The Research on Improved PSO Algorithm-Based Decision-Making over Maintenance Works

Yunjing Zhang, Guangming Tang
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Abstract

Maintenance works decision-making is a scientific approach to addressing the conflict between the supply of maintenance resources and the demand for it. Whether for routine or emergency maintenance works, maintenance works decision-making is always beneficial to enhance their efficiency massively. Therefore, in the field of maintenance works decision-making, the key problem lies in how to make the deployment of maintenance inventory and the assignment of maintenance works optimal under the constrains like usage expenses, availability, spare parts fill rate and so on. This paper starts with the multi-target problem and the Particle Swarm optimization algorithm, and then proposes the improved multi-target PSO algorithm. The rationale is that, fussy adjustment is made to the inertia weight and acceleration factor, to increase the number of sub-groups formed by the learning particle swarm. Meanwhile, the particles with an optimal location are generated in the new particles of the subgroups for the next-step calculation of particle location, to compare and update the non-inferior solutions in the external files. As shown by the comparative experiment of test functions, the algorithm proposed in this paper could improve the classic PSO algorithm significantly in terms of the number of solutions and their distribution. Finally, some assumptions are made to model the decision-making over the practical maintenance works, which indicates that this algorithm is quick to work out a high-quality feasible solution. It is effective to support the practice of maintenance works, showing its feasibility and practicality.
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基于改进粒子群算法的维修工程决策研究
维修工程决策是解决维修资源供给与需求矛盾的科学方法。无论是日常维修工程还是应急维修工程,维修工程决策都有利于大幅度提高维修工程的效率。因此,在维修工程决策领域,关键问题在于如何在使用费用、可用性、备件填充率等约束下,使维修库存的部署和维修工程的分配达到最优。本文从多目标问题和粒子群优化算法入手,提出了改进的多目标粒子群优化算法。其基本原理是对惯性权重和加速度因子进行精细调整,以增加学习粒子群形成的子群数量。同时,在子群的新粒子中生成具有最优位置的粒子,用于下一步粒子位置的计算,比较和更新外部文件中的非劣解。测试函数对比实验表明,本文提出的算法在解的数量和分布上都明显优于经典PSO算法。最后,对实际维修工程的决策进行了建模,结果表明,该算法能够快速得出高质量的可行解。有效地支持了维修工程的实践,显示了其可行性和实用性。
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