装备战斗恢复力模糊评判模型的建立与应用

针对装备战斗恢复力的评价具有随机性、模糊性和相关性的特点 ,提出了用模糊评判模型分析装备战斗恢复力的方法。最后 ,以雷达系统为例 ,对该模型进行了应用分析     

一种面向复杂系统的模糊可靠性分配方法

针对系统研制初期的不确定的约束条件与设计目标 ,进行了复杂系统模糊可靠性分配建模 ;结合遗传算法理论 ,考虑了一般系统的求解 ;实例分析验证了所提出方法的性能和可行性 .     

理想气体绝热过程的微观实质

从分子动理论出发,建立理想气体绝热过程的微观模型,用麦克斯韦速度分布函数导出其过程方程.     

基于模糊推理的舰炮故障检测方法研究

基于模糊推理知识和模糊神经网络的理论,根据舰炮运转时发出的声音信号,提出了舰炮系统的故障检测诊断方案,详细介绍了信号提取的方法和故障分析的算法.     

气动伺服控制系统的自适应模糊控制器的研究

介绍了一种新型的自适应fuzzy PD控制器 ,并研究了它在气动伺服位置控制系统中应用的适应性问题和非线性摩擦力的补偿方法 ,提出了一种新的模糊逻辑控制补偿算法 .它通过一个自适应模型参数Ma的调整控制 ,提高了气动伺服系统的控制精度 .试验结果表明 :与传统的控制方法相比较 ,自适应fuzzy PD控制器具有动态性能好、自适应能力强和位置控制精度高等优点 .     

一种综合评估方法在军队院校教学工作评估中的应用

在分析军队院校教学工作评估特点的基础上,通过对几种典型评估方法的比较分析,结合该类评估的特点,提出了一种综合评估方法.最后,利用某次实际评估的数据进行了实例计算和分析,验证了这种综合评估方法的有效性.     

起步过程中离合器半接合点的试验研究

离合器接合过程半接合点的确定和控制参数的选取是提高自动变速车辆起步品质的关键。在试验的基础上 ,得出了离合器半接合点的变化特点 ,选择以离合器主、被动轴转速差Δnec作为控制参数使车辆的起步过程具有一定的自适应性。     

多种武器攻击下舰艇装备生命力的加权模糊综合评估

通过应用模糊数学理论中模糊评估法对舰艇装备系统生命力进行了模糊评判 ,建立多武器攻击下舰艇装备生命力加权模糊评估模型 ,并以某舰艇装备的主动力系统回路为例 ,运用所建立的评估模型对其生命力进行具体评估 ,结果分析表明根据加权模糊综合评判模型 ,选用合理的加权系数 ,就能把模糊性很强的装备生命力指标定量化 ,为设备系统设计方案选优提供依据。     

Designing a screening experiment for highly reliable products

Within a reasonable life‐testing time, how to improve the reliability of highly reliable products is one of the great challenges to today's manufacturers. By using a resolution III experiment together with degradation test, Tseng, Hamada, and Chiao (1995) presented an interesting case study of improving the reliability of fluorescent lamps. However, in conducting such an experiment, they did not address the problem of how to choose the optimal settings of variables, such as sample size, inspection frequency, and termination time for each run, which are influential to the correct identification of significant factors and the experimental cost. Assuming that the product's degradation paths satisfy Wiener processes, this paper proposes a systematic approach to the aforementioned problem. First, an intuitively appealing identification rule is proposed. Next, under the constraints of a minimum probability of correct decision and a maximum probability of incorrect decision of the proposed identification rule, the optimum test plan (including the determinations of inspection frequency, sample size, and termination time for each run) can be obtained by minimizing the total experimental cost. An example is provided to illustrate the proposed method. © 2002 Wiley Periodicals, Inc. Naval Research Logistics 49: 514–526, 2002; Published online in Wiley InterScience (www.interscience.wiley.com). DOI 10.1002/nav.10024     

On the availability of R out of N repairable systems

An R out of N repairable system consisting of N components and operates if at least R components are functioning. Repairable means that failed components are repaired, and upon repair completion they are as good as new. We derive formulas for the expected up‐time, expected down‐time, and the availability of the system, using Markov renewal processes. We assume that either the repair times of the components are generally distributed and the components' lifetimes are exponential or vice versa. The analysis is done for systems with either cold or warm stand‐by. Numerical examples are given for several life time and repair time distributions. © 2002 Wiley Periodicals, Inc. Naval Research Logistics 49: 483–498, 2002; Published online in Wiley InterScience (www.interscience.wiley.com). DOI 10.1002/nav.10025