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首页> 外文期刊>International Journal of Innovative Computing Information and Control >CONSTRAINT-CHROMOSOME GENETIC ALGORITHM FOR FLEXIBLE MANUFACTURING SYSTEM MACHINE-LOADING PROBLEM
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CONSTRAINT-CHROMOSOME GENETIC ALGORITHM FOR FLEXIBLE MANUFACTURING SYSTEM MACHINE-LOADING PROBLEM

机译:柔性制造系统机器加载问题的约束染色体遗传算法

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摘要

Manufacturing industries are facing a rapidly changing market environment characterized by product competitiveness, short product life cycles, and increased product varieties. This scenario has given rise to the demand for improved capacity planning efficiency while maintaining their flexibilities. One important aspect of capacity planning is machine loading, which is known for its complexity encompassing various types of flexibility aspects that pertain to part selection and operation assignment along with constraint. The main objective of flexible manufacturing system (FMS) is to balance the productivity and flexibility of the production shop floor. From the literature, researchers have proposed many methods and approaches to attain a balance in exploring (global improvement) and exploiting (local improvement). We propose a constraint-chromosome genetic algorithm to solve this problem, which aims at mapping the right chromosome representation to the domain problem as well as helps avoid getting trapped in local minima. The objective functions are to minimize the system unbalance and increase throughput while satisfying the technological constraints. The performance of the proposed algorithm is tested on 10 sample problems available in the FMS literature and compared with existing solution methods Based on the results, the overall combined objective function increased by 3.60% from, the previous best result.
机译:制造业正面临着瞬息万变的市场环境,其特征是产品竞争力,产品生命周期短和产品种类增加。这种情况引起了在保持容量灵活性的同时提高容量规划效率的需求。容量规划的一个重要方面是机器装载,它以其复杂性而闻名,其中包括与零件选择和操作分配以及约束有关的各种类型的灵活性方面。柔性制造系统(FMS)的主要目标是平衡生产车间的生产率和灵活性。从文献中,研究人员提出了许多方法来实现探索(整体改进)和开发(局部改进)之间的平衡。我们提出了一种约束染色体遗传算法来解决该问题,该算法旨在将正确的染色体表示映射到域问题,并有助于避免陷入局部最小值。目标功能是在满足技术约束的同时最大程度地减少系统不平衡并增加吞吐量。该算法的性能在FMS文献中的10个样本问题上进行了测试,并与现有的求解方法进行了比较。基于结果,整体组合目标函数比以前的最佳结果提高了3.60%。

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