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A Multi Objective Optimization Model for Redundancy Allocation Problems in Series-Parallel Systems with Repairable Components

机译:具有可修复组件的串并联系统中冗余分配问题的多目标优化模型

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The main goal in this paper is to propose an optimization model for determining the structure of a series-parallel system. Regarding the previous studies in series-parallel systems, the main contribution of this study is to expand the redundancy allocation parallel problems to systems that have repairable components. Therefore, the considered systems in this paper are the systems that have repairable components in their configurations and subsystems. The suggested optimization model has two objectives: maximizing the system mean time to first failure and minimizing the total cost of the system. The main constraints of the model are: maximum number of the components in the system, maximum and minimum number of components in each subsystem and total weight of the system. After establishing the optimization model, a multi-objective approach of Imperialist Competitive Algorithm is proposed to solve the model.
机译:本文的主要目的是提出一种用于确定串并联系统结构的优化模型。关于串联-并联系统的先前研究,该研究的主要贡献是将冗余分配并联问题扩展到具有可修复组件的系统。因此,本文考虑的系统是在其配置和子系统中具有可修复组件的系统。建议的优化模型有两个目标:最大化系统首次故障的平均时间,并最小化系统的总成本。该模型的主要约束条件是:系统中组件的最大数量,每个子系统中组件的最大和最小数量以及系统的总重量。建立优化模型后,提出了一种帝国主义竞争算法的多目标求解方法。

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