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Genetic Algorithm for Solving Site Layout Problem with Unequal-Size and Constrained Facilities

机译:求解不等大小约束设施的站点布局问题的遗传算法

摘要

This paper presents an investigation of the applicability of a genetic approach for solving the construction site layout problem.This problem involves coordinating the use of limited site space to accommodate temporary facilities so that transportation cost ofmaterials is minimized. The layout problem considered in this paper is characterized by affinity weights used to model transportation costsbetween facilities and by geometric constraints that limit their relative positions on site. The proposed genetic algorithm generates aninitial population of layouts through a sequence of mutation operations and evolves the layouts of this population through a sequence ofgenetic operations aiming at finding an optimal layout. The paper concludes with examples illustrating the strength and limitations of theproposed algorithm in the cases of ~1! loosely versus tightly constrained layouts with equal levels of interaction between facilities; ~2!loosely versus tightly packed layouts with variable levels of interactions between facilities; and ~3! loosely versus tightly constrainedlayouts. In most problems considered where the total-objects-to-site-area ratio did not exceed 60%, the algorithm returned close to optimalsolutions in a reasonable time.
机译:本文对遗传方法解决建筑工地布局问题的适用性进行了研究,该问题涉及协调使用有限的场地空间来容纳临时设施,从而最大程度地减少材料的运输成本。本文所考虑的布局问题的特征在于,用于对设施之间的运输成本进行建模的亲和力权重以及限制其在现场相对位置的几何约束。提出的遗传算法通过一系列的突变操作生成初始的布局种群,并通过旨在寻找最佳布局的一系列遗传操作来进化该种群的布局。本文以举例说明在〜1!情况下所提出算法的优势和局限性为例。设施之间的交互作用水平相等,而松散约束还是严格约束布局; 〜2!松散的布局与紧凑的布局,设施之间的交互作用水平可变;和〜3!松散与严格约束的布局。在考虑的总对象与站点面积之比不超过60%的大多数问题中,该算法在合理的时间内返回了接近最优解的值。

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