基于多目标决策理论武器装备效能综合评估方法

探讨一种适用范围较大的武器装备效能评估方法。基于多目标决策理论的方法,将武器系统效能评估的量化标尺评价法、模糊评价法、矩阵相乘法(ADC法)和专家评价法等方法结合起来,利用解析的形式,对武器装备的效能评估进行研究,给出了一个综合评价值,能够有效地评估武器装备的效能。这种研究是对量化标尺度量法的扩充。     

MIC总线多控制器通讯的设计与应用

MIC总线是专门为解决在恶劣环境下电力/数据的分配和管理而开发的一种具有高可靠性的现场控制总线。本设计实现了在MIC总线冗余系统中主控制器与从控制器间的数据通讯。在此基础上提出了MIC总线主/从控制器一致性的容错思想,并简要描述了该容错技术的实现过程。     

C3I系统仿真评价环境与方法研究

C3I系统是一个复杂的大系统,如何有效地分析、研究和评价C3I系统的效能一直是C3I系统研究领域里的一个难点.仿真技术的出现为分析和评价C3I系统效能提供了一种新的手段.该文在分析基于仿真的C3I系统效能评价过程的基础上,设计实现了基于分布交互仿真技术的"C3I系统仿真评价环境",对仿真评价环境的体系结构、仿真技术体制等关键问题进行了论述.利用该环境可以对C3I系统作仿真分析、性能指标对比分析以及作战效能分析.由于仿真试验只是获取评价系统所需数据的一种手段,文章最后对几种常用的系统综合评价方法进行了探讨.     

军用嵌入式操作系统安全性增强措施

操作系统是紧靠硬件的基础软件,它既是应用软件安全的坚实基础,又是硬件不安全因素的屏蔽器.在操作系统安全隐患和嵌入式操作系统技术特点的基础上,提出信息保护、空间域保护和时间域保护等增强操作系统安全性的几种方法,以提高嵌入式系统抗击系统本身缺陷或敌方恶意攻击等安全威胁的能力.上述几种安全保护技术已在嵌入式Linux中进行验证,并取得满意的结果.     

一种多通道武器控制台的可靠性预计分析

对设计的一种多通道武器控制台的可靠性进行了预估分析.采用元器件计数法和元器件应力分析法,得出了模块级的失效率.按照系统串联结构的可靠性框图,计算出系统的失效率、平均无故障工作时间等可靠性指标.结果表明,预计值满足了系统规定的使用要求.     

基于HLA的地空导弹拦截仿真系统的开发

高层体系结构HLA建立一个通用的仿真框架,以解决不同仿真器、模型之间的互操作及仿真组件的可重用性问题.针对当前空防对抗的主要特点,在地空导弹拦截的数学模型的基础上,利用HLA技术框架,详细地叙述了地空导弹拦截仿真系统的开发过程.仿真试验表明该系统能有效评估地空导弹火力单元对来袭目标的有效抗击效率和火力范围,为地空导弹火力单元的部署和作战效能的改进提供辅助决策手段.     

基于数据仓库的数据挖掘技术在指挥控制系统中的应用

介绍了数据仓库和数据挖掘的概念、数据挖掘的过程和方法,简单分析了现代战争中信息处理的特点和需求,阐述了数据挖掘在军事指挥控制系统中的应用必要性,提出了军事应用中数据挖掘系统的层次体系结构,并针对该层次体系结构进一步提出了指挥控制系统中数据挖掘技术的应用模型.     

一体化联合作战指挥信息流通体系逻辑结构分析

针对协同性联合作战向一体化联合作战转变对作战指挥产生的影响,在正确定位指挥信息流通体系的基础上,从一体化联合作战的本质特征及对指挥信息流通体系的影响出发,设计了基本作战单元指挥信息输入、输出模型,并通过将作战体系区分为四类模块,得出了指挥信息流通体系的逻辑结构.     

A nonparametric Bayes approach to decide system burn-in time

Burn-in is the preconditioning of assemblies and the accelerated power-on tests performed on equipment subject to temperature, vibration, voltage, radiation, load, corrosion, and humidity. Burn-in techniques are widely applied to integrated circuits (IC) to enhance the component and system reliability. However, reliability prediction by burn-in at the component level, such as the one using the military (e.g., MIL-STD-280A, 756B, 217E [23–25]) and the industrial standards (e.g., the JEDEC standards), is usually not consistent with the field observations. Here, we propose system burn-in, which can remove many of the residual defects left from component and subsystem burn-in (Chien and Kuo [6]). A nonparametric model is considered because 1) the system configuration is usually very complicated, 2) the components in the system have different failure mechanisms, and 3) there is no good model for modeling incompatibility among components and subsystems (Chien and Kuo [5]; Kuo [16]). Since the cost of testing a system is high and, thus, only small samples are available, a Bayesian nonparametric approach is proposed to determine the system burn-in time. A case study using the proposed approach on MCM ASIC's shows that our model can be applied in the cases where 1) the tests and the samples are expensive, and 2) the records of previous generation of the products can provide information on the failure rate of the system under investigation. © 1997 John Wiley & Sons, Inc. Naval Research Logistics 44: 655–671, 1997     

Some new results on the preservation of the NBUE and NWUE aging classes under the formation of coherent systems

We consider the classical problem of whether certain classes of lifetime distributions are preserved under the formation of coherent systems. Under the assumption of independent and identically distributed (i.i.d.) component lifetimes, we consider the NBUE (new better than used in expectation) and NWUE (new worse than used in expectation) classes. First, a necessary condition for a coherent system to preserve the NBUE class is given. Sufficient conditions are then obtained for systems satisfying this necessary condition. The sufficient conditions are satisfied for a collection of systems which includes all parallel systems, but the collection is shown to be strictly larger. We also prove that no coherent system preserves the NWUE class. As byproducts of our study, we obtain the following results for the case of i.i.d. component lifetimes: (a) the DFR (decreasing failure rate) class is preserved by no coherent systems other than series systems, and (b) the IMRL (increasing mean residual life) class is not preserved by any coherent systems. Generalizations to the case of dependent component lifetimes are briefly discussed.