三态部件的可靠性分析

本文给出完备的三态部件的可靠性模型类。从静态的观点来看,三态部件的可靠性模型有两类：（１）成功,降格成功,失败;（２）成功,双失败。从动态的观点来看,考虑到三个状态之间的转化关系,其模型类相对复杂;但是在失败率λ、维修率μ为常数的条件下,只需六个参数（λ１λ２λ３μ１μ２μ３）,便可以用马尔可夫模型给出三态部件的可靠性统一模型,并给出部件在三状态的概率函数Ｐｉ（ｔ）的解析表达式（ｔ为时间,ｉ表示状态）。     

利用主观数据建立维修模型

给出了在维修建模过程中用三个状态描述设备状态时,利用主观数据和客观数据建立维修模型的程序、方法和示例,所给方法可直接用于实际问题的建模。     

装甲车辆维修质量管理研究

结合维修改革试验试行资料和当前部队在维修方面存在的不足,从硬件和软件两部分,分析装甲车辆维修质量存在的问题及影响因素,提出加强维修理论教育,完善维修工艺标准,完善维修配套设施与设备,建立维修质量评估标准和数据信息系统的措施.     

提高潜艇核安全性的措施

本文根据对潜艇处于水下状态发生辐射事故时的辐射影响的分析,得出当燃料元件包壳破损率和蒸汽发生器传热管泄漏量即使在允许限值内,主辅机舱空气放射性浓度有可能超过允许水平,而直接影响艇员的健康,并针对这一点提出了相应的改进措施。     

关于美军综合后勤保障的综述

综合后勤保障是美军武器系统研制与采办过程的一项重要活动,本文阐述了这一活动的基本概念、实质内容、发展动态以及对我军的启示。     

Safety in international security: a view point from the practice of accident investigation

While security points to a deliberate harming of humans and/or the environment, safety refers to unintended damage. In this view point, I will analyse how the distinction between safety and security matters in the practice of accident investigation and I will argue that the division between the fields is problematic for the assessment of security-related safety risks. Drawing on the case of the our accident investigation into the downing of flight MH17 above Ukraine in 2014, I highlight key dilemmas the Dutch Safety Board dealt with.     

基于平衡计分卡的武器装备维修绩效评价指标体系构建

武器装备维修是武器装备维修保障的重要内容,加强装备维修绩效评价,建立科学规范的绩效评价指标体系,对深入推进装备维修工作健康发展将发挥积极作用。以平衡计分卡为研究手段,运用"5M1E"分析法,从一个内核和四个维度出发,分析武器装备维修绩效评价的影响因素,据此建立评价指标体系,并应用于装备维修管理实践,为有效提高装备维修保障效益提供有益借鉴。     

The Organization of the Defense Support System: An Economic Geography Perspective

In the context of restricted budgetary resources and the growing cost of maintenance, repair, and overhaul (MRO) activities, a major issue for modern armed forces is to sustain defense platforms. A possible method consists of realizing economies of scale through the concentration of maintenance activities, which involves the spatial reorganization of existing industrial sites dedicated to MRO. This article provides a formalized framework to discuss the optimal organization for the MRO of defense platforms in space. The public planner organizes the maintenance of defense platforms with only two possible spatial configurations. In the dispersed configuration, two industrial production units in charge of the maintenance optimally cover space, whereas in the concentrated configuration, a unique industrial unit covers space. Focusing on the tipping point between the two configurations, the balance of forces between agglomeration and dispersion in defense support activities is described and discussed. On the one hand, economies of scale provide an opportunity to optimize defense support costs, favoring concentration in a unique industrial unit. On the other hand, space causes dispersion to reduce both transport costs and operational social costs. This trade-off illustrates a general principle in spatial economics with an application to MRO production in the French case.     

航天器编队飞行构形保持与重构的继电型控制

研究小偏心参考轨道航天器编队飞行构形保持与重构控制的工程实现技术。首先给出相对运动状态转移矩阵,并推导出常推力控制情况下相对运动状态递推的解析表达式;进而给出脉冲推力、连续变推力和继电型推力三种发动机的推力模型和示意图。分别将等速度冲量的三种推力模型代入相对运动状态转移矩阵中,比较相同条件下相对运动控制作用效果的差异,理论推导结果表明:在一阶意义上,三种推力模型对相对运动控制作用等效,因而航天器编队构形保持与重构控制可以基于继电型推力模型来实现。     

Bayesian enhanced decision making for deteriorating repairable systems with preventive maintenance

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