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Solving the Manufacturing Cell Design Problem through Binary Cat Swarm Optimization with Dynamic Mixture Ratios

机译:通过动态混合比的二元Cat群优化解决制造单元设计问题

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摘要

In this research, we present a Binary Cat Swarm Optimization for solving the Manufacturing Cell Design Problem (MCDP). This problem divides an industrial production plant into a certain number of cells. Each cell contains machines with similar types of processes or part families. The goal is to identify a cell organization in such a way that the transportation of the different parts between cells is minimized. The organization of these cells is performed through Cat Swarm Optimization, which is a recent swarm metaheuristic technique based on the behavior of cats. In that technique, cats have two modes of behavior: seeking mode and tracing mode, selected from a mixture ratio. For experimental purposes, a version of the Autonomous Search algorithm was developed with dynamic mixture ratios. The experimental results for both normal Binary Cat Swarm Optimization (BCSO) and Autonomous Search BCSO reach all global optimums, both for a set of 90 instances with known optima, and for a set of 35 new instances with 13 known optima.
机译:在这项研究中,我们提出了用于解决制造单元设计问题(MCDP)的二进制Cat群算法。此问题将工业生产工厂分为一定数量的单元。每个单元包含具有相似类型的过程或零件族的机器。目的是以最小化细胞之间不同部分的运输的方式识别细胞组织。这些细胞的组织是通过Cat Swarm Optimization(猫群优化)执行的,Cat Swarm Optimization是基于猫的行为的最新群元启发式技术。在这种技术中,猫具有两种行为模式:搜索模式和跟踪模式,从混合比率中选择。出于实验目的,开发了具有动态混合比的自主搜索算法。正常的二元猫群优化(BCSO)和自主搜索BCSO的实验结果均达到了所有全局最优值,对于一组具有最佳已知值的90个实例,以及一组具有13个已知最佳值的35个新实例。

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