服务职能视域下的公安边防部队思想政治教育

服务职能是思想政治教育的一项基本职能。公安边防部队思想政治教育要服务于社会、服务于边防部队和官兵个人,以增强思想政治教育的完整性和实效性,提高边防部队的凝聚力和战斗力。在对目前公安边防部队思想政治教育服务职能的现状及原因进行分析的基础上,从坚持以人为本教育理念、紧贴现实更新教育内容、充分利用教育资源和现代手段、完善考评监督保障机制四个方面,提出了加强服务职能的对策。     

不同结构拦截弹的毁伤能力研究

在电磁发射器发射拦截弹撞击来袭目标的过程中,拦截弹的结构材料参数是影响拦截弹加速性能及毁伤能力的一个重要因素。在实验中常用的铝合金材料拦截弹基础上,提出铝-钢、铜-钢2种复合拦截弹结构,以拦截弹与钨合金杆式穿甲弹的碰撞过程为例,对3种拦截弹对来袭目标的毁伤能力进行对比分析。     

对高校人事档案管理工作的探讨

阐述了高校人事档案的作用,分析了高校人事档案管理中存在的问题,通过对问题产生的原因进行分析,提出了加强高校人事档案管理工作的对策。     

Some comparisons of residual life of coherent systems with exchangeable components

Most of the research, on the study of the reliability properties of technical systems, assume that the components of the system operate independently. However, in real life situation, it is more reasonable to assume that there is dependency among the components of the system. In this article, we give sufficient conditions based on the signature and the joint distribution of component lifetimes to obtain stochastic ordering results for coherent and mixed systems with exchangeable components. Some stochastic orders on dynamic (or conditional) signature of coherent systems are also provided. © 2014 Wiley Periodicals, Inc. Naval Research Logistics 61: 549–556, 2014     

Power series expansions for the distribution and mean value function of a geometric process with Weibull interarrival times

The geometric process is considered when the distribution of the first interarrival time is assumed to be Weibull. Its one‐dimensional probability distribution is derived as a power series expansion of the convolution of the Weibull distributions. Further, the mean value function is expanded into a power series using an integral equation. © 2014 Wiley Periodicals, Inc. Naval Research Logistics, 61: 599–603, 2014     

飞机战伤修理分析与实施

提出了飞机战伤修理分析的程序和方法,论述了战饬修理应具备的条件及实施步骤。同时也提出了我空军在战饬修理建设方面的一些建议。     

太阳电池阵组合基板模态参数分析的半解析模型

基于分布参数系统传递函数方法的基本理论,针对空间结构太阳电池阵的特殊结构形式,通过将太阳电池阵基板划分为条形单元,将基板间连接铰链副简化为均匀梁单元,并利用条形单元与梁单元公共结点间位移连续与力平衡条件,建立了空间结构太阳电池阵动力学特性分析的半解析计算模型。得到了太阳电池阵单块基板和多块组合基板的模态参数计算值,并将其计算结果与有限元结果进行了比较。     

Limiting survival functions of self‐similar structures

We show the existence of a unique analytic single parameter limiting survival function arising from the repeated composition of a coherent structure as the number of components tends to infinity. Examples include the repeated composition process of the bridge structure. © 2003 Wiley Periodicals, Inc. Naval Research Logistics, 2004.     

Bivariate models from univariate life distributions: A characterization cum modeling approach

Bivariate life distribution models are of importance for studying interdependent components. We present a generic approach by introducing a new concept of characterized model in stead of a characterized distribution. It strikes a balance between characterization and modeling approaches to eliminate their individual limitations and incorporate their respective strengths. The proposed model, being a characterized one, admits many important properties irrespective of the choice of marginal distributions. The retention of univariate IFR, DFR, IFRA, DFRA, NBU, and NWU class properties in the bivariate setup has been ensured along with some results on series combinations and convolution. No other models, available in the literature, can ensure simultaneous retention of these fundamental and extremely important class properties. © 2004 Wiley Periodicals, Inc. Naval Research Logistics, 2004     

Warranty costs: An age‐dependent failure/repair model

An age‐dependent repair model is proposed. The notion of the “calendar age” of the product and the degree of repair are used to define the virtual age of the product. The virtual failure rate function and the virtual hazard function related to the lifetime of the product are discussed. Under a nonhomogeneous Poisson process scenario the expected warranty costs for repairable products associated with linear pro‐rata, nonrenewing free replacement and renewing free replacement warranties are evaluated. Illustration of the results is given by numerical and graphical examples. © 2004 Wiley Periodicals, Inc. Naval Research Logistics, 2004.