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A GRASP algorithm for flexible job-shop scheduling with maintenance constraints

机译:具有维护约束的灵活的Job-shop调度的GRASP算法

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摘要

In most realistic situations, machines may be unavailable due to maintenance, pre-schedules and so on. The availability constraints are non-fixed in that the completion time of the maintenance task is not fixed and has to be determined during the scheduling procedure. In this paper a greedy randomised adaptive search procedure (GRASP) algorithm is presented to solve the flexible job-shop scheduling problem with non-fixed availability constraints (FJSSP-nfa). The GRASP algorithm is a metaheuristic algorithm which is characterised by multiple initialisations. Basically, it operates in the following manner: first a feasible solution is obtained, which is then further improved by a local search technique. The main objective is to repeat these two phases in an iterative manner and to preserve the best found solution. Representative FJSSP-nfa benchmark problems are solved in order to test the effectiveness and efficiency of the proposed algorithm.
机译:在大多数实际情况下,由于维护,预定时间表等原因,机器可能不可用。可用性约束是不固定的,因为维护任务的完成时间不是固定的,必须在计划过程中确定。本文提出了一种贪婪的随机自适应搜索程序(GRASP)算法来解决具有非固定可用性约束(FJSSP-nfa)的柔性作业车间调度问题。 GRASP算法是一种元启发式算法,其特征在于多次初始化。基本上,它以以下方式运行:首先获得可行的解决方案,然后通过局部搜索技术对其进行进一步改进。主要目标是以迭代方式重复这两个阶段,并保留找到的最佳解决方案。解决了代表性的FJSSP-nfa基准测试问题,以测试所提出算法的有效性和效率。

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