INEH-VNS 算法解决准时制环境下的自动生产系统调度问题

IF 1.2 Q2 MATHEMATICS, APPLIED
Qingxiang Li, Xiaofei Zhao, He Yude, Shaojun Yin
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引用次数: 0

摘要

本文研究了准时制环境下的自动生产系统调度问题。自动生产系统由多个槽和一个机器人组成,研究问题中的槽负责处理作业,机器人将作业从一个槽移动到另一个槽。所研究的问题与传统的车间调度问题的区别在于,前者必须考虑作业调度和机器人移动顺序,而后者只考虑作业调度。为了同时优化所提问题中的作业调度和机器人移动顺序,并最大限度地减少总迟到/迟到时间,开发了一种改进的 NEH(Nawaz-Enscore-Ham)和变量搜索(INEH-VNS)算法。在所提出的方法中,首先,为了获得初始解,展示了一种改进的 NEH。其次,为计算目标函数值,构建了双程序法。第三,根据所提问题的特性,研究了相邻交换、随机插入和工作交换三种邻域结构。为了测试 INEH-VNS 的性能,随机生成了 100 个实例。在运行时间相同的情况下,与 CPLEX 12.5 相比,INEH-VNS 算法能找到高质量的近似最优解,规模特别大。与 G-VNS 算法相比,近似最优解的平均改进率为 45.9%,INEH-VNS 算法的平均稳定率提高了 75.04%。也就是说,INEH-VNS 算法的效果更突出、更有效。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
INEH-VNS Algorithm Solved Automatic Production System Scheduling Problem under Just-in-Time Environment
Automatic production system scheduling problem under a just-in-time environment is researched in this paper. The automatic production system is composed of many tanks and one robotic, the tank of the researched problem is responsible for processing the job, and the robotic moves the job from one tank to the other tank. The difference between the researched problem and the classic shop scheduling problem is that the former must consider job scheduling and the robotic move sequence, but the latter considers only job scheduling. For optimizing simultaneously job scheduling and robotic move sequence in the proposed problem and minimizing total earliness/tardiness, an improved NEH (Nawaz-Enscore-Ham) and variable search (INEH-VNS) algorithm are developed. In the proposed method, firstly, to obtain initial solution, an improved NEH is shown. Secondly, for computing value of the objective function, the double procedure method is constructed. Thirdly, according to the properties of the proposed problem, three neighborhood structures, adjacent exchange, random insertion, and job exchange, are investigated. To test the performance of the INEH-VNS, 100 instances are randomly generated. When the run time is the same, compared with CPLEX 12.5, the INEH-VNS algorithm can find high-quality approximate optimal solution, a special big scale. Compared with the G-VNS algorithm, the average improvement rate of the approximate optimal solution is 45.9%, and the average stability rate of the INEH-VNS algorithm enhances 75.04%. That is to say, the INEH-VNS algorithm is outstanding and more effective.
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来源期刊
Journal of Applied Mathematics
Journal of Applied Mathematics MATHEMATICS, APPLIED-
CiteScore
2.70
自引率
0.00%
发文量
58
审稿时长
3.2 months
期刊介绍: Journal of Applied Mathematics is a refereed journal devoted to the publication of original research papers and review articles in all areas of applied, computational, and industrial mathematics.
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