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Optimal selection of multi-criteria unequal area facility layout problem: an integer linear program and Borda-Kendall-based method

机译:多准则不等面积设施布局问题的最优选择:整数线性规划和基于Borda-Kendall的方法

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摘要

The paper attempts to solve multi-criteria unequal area facility layout problem. Six criteria viz. distance, adjacency, shape ratio, flexibility, accessibility and maintenance are considered here. The unequal area facility layout is solved using a software SPIRAL where the data is taken from published literature. Several alternatives are generated by varying quantitative parameters but keeping the same objective function value. The optimal decision to select the best facility layout is decided based on six qualitative criteria. Multi-criteria decision making (MCDM) techniques AHP and IRP are applied on all alternative layouts and the ranking of alternatives are obtained. In addition, weighted IRP method is also proposed to rank the available layouts. AHP-IRP and weighted IRP provide independent ranking. For optimal selection of multi-criteria unequal area facility layout, an integer linear program (ILP) and Borda-Kendall (BK) method are applied. Integer linear program and Borda-Kendall method are applied to aggregate the various rankings of facility layouts for final decision.
机译:本文试图解决多准则不等面积的设施布局问题。六个标准。此处考虑距离,邻接,形状比,灵活性,可及性和维护性。使用软件SPIRAL解决了面积不等的设施布局问题,该软件的数据来自已发表的文献。通过改变定量参数但保持相同的目标函数值,可以生成多种选择。选择最佳设施布局的最佳决定是基于六个定性标准来决定的。将多准则决策(MCDM)技术AHP和IRP应用于所有替代布局,并获得替代排名。此外,还提出了加权IRP方法对可用布局进行排名。 AHP-IRP和加权IRP提供独立排名。为了优化选择多准则不等面积的设施布局,应用了整数线性规划(ILP)和Borda-Kendall(BK)方法。应用整数线性程序和Borda-Kendall方法汇总设施布局的各种等级,以进行最终决策。

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