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A multi-objective imperialist competitive algorithm for integrating intra-cell layout and processing route reliability in a cellular manufacturing system

机译:一种多目标帝国主义竞争算法,用于集成蜂窝制造系统中的单元内布局和处理路径可靠性的竞争性算法

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摘要

In this article, a novel bi-objective integer model is presented to integrate reliability and intra-cell layout in designing a cellular manufacturing system (CMS). Minimising the total costs (e.g. inter and intra-cell material handling, machine overhead and operation, and setting up routes) is the first objective with considering operation time, operation sequence, intra-cell layout, alternative process routing, routes selection, machines capacity, parts demand and parts movements in batches. Maximising the processing routes reliability is the second objective. The presented model is capable of modelling different failure characteristics including a decreasing, increasing, or constant value for machine failure rate. An illustrative example is solved to represent the capability of the presented model using the e-constraint method in order to demonstrate the conflict between the maximum value of the system reliability and the total costs of the system. Next, a multi-objective imperialist competitive algorithm (MOICA) is employed to find near-optimal solutions for medium-and large-sized test problems. Also, the efficiency of the proposed MOICA is revealed by comparison with the performance of a non-dominated sorting genetic algorithm (NSGA-II). The computational results demonstrate that the performance of the proposed MOICA is superior to the NSGA-II. Furthermore, a real-world case study is conducted to validate the proposed model.
机译:在本文中,提出了一种新型的双目标整数模型,以集成设计蜂窝制造系统(CMS)的可靠性和内部单元布局。最小化总成本(例如,电池内部和内部物料处理,机器开销和操作以及设置路由)是考虑操作时间,操作顺序,小区内布局,替代过程路由,路由选择,机器容量的第一个目标,零件需求和零件批量转移。最大化处理路由可靠性是第二个目标。所呈现的模型能够建模不同的故障特性,包括减小,增加或恒定的机器故障率值。解决了说明性示例以使用电子约束方法表示所提出的模型的能力,以便在系统可靠性的最大值和系统的总成本之间展示冲突。接下来,采用多目标帝国主义竞争算法(MOICA)来查找近最佳的中型测试问题解决方案。此外,通过与非统治分类遗传算法(NSGA-II)的性能进行比较,揭示了所提出的MOICICA的效率。计算结果表明,所提出的MOICA的性能优于NSGA-II。此外,进行了真实的案例研究以验证所提出的模型。

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