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A Mixed Integer Linear Programming approach for a new form of facility layout problem

机译:一种新形式的设施布局问题的混合整数线性规划方法

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This paper aims to study a new form of facility layout problem, in which the building has already been constructed and the specific room layout inside has been determined. Unlike the traditional facility layout problem, what we take into account is how to assign a certain number of rooms to a given number of departments with the purpose of maximizing the utilization rate of the rooms. This is equivalent to minimizing the total difference value between the extra area of different departments after satisfying their required area, thus reducing the space waste. To solve this special combinatorial optimization problem, we develop a Mixed-Integer Linear Programming (MILP) model. The model is solved using commercial software CPLEX12.6. Computational results on several randomly generated instances demonstrate the effectiveness of the proposed approach.
机译:本文旨在研究一种新形式的设施布局问题,其中已经建造了建筑物并确定了内部的特定房间布局。与传统的设施布局问题不同,我们要考虑的是如何将一定数量的房间分配给给定数量的部门,以最大化房间的利用率。这等同于在满足不同部门所需面积之后,将不同部门的额外区域之间的总差值最小化,从而减少空间浪费。为了解决这个特殊的组合优化问题,我们开发了一个混合整数线性规划(MILP)模型。使用商业软件CPLEX12.6解决了该模型。在几个随机生成的实例上的计算结果证明了该方法的有效性。

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