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A Discrete Artificial Bee Colony Algorithm for the Energy-Efficient No-Wait Flowshop Scheduling Problem

机译:一种离散人工蜂殖民地算法,用于节能不等待流程调度问题

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No-wait permutation flow shop scheduling problem (NWPFSP) is a variant of permutation flow shop scheduling problem (PFSP), where the processing of each job must be continuous from start to end without any interruption. That is, once a job starts its processing, it has to be processed until the last machine without any interruption. The aim of this study is to propose an energy-efficient NWPFSP for the determination of a trade-off between total flow time and total energy consumption by obtaining the Pareto optimal set that is the non-dominated solution set. A bi-objective mixed-integer programming model is developed where the machines can operate at different speed levels. Since the problem is NP-complete, an energy-efficient discrete artificial bee colony (DABC), and an energy-efficient genetic algorithm (MOGA), also a variant of this algorithm (MOGALS) are developed, as heuristic methods. First, the performance of these algorithms for comparison with the mathematical model is represented in small size instances in the scope of cardinality and quality of the non-dominated solutions, then it is shown that DABC performs better than two other algorithms in larger instances.
机译:无等待置换流量店调度问题(NWPFSP)是置换流楼类调度问题(PFSP)的变体,其中每个作业的处理必须从开始到结束而没有任何中断。也就是说,一旦作业开始处理,就必须在没有任何中断的情况下进行处理。本研究的目的是提出节能NWPFSP,用于确定总流量时间与总能耗之间的权衡通过获取是非主导解决方案集的帕累托最优集。制定了一种双目标混合整数编程模型,机器可以以不同的速度水平运行。由于该问题是NP-Trember,因此开发了一种节能的离散人工蜂菌落(DABC)和节能遗传算法(MOGA),也是启发式方法的这种算法(MOGALS)的变体。首先,这些算法的性能与数学模型进行比较是在非主导解决方案的基数和质量范围内的小尺寸实例中表示,然后显示DABC在较大实例中的其他算法比其他两个算法更好地执行。

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