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A genetic algorithm for a bi-objective mathematical model for dynamic virtual cell formation problem

机译:动态虚拟细胞形成问题的双目标数学模型的遗传算法

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Nowadays, with the increasing pressure of the competitive business environment and demand for diverse products, manufacturers are force to seek for solutions that reduce production costs and rise product quality. Cellular manufacturing system (CMS), as a means to this end, has been a point of attraction to both researchers and practitioners. Limitations of cell formation problem (CFP), as one of important topics in CMS, have led to the introduction of virtual CMS (VCMS). This research addresses a bi-objective dynamic virtual cell formation problem (DVCFP) with the objective of finding the optimal formation of cells, considering the material handling costs, fixed machine installation costs and variable production costs of machines and workforce. Furthermore, we consider different skills on different machines in workforce assignment in a multi-period planning horizon. The bi-objective model is transformed to a single-objective fuzzy goal programming model and to show its performance; numerical examples are solved using the LINGO software. In addition, genetic algorithm (GA) is customized to tackle large-scale instances of the problems to show the performance of the solution method.
机译:如今,在竞争激烈的商业环境和对多样化产品的需求日益增加的压力下,制造商被迫寻求降低生产成本和提高产品质量的解决方案。为此,蜂窝制造系统(CMS)已成为研究人员和从业人员的一个吸引点。作为CMS中重要主题之一的细胞形成问题(CFP)的局限性导致了虚拟CMS(VCMS)的引入。这项研究针对双目标动态虚拟虚拟单元形成问题(DVCFP),目的是考虑材料处理成本,固定机器安装成本以及机器和劳动力的可变生产成本,以找到最佳的单元形成。此外,在多时期的计划范围内,我们在劳动力分配上考虑了不同机器上的不同技能。将双目标模型转换为单目标模糊目标规划模型并显示其性能;数值示例使用LINGO软件进行求解。此外,遗传算法(GA)是为解决问题的大规模实例而定制的,以显示该解决方法的性能。

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