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An Exact Method and Ant Colony Optimization for Single Machine Scheduling Problem With Time Window Periodic Maintenance

机译:时间窗周期维护的单机调度问题精确的方法和蚁群优化

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摘要

This paper considers a time window periodic maintenance strategy with different duration windows and job scheduling activities in a single machine environment. The aim is to minimize the number of tardy jobs through the integration of production scheduling and periodic maintenance intervals. A mixed-integer linear programming model (MILP) is proposed to optimize small-sized test instances. Furthermore, an ant colony optimization (ACO) algorithm is developed to solve larger sized test instances. Subsequently, to measure the efficiency of the solutions obtained by ACO, Moore & x2019;s algorithm is also developed to benchmark with ACO. To test the efficiency and the effectiveness of the ACO algorithm, a set of data for small and large sized problems was generated in which several parameters were adopted and then ten replicates were solved for each combination. The small sized instances were solved by the MILP. Then, the results obtained showed that the proposed ACO was able to obtain the exact solutions within reasonable CPU times, thus, it outperformed the CPLEX solver with respect to CPU. The large sized instances were solved by the Moore & x2019;s algorithm and compared to ACO. Then, the results obtained showed that the ACO outperforms Moore & x2019;s algorithm for all the instances tested. It can be concluded that the developed ACOis very efficient and effective in solving the problem considered in this paper.
机译:本文考虑了一个时间窗口周期性维护策略,在单个计算机环境中具有不同的持续时间窗口和作业调度活动。目的是通过集成生产调度和定期维护间隔来最大限度地减少迟到的工作数量。提出了一种混合整数线性编程模型(MILP)以优化小型测试实例。此外,开发了一种蚁群优化(ACO)算法以解决更大的尺寸测试实例。随后,为了测量ACO,MOORE和X2019所获得的溶液的效率也被开发为与ACO的基准开发。为了测试ACO算法的效率和有效性,产生了一组用于小型和大小的问题的数据,其中采用了几个参数,然后为每个组合解决了十个重复。小尺寸的实例由MILP解决。然后,获得的结果表明,所提出的ACO能够在合理的CPU次数内获得精确的溶液,因此,它从CPLEX求解器相对于CPU进行了优势。大型实例由MOORE&X2019; S算法并与ACO相比解决。然后,获得的结果表明,ACO优于摩尔和X2019; S算法,用于所有测试的所有实例。可以得出结论,发达的ACOIS非常高效,在解决本文中考虑的问题方面非常有效。

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