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Application of game theory based hybrid algorithm for multi-objective integrated process planning and scheduling

机译:基于博弈论的混合算法在多目标集成过程计划与调度中的应用

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Process planning and scheduling are two key sub-functions in the manufacturing system. Traditionally, process planning and scheduling were regarded as the separate tasks to perform sequentially. Recently, a significant trend is to integrate process planning and scheduling more tightly to achieve greater performance and higher productivity of the manufacturing system. Because of the complementarity of process planning and scheduling, and the multiple objectives requirement from the real-world production, this research focuses on the multi-objective integrated process planning and scheduling (1PPS) problem. In this research, the Nash equilibrium in game theory based approach has been used to deal with the multiple objectives. And a hybrid algorithm has been developed to optimize the IPPS problem. Experimental studies have been used to test the performance of the proposed approach. The results show that the developed approach is a promising and very effective method on the research of the multi-objective IPPS problem.
机译:流程计划和调度是制造系统中的两个关键子功能。传统上,过程计划和调度被视为按顺序执行的独立任务。最近,一个重要的趋势是更紧密地集成过程计划和计划,以实现更高的性能和更高的生产系统生产率。由于过程计划和调度的互补性以及现实生产中的多目标需求,因此本研究着重于多目标集成过程计划和调度(1PPS)问题。在这项研究中,基于博弈论的纳什均衡方法已用于处理多个目标。已经开发了一种混合算法来优化IPPS问题。实验研究已用于测试所提出方法的性能。结果表明,所提出的方法是研究多目标IPPS问题的一种有前途且非常有效的方法。

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