基于装备损伤概率的舰艇动力系统安全性分析

考虑舰艇损害管制过程中人员因素对系统的影响,运用马尔科夫链对人员操作引起的舰艇动力系统损伤概率进行修正,根据修正后的毁伤概率,建立概率危险性评估模型,引入危险度指标,对动力系统在遭受武器攻击情况下的危险度进行了计算,并依据计算结果对系统安全度进行评定。     

基于Bayes小子样二项分布单元可靠性评定的仿真方法

对于小子样二项分布单元可靠度下限评定,经典方法有很大局限性,文中介绍了Bayes方法。并在其基础上提出基于Bayes方法的Monte Carlo仿真方法,示例证明,该方法有很好的应用前途。     

舰船拖带安全评估的故障树方法

提出了一种从故障树分析的角度进行舰船拖带安全评估的方法。采用专家评估和模糊集理论相结合的原理得到故障树中基本事件发生的模糊概率,然后进行故障树定性和定量分析。该方法能合理和有效地预测作业系统的安全性及其薄弱环节。以断缆事件分析为例,对该安全评估方法做了概要阐述。     

系统UUT诊断策略设计的工程化原则与实践

分析了型号系统研制中推广应用“被测对象(UUT,unit under test)测试点与诊断策略设计与分析技术”的必要性和重要性。重点介绍了一种对UUT测试点与诊断策略进行设计与分析的简便有效的工程化方法,以及在应用中的实践经验与体会。     

火灾安全评价方法研究

火灾安全评价是利用系统工程的方法对拟建或已有工程、系统可能存在的危险性及可能产生的后果进行综合评价和预测,并根据可能导致的火灾事故风险的大小,提出相应的安全对策措施,以达到工程、系统安全的过程。主要论述了火灾安全评价的目的、火灾安全评价的意义、火灾安全评价的一般程序、火灾安全评价方法选择、火灾安全评价方法的比较及火灾安全评价方法在消防中应用。     

Performance evaluation of a production/inventory system with periodic review and endogenous lead times

This paper considers a discrete time, single item production/inventory system with random period demands. Inventory levels are reviewed periodically and managed using a base‐stock policy. Replenishment orders are placed with the production system which is capacitated in the sense that there is a single server that sequentially processes the items one at a time with stochastic unit processing times. In this setting the variability in demand determines the arrival pattern of production orders at the queue, influencing supply lead times. In addition, the inventory behavior is impacted by the correlation between demand and lead times: a large demand size corresponds to a long lead time, depleting the inventory longer. The contribution of this paper is threefold. First, we present an exact procedure based on matrix‐analytic techniques for computing the replenishment lead time distribution given an arbitrary discrete demand distribution. Second, we numerically characterize the distribution of inventory levels, and various other performance measures such as fill rate, base‐stock levels and optimal safety stocks, taking the correlation between demand and lead times into account. Third, we develop an algorithm to fit the first two moments of the demand and service time distribution to a discrete phase‐type distribution with a minimal number of phases. This provides a practical tool to analyze the effect of demand variability, as measured by its coefficient of variation, on system performance. We also show that our model is more appropriate than some existing models of capacitated systems in discrete time. © 2007 Wiley Periodicals, Inc. Naval Research Logistics, 2007     

论城市公共安全管理网络平台的建设

针对城市的快速发展,各种突发性自然灾害或人为破坏事件增多,在充分分析城市公共安全管理现状的基础上,提出了城市公共安全管理网络平台建设,并对其总体结构,各自功能,技术、政策支持及运行模式进行了深入论述。     

试验环境需求分析与验证方法

为构建逼真的试验环境,首先对试验环境构建流程进行了分析,建立了试验环境需求分析框架,介绍了需求分析的背景空间、分析方法和管理与确认方法,研究了试验环境概念模型的构建方法,提出了概念模型验证的原则,并从语义、语法和语用三个方面建立了概念模型的验证指标体系,形成了一套完整的试验环境需求分析与验证的体系结构。该方法为试验环境构建提供一定的参考。     

Tests for homogeneity of distributions of component lifetimes from system lifetime data with known system signatures

In this article, we discuss the problem of testing the homogeneity of distributions of component lifetimes based on system lifetime data when the system signatures are known. Both parametric and nonparametric procedures are developed for this problem. For nonparametric testing, the Mann–Whitney‐type statistic is used, and its performance and limitations are discussed. Next, we assume the component lifetimes to follow exponential distributions and then develop different parametric tests. Exact and asymptotic methods are developed based on the method of moments estimators. A Monte Carlo simulation study is used to compare the performance of different parametric procedures with that of the nonparametric procedure. Based on the results of the simulation study, discussions and practical recommendations are made and finally some concluding remarks are provided. © 2015 Wiley Periodicals, Inc. Naval Research Logistics 62: 550–563, 2015     

基于截尾正态分布的最大值指标精度换算方法

提出了基于截尾正态分布的最大值指标精度换算方法,为最大值指标与常用精度指标间的精度换算,以及真值测量系统精度指标的确定提供了参考依据。该方法假设系统输出序列中各观测点的合格概率服从对数截尾正态分布;根据给定最大值指标的置信水平及序列样本量,证明并推导了截尾正态分布之截尾上限、截尾下限、均值及标准偏差的计算公式,导出了最大值精度指标与 等常用精度指标间的换算关系,最后结合精密仪器有关理论给出了最大值指标下真值测量系统精度指标的确定方法。实例应用的实验结果表明,该方法是可行的。