulated as a multi-objective mathematical programming model. A modified non-dominated sorting genetic algorithm (MNSGA-II) is then used to obtain Pareto-optimal solutions. In the proposed MNSGA-II, an improved non-dominated sorting strategy and a modified dynamic crowding distance procedure are implemented. The effectiveness of the MNSGA-II is evaluated against two well-known multi-objective optimization algorithms, namely multi-objective particle swarm optimization and non-dominated ranking genetic algorithm. To this aim, several numerical examples and computational experiments are carried out; five metrics are employed to evaluate the quality of the developed algorithms. The results demonstrate the efficiency of the proposed methodology.
机译:在本文中,研究了在设计细胞制造系统中遇到的细胞形成(CF)和细胞布局(CL)的问题。提出了一种半稳健的蜂窝方法,能够应对产品组合和需求的连续变化。在所提出的鲁棒方法的核心,设施布局没有从一个时期改变到另一个时期,而是电池拾取/下降点的位置。开发的模型和解决方案算法可以同时作出关于最佳细胞,CF和CL的最佳数量的决定(不相等的区域设施的间间和内部蜂窝间布局)。该问题被制定为多目标数学编程模型。然后使用修改的非主导分类遗传算法(MNSGA-II)来获得静态溶液。在所提出的MNSGA-II中,实施了改进的非主导分类策略和改进的动态拥挤距离程序。针对两个公知的多目标优化算法评估了MNSGA-II的有效性,即多目标粒子群优化和非主导排名遗传算法。为此目的,进行了几个数值例子和计算实验;采用五项指标来评估发达算法的质量。结果证明了提出的方法论的效率。

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