如何估计软件的MTBF

软件剩余初始故障个数No、平均无故障时间MTBF、故障暴露率λ和软件运行的成功率θ等是衡量软件可靠性的重要参数.其中对高可靠性软件(包括军用软件等)MTBF是最重要的.传统的MTBF计算方法有2种一是计算发生故障的平均时间间隔二是通过软件可靠性模型进行估计.前者代价较大,后者不太准确.本文从软件的失败率入手研究软件的MTBF,这是一个比较贴近实际的方法.     

Profust故障树建模与分析

实际中普遍存在的有显著渐近失效行为的系统 ,难以用经典故障树加以分析 ,于是 ,以“模糊事件的普通概率”这一理论为基础 ,建立了Profust故障树模型 ,并进行了部分定量分析 ,该模型的最大特点是综合运用了可以得到的关于系统运行的可能性信息和概率信息     

Waiting time analysis for a queueing system with time‐limited service and exponential timer

We consider a single‐queue with exhaustive or gated time‐limited services and server vacations, in which the length of each service period at the queue is controlled by a timer, i.e., the server serves customers until the timer expires or the queue becomes empty, whichever occurs first, and then takes vacations. The customer whose service is interrupted due to the timer expiration may be attended according to nonpreemptive or preemptive service disciplines. For the M/G/1 exhaustive/gated time‐limited service queueing system with an exponential timer and four typical preemptive/nonpreemptive service disciplines, we derive the Laplace—Stieltjes transforms and the moment formulas for waiting times and sojourn times through a unified approach, and provide some new results for these time‐limited service disciplines. © John Wiley & Sons, Inc. Naval Research Logistics 48: 638–651, 2001.     

IDEF0方法在军事综合电子信息系统分析设计中的应用

就IDEF0方法在军事综合电子信息系统分析设计、系统升级与集成及仿真等方面的应用进行了深入探讨。由于IDEF0模型具有简单、全面且描述能力强等优点 ,使其在多个领域尤其在制造业中得到了广泛应用。军事综合电子信息系统是以活动为支撑 ,以信息为基础的复杂大系统 ,用IDEF0模型对其进行描述可以加深指挥人员和技术人员对系统的共同理解 ,从而提高系统开发的效率并提高系统的实用性。     

基于机械故障诊断的算法及小波基选择研究

针对小波分析在机械故障诊断应用中的快速算法和小波基选择存在的问题,对常用的正交、半正交、双正交小波提取信号特征的能力进行了分析比较,研究表明半正交B样条小波因具有线性相位和采用较长的分解序列而具有较好的频率局部化特性和较小的变换误差,具有比较好的综合性能。推导了正交小波包的图形显示算法,利用该算法解决了小波变换快速算法中存在的数据长度随分解层数成倍减小的问题。研究结果为机械故障诊断中选择小波基进行信号处理提供了依据和途径。     

营房实力综合数据分析技术

在营房系统中,营房实力主要包括个人基本情况及住房情况、家属住房情况两大类的知识。营房住房标准分为:按标准住房、超标准住房、未达标准住房、无住房。结合营房实力数据的基本特点,充分利用了先进的数据仓库技术,在数据挖掘和商业智能服务等方面作了深入的探讨,通过营房实力知识对数据进行归类统计,提出了基于知识的统计系统,建立了营房住用多维数据模型和个人住房情况多维数据模型,实现了对营房住用情况和个人住房情况等营房数据的多维分析。     

重庆市某大厦A塔楼转换层RC梁裂缝分析与防治

以重庆市一实际工程为背景,分析了引起干缩裂缝和温度裂缝的原因,并在构件承载力满足的前提下,提出了环氧砂浆封闭裂缝的处理方法,以保证建筑物的整体性和耐久性:同时从材料的选用、施工季节、施工方式、现场管理、构造措施等几个方面提出了预防干缩裂缝和温度裂缝的措施,如选用水化热小和收缩小的水泥,控制砂石含量,降低水灰比;采用分层浇注的方式或采用补偿收缩混凝土并加以适当温度控制的方式浇注大体积混凝土;加强混凝土的养护;设置控制缝或后浇缝以及加强水平构造配筋,等等。上述处理方法和预防措施可供从事工程结构设计和施工的工程技术人员参考。     

Effectiveness of (R,Q) policies in one‐warehouse multiretailer systems with deterministic demand and backlogging

Consider a distribution system with a central warehouse and multiple retailers. Customer demand arrives at each of the retailers continuously at a constant rate. The retailers replenish their inventories from the warehouse which in turn orders from an outside supplier with unlimited stock. There are economies of scale in replenishing the inventories at both the warehouse and the retail level. Stockouts at the retailers are backlogged. The system incurs holding and backorder costs. The objective is to minimize the long‐run average total cost in the system. This paper studies the cost effectiveness of (R, Q) policies in the above system. Under an (R, Q) policy, each facility orders a fixed quantity Q from its supplier every time its inventory position reaches a reorder point R. It is shown that (R, Q) policies are at least 76% effective. Numerical examples are provided to further illustrate the cost effectiveness of (R, Q) policies. © 2000 John Wiley & Sons, Inc. Naval Research Logistics 47: 422–439, 2000     

火力运用对策空间模型

根据空 -地作战的特点 ,提出了软、硬火力单位的概念 ,根据模型提出了作战指数、生存指数 ,为双方的实力与“保卫目标”的安全度分析提供了数量依据 ;根据微分对策和战术原则提出了规范作战模式等概念 ,为构造火力运用、兵力数量需求等算法搭起一个框架。     

Optimal (τ, T) opportunistic maintenance of a k‐out‐of‐n:G system with imperfect PM and partial failure

The opportunistic maintenance of a k‐out‐of‐n:G system with imperfect preventive maintenance (PM) is studied in this paper, where partial failure is allowed. In many applications, the optimal maintenance actions for one component often depend on the states of the other components and system reliability requirements. Two new (τ, T) opportunistic maintenance models with the consideration of reliability requirements are proposed. In these two models, only minimal repairs are performed on failed components before time τ and the corrective maintenance (CM) of all failed components are combined with PM of all functioning but deteriorated components after τ; if the system survives to time T without perfect maintenance, it will be subject to PM at time T. Considering maintenance time, asymptotic system cost rate and availability are derived. The results obtained generalize and unify some previous research in this area. Application to aircraft engine maintenance is presented. © 2000 John Wiley & Sons;, Inc. Naval Research Logistics 47: 223–239, 2000