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A Mathematical Model and Self-Adaptive NSGA-Ⅱ for a Multiobjective IPPS Problem Subject to Delivery Time

机译:受交付时间约束的多目标IPPS问题的数学模型和自适应NSGA-II.

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摘要

Process planning and scheduling are two important components of manufacturing systems. This paper deals with a multiobjective just-in-time integrated process planning and scheduling (MOJIT-IPPS) problem. Delivery time and machine workload are considered to make IPPS problem more suitable for manufacturing environments. The earliness/tardiness penalty, maximum machine workload, and total machine workload are objectives that are minimized. The decoding method is a crucial part that significantly influences the scheduling results. We develop a self-adaptive decoding method to obtain better results. A nondominated sorting genetic algorithm with self-adaptive decoding (SD-NSGA-II) is proposed for solving MOJIT-IPPS. Finally, the model and algorithm are proven through an example. Furthermore, different scale examples are tested to prove the good performance of the proposed method.
机译:流程规划和调度是制造系统的两个重要组成部分。本文讨论了一个多目标即时集成流程规划和调度 (MOJIT-IPPS) 问题。考虑到交货时间和机器工作量,使IPPS问题更适合制造环境。早起/迟到惩罚、最大机器工作量和总机器工作量是最小化的目标。解码方法是对调度结果产生重大影响的关键部分。我们开发了一种自适应解码方法,以获得更好的结果。该文提出一种基于自适应译码的非支配排序遗传算法(SD-NSGA-II)求解MOJIT-IPPS。最后,通过算例对模型和算法进行了验证。此外,还通过测试了不同尺度算例,验证了所提方法的良好性能。

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