寿命周期费用分析在保障性分析中的应用

探讨了费用分析在保障性分析中的作用和实际应用;介绍了在装备研制过程中应用保障性分析所产生的效益.     

光学传递函数的视频信号傅里叶变换测量法

基于传统的光学传递函数测试方法的缺陷,提出视频信号傅里叶变换测量法,给出了该测量法的理论依据和测试系统模型.该方法利用计算机技术,将常规的用硬件完成的傅式变换,改用计算机软件完成.     

火控系统在跟踪过程中输入方式误差的分析

提出了输入方式误差的新概念.以它为基础,对线性二次型最优控制问题进行修正设计后,可实现精密跟踪.     

子弹散布中心正态总体分布参数的融合估计

对带有均匀抛撒子弹头的常规导弹的命中精度评定 ,其关键在于子弹散布中心分布参数的准确估计。通常的方法由每次试验的子弹落点数据获得一个子弹散布中心 ,再由少数的几个散布中心数据、运用经典的统计方法求散布中心的正态总体分布参数 ,其不足之处在于小样本条件下采伪的概率很高。考虑到子弹散布中心只是子弹落点数据的一阶矩 ,并不能充分表达子弹落点数据所蕴含的信息量 ,而子弹落点个数远远大于导弹试验的次数 ,子弹落点所蕴含的信息比子弹散布中心所蕴含的信息要丰富得多。鉴于此 ,研究了一种子弹散布中心总体分布参数融合估计的新方法     

Does military spending promote social welfare? A comparative analysis of the BRICS and G7 countries

Whether military spending is capable of promoting social welfare is currently a controversial issue. The aim of this paper is to investigate how military spending affects the input and output of social welfare (i.e. social welfare expenditures and social welfare index). A panel cointegration analysis and an impulse response function are conducted with multi-country panel data, over two time periods, 1998–2011 and 1993–2007. In addition, to extend a comparative analysis over different economies, BRICS (i.e. Brazil, Russia, India, China, South Africa) and G7 (i.e. the US, Japan, Germany, the UK, France, Italy, Canada) countries are selected as representatives of emerging economies and developed countries, respectively. The empirical results show that military spending enhances social welfare expenditures in developed countries, while the effect is ambiguous in emerging economies. Also, military spending is capable of promoting the social welfare index based on the FMOLS estimation. The comparative analyses indicate that unlike in the G7, the effect of the growth of military spending on the growth of social welfare expenditures is negative and shorter in the BRICS.     

Reliability and mean residual life functions of coherent systems in an active redundancy

In this article, the reliability and the mean residual life (MRL) functions of a system with active redundancies at the component and system levels are investigated. In active redundancy at the component level, the original and redundant components are working together and lifetime of the system is determined by the maximum of lifetime of the original components and their spares. In the active redundancy at the system level, the system has a spare, and the original and redundant systems work together. The lifetime of such a system is then the maximum of lifetimes of the system and its spare. The lifetimes of the original component and the spare are assumed to be dependent random variables. © 2017 Wiley Periodicals, Inc. Naval Research Logistics, 64: 19–28, 2017     

Determining optimal sizes of bounded batches with rejection via quadratic min‐cost flow

In this article, we consider a single machine scheduling problem, in which identical jobs are split into batches of bounded sizes. For each batch, it is allowed to produce less jobs than a given upper bound, that is, some jobs in a batch can be rejected, in which case a penalty is paid for each rejected job. The objective function is the sum of several components, including the sum of the completion times, total delivery cost, and total rejection cost. We reduce this problem to a min‐cost flow problem with a convex quadratic function and adapt Tamir's algorithm for its solution. © 2017 Wiley Periodicals, Inc. Naval Research Logistics 64: 217–224, 2017     

稀疏贝叶斯学习框架下的扩展目标雷达关联成像

传统的关联成像方法未考虑复杂扩展目标的结构信息,在高分辨成像时的应用受到限制,为此提出一种自适应结构配对稀疏贝叶斯学习方法。该方法在稀疏贝叶斯学习的框架内针对扩展目标建立一种结构配对层次化高斯先验模型,然后采用变分贝叶斯期望-最大化算法交替进行目标重构和参数优化。该方法将某一信号分量的重构与周围信号分量联系起来,并能在迭代过程中自适应地调整表征各信号分量相关性的参数。实验结果表明,该方法针对扩展目标可以有效地进行高分辨成像。     

可靠度和费用约束下的加速老炼试验时间优化

为了提高产品实际使用可靠度,减少老炼试验和保修费用,基于效用函数研究了具有早期失效的产品在可靠度和费用约束下的加速老炼试验时间优化方法。考虑产品寿命分布参数的不确定性,利用自助法估计参数的先验分布,然后通过仿真方法获得实际使用可靠度和费用的联合效用函数。以联合效用函数值最大为优化目标建立加速老炼试验时间优化模型,得到最优的加速老炼试验时间。结合对数正态分布产品在温度应力下的加速老炼试验数值示例,阐述上述方法的应用,并对参数进行敏感性分析,结果表明提出的加速老炼试验方法不但能缩短产品的试验时间,还可以最大程度同时满足费用和可靠性的要求。     

星载光学遥感成像系统复杂性分析

为研究星载光学遥感成像系统的复杂性,由复杂系统的基本特征与系统研究的基本原则出发,通过对成像全链路流程的分析,确定光学遥感成像系统的复杂性来源及其表现形式。建立星载光学成像的数学模型,以系统重要参数——调制传递函数为基点,通过正过程建模分析和逆过程测量计算相结合的方式,分析了系统复杂性研究的基本原则,即还原论与整体论相结合、定性与定量相结合的过程。由正、逆过程的对比分析,一方面阐述了系统性能与各个环节参数之间的关系,另一方面又由正则化盲反卷积的方式得到图像中真实的调制传递函数。二者相辅相成,既能通过补偿系统复杂性因素影响提升系统性能,又能进一步指导系统优化设计。