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Solving Facility Layout Problems With Strict Geometric Constraints Using Atwo-phase Genetic Algorithm

机译:用两阶段遗传算法求解具有严格几何约束的设施布局问题

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This article puts forward a two-phase genetic algorithm that is able to solve facility layout problems strictly respecting the geometric constraints imposed on activities. In the first phase the algorithm attempts to locate an optimum slicing tree to group the activities appropriately. In the second phase the layout is obtained from this tree. In order to assess the slicing trees in the first phase we propose an evaluation function able to predict if, by making the appropriate cuts, the tree structure is able to generate layouts that satisfy the geometric restrictions imposed on the facilities to be arranged, and to minimize the cost of transporting materials between the production activities. It also permits the determination of the most suitable aspect ratio of the layout zone in order to minimize non-compliance with the geometric restrictions. The algorithm and the method of calculating the indicator proposed in the evaluation function are described, and the results obtained in the experiments carried out are also given.
机译:本文提出了一种两阶段遗传算法,该算法能够严格按照活动的几何约束来解决设施布局问题。在第一阶段,算法尝试找到最佳切片树以适当地对活动进行分组。在第二阶段,从该树获得布局。为了在第一阶段评估切片树,我们提出了一种评估函数,该函数能够通过进行适当的切割来预测树结构是否能够生成满足施加在要布置的设施上的几何限制的布局,以及将生产活动之间的物料运输成本降至最低。它还允许确定布局区域的最合适的长宽比,以最大程度地减少不符合几何限制的情况。描述了评估函数中提出的指标的算法和计算方法,并给出了在实验中获得的结果。

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