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Multi-objective flexible job-shop scheduling problem using modified discrete particle swarm optimization

机译:改进离散粒子群算法的多目标柔性作业车间调度问题

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摘要

Taking resource allocation into account, flexible job shop problem (FJSP) is a class of complex scheduling problem in manufacturing system. In order to utilize the machine resources rationally, multi-objective particle swarm optimization (MOPSO) integrating with variable neighborhood search is introduced to address FJSP efficiently. Firstly, the assignment rules (AL) and dispatching rules (DR) are provided to initialize the population. And then special discrete operators are designed to produce new individuals and earliest completion machine (ECM) is adopted in the disturbance operator to escape the optima. Secondly, personal-best archives (cognitive memories) and global-best archive (social memory), which are updated by the predefined non-dominated archive update strategy, are simultaneously designed to preserve non-dominated individuals and select personal-best positions and the global-best position. Finally, three neighborhoods are provided to search the neighborhoods of global-best archive for enhancing local search ability. The proposed algorithm is evaluated by using Kacem instances and Brdata instances, and a comparison with other approaches shows the effectiveness of the proposed algorithm for FJSP.
机译:考虑到资源分配,柔性作业车间问题(FJSP)是制造系统中的一类复杂的调度问题。为了合理地利用机器资源,引入了结合可变邻域搜索的多目标粒子群算法(MOPSO),以有效地解决FJSP问题。首先,提供分配规则(AL)和调度规则(DR)来初始化填充。然后设计特殊的离散算子以产生新的个体,并在扰动算子中采用最早的完成机(ECM)来逃避最优。其次,通过预定义的非支配档案更新策略来更新个人最佳档案(认知记忆)和全球最佳档案(社会记忆),同时设计为保留非主导个人并选择个人最佳职位和全球最佳位置。最后,提供三个邻域来搜索全球最佳档案的邻域,以增强本地搜索能力。通过使用Kacem实例和Brdata实例对所提出的算法进行了评估,并与其他方法进行了比较,证明了所提出算法对FJSP的有效性。

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