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兵工学报 ›› 2025, Vol. 46 ›› Issue (S1): 250167-.doi: 10.12382/bgxb.2025.0167

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海上船舶抢修资源优化调度模型

张国洲1,2, 郭晶晶1, 夏子潮1,*(), 赵博1, 陈豪2   

  1. 1 海军工程大学, 湖北 武汉 430000
    2 92001 部队, 山东 青岛 266000
  • 收稿日期:2025-03-11 上线日期:2025-11-06
  • 通讯作者:

Research on Optimal Scheduling Model of Repair Resources for Maritime Ships

ZHANG Gouzhou1,2, GUO Jingjing1, XIA Zichao1,*(), ZHAO Bo1, CHEN Hao2   

  1. 1 Naval University of Engineering, Wuhan 430000, China
    2 92001 of the PLA Unit, Qingdao 266000, China
  • Received:2025-03-11 Online:2025-11-06

摘要:

针对海上船舶受损需要外界进行抢修支援问题,提出了海上船舶抢修优化调度模型并利用改进的多维动态列表规划算法(Multidimensional Dynamic List Planning Algorithm,MPLDS)进行求解。确立了船舶海上装备抢修基本流程,建立任务-资源的优化调度约束模型,模型分为基于效果的行动优化方法与优化调度的约束模型2部分,运用改进的MPLDS对约束模型求解,充分考虑优化调度过程中时间、成本以及任务与支援平台间的重要性,并进行算例分析验证准确性。改进的MPLDS算法充分利用优先权调解方法对优化调度约束模型求解,能够满足制定支援方案者对各方面考虑的基本诉求,实现海上受损船舶的高效抢修支援。

关键词: 海上船舶抢修, 优化调度模型, 多维动态列表规划算法, 优先权调解

Abstract:

In response to the issue of providing emergency repair support for damaged ships at sea,this paper proposes an optimal scheduling model for repairing the ships at sea and solves it using an improved multi-dimensional dynamic list planning algorithm (MPLDS).The basic process of emergency repair of ship offshore equipment is established,and a task-resource optimal scheduling constraint model is proposed,which is divided into two parts:the effect-based action optimisation method and the constraint model of optimal scheduling.The improved MPLDS is applied to solve the constraint model,the time,cost and the importance of task and support platform in the process of optimal scheduling are fully taken into account,and the calculation examples is analyzed to verify the accuracy.The results show that the improved MPLDS algorithm makes full use of the priority mediation method to solve the optimal scheduling constraint model,which can satisfy the basic demands of the support plan maker in terms of all aspects of considerations,and realise the efficient repair support for damaged ships at sea.

Key words: maritime ship emergency repair, optimal scheduling model, multidimensional dynamic list planning algorithm, priority mediation