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美国及其他军事强国都将导弹武器系统维修保障作为每年国防投入的重点内容之一,维修保障也已成为国外军工企业拓展军品产业链、保障企业持续获得收入的重要业务之一。“爱国者”导弹武器系统作为美军防空的主战装备,研究维修保障主要做法能够揭示美军导弹武器系统维修保障状况。从“爱国者”导弹武器系统的两级维修体制、陆军延寿计划两大方面分析其维修保障的主要做法及未来发展趋势,对于持续提升我军导弹武器系统维修保障水平具有重要参考价值。 相似文献
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提出了一种小样本条件下数据分析和分布规律统计的AHP-Bayes及Bootstrap方法,并以某型火箭炮战损维修工作量分布规律统计为实例进行了应用。该方法为准确预计战时装备维修保障需求,科学制定战时装备维修保障方案提供了定量分析支撑。 相似文献
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Since a system and its components usually deteriorate with age, preventive maintenance (PM) is often performed to restore or keep the function of a system in a good state. Furthermore, PM is capable of improving the health condition of the system and thus prolongs its effective age. There has been a vast amount of research to find optimal PM policies for deteriorating repairable systems. However, such decisions involve numerous uncertainties and the analyses are typically difficult to perform because of the scarcity of data. It is therefore important to make use of all information in an efficient way. In this article, a Bayesian decision model is developed to determine the optimal number of PM actions for systems which are maintained according to a periodic PM policy. A non‐homogeneous Poisson process with a power law failure intensity is used to describe the deteriorating behavior of the repairable system. It is assumed that the status of the system after a PM is somewhere between as good as new for a perfect repair and as good as old for a minimal repair, and for failures between two preventive maintenances, the system undergoes minimal repairs. Finally, a numerical example is given and the results of the proposed approach are discussed after performing sensitivity analysis. © 2007 Wiley Periodicals, Inc. Naval Research Logistics, 2008 相似文献
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美军联合作战战场电磁频谱管理研究 总被引:1,自引:0,他引:1
针对当前战场电磁频谱管理热点问题,详细论述了在复杂电磁环境下美军联合作战各级指挥机构中频谱管理机构的职责、频谱管理方法,以及频谱管理方案的制定程序、内容等问题,并归纳总结了美军进行战场电磁频谱管理的经验,为未来联合作战中的战场电磁频谱相关问题提供积极的参考。 相似文献
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利用随机网络建模方法在随机工程项目分析中的优越性,建立了不同保障方式下的维修保障过程模型。重点对网络活动中的维修等待时间和维修等待概率进行了分析,利用随机网络的解析算法,确定了维修力量的平均维修保障服务时间分析模型。最后将该方法应用于伴随修理过程,对其平均维修保障服务时间进行了案例分析。 相似文献
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We introduce a multi‐period tree network maintenance scheduling model and investigate the effect of maintenance capacity restrictions on traffic/information flow interruptions. Network maintenance refers to activities that are performed to keep a network operational. For linear networks with uniform flow between every pair of nodes, we devise a polynomial‐time combinatorial algorithm that minimizes flow disruption. The spiral structure of the optimal maintenance schedule sheds insights into general network maintenance scheduling. The maintenance problem on linear networks with a general flow structure is strongly NP‐hard. We formulate this problem as a linear integer program, derive strong valid inequalities, and conduct a polyhedral study of the formulation. Polyhedral analysis shows that the relaxation of our linear network formulation is tight when capacities and flows are uniform. The linear network formulation is then extended to an integer program for solving the tree network maintenance scheduling problem. Preliminary computations indicate that the strengthened formulations can solve reasonably sized problems on tree networks and that the intuitions gained from the uniform flow case continue to hold in general settings. Finally, we extend the approach to directed networks and to maintenance of network nodes. © 2011 Wiley Periodicals, Inc. Naval Research Logistics, 2011 相似文献