传感器可靠性技术—传感器可靠性特征量

介绍已知试验数据如何计算可靠性特征量的点估计和区间估计     

程控交换机的可靠性对策

为达到程控电话交换机系统技术性能的稳定可靠，本文着重论述了该种设备应采取的各种可靠性对策。     

产品电磁兼容设计和生产可靠性探讨

本文对产品的电磁兼容设计和生产的可靠性作了较深入的分析。     

基于PCC的励磁调节器在水电站的应用

PCC由于其可靠性和可扩展性而被应用到励磁调节器实现方案中。本文介绍了一种基于PCC（CPU模块IP161）的励磁调节器,描述了其测频、测相、交流采样、脉冲形成等高速任务的实现原理,给出了现场试验波形。最后在控制性能和可靠性方面与常规DSP励磁调节器做了对比。     

一种用户行为分析的动态备份机制

目前大多数分布式存储系统采用静态备份机制保证系统的高可靠性,灵活性差,不适合系统规模及用户访问量不断变化的存储系统．因此提出一种基于用户行为分析的动态备份机制,通过分析用户行为获得相关信息来动态改变备份数量及确定备份位置,具有较强的灵活性,适合大规模的分布式存储系统;实现动态备份系统将其应用于已建立的科技信息数据中心．通过实验分析表明,该动态备份机制能提高系统的可靠性。     

需求分析与软件可靠性保证

通过对软件测试过程中产生的数据进行分析,对照软件设计过程中需求分析中的错误或缺陷,对有关可靠性指标进行反复度量,明确软件错误的分布以减少其对软件需求分析可靠性的影响,进而对相关的错误或缺陷进行控制。     

汽车检测系统可靠性分析与提高

采集、分析整理了大量的国内汽车检测线运行故障记录,并确定了主要的故障模式及原因.根据专家评判法,应用模糊综合评价理论对故障模式进行了可靠性分析.根据故障的可靠性评价指标,确定了测控系统的可靠性薄弱环节,并制定了相应的可靠性改进措施.实践证明,经过可靠性改进,系统的故障率大大地降低.     

九江大化肥Shell之碳黑回收技术探讨

对九江大化肥厂Shell渣油气化碳黑闭路循环和石脑油萃取碳黑的成熟可靠性等技术问题进行了探讨。     

边坡可靠性分析的非线性有限元正交设计算法

非线性有限元正交设计算法，是借助于回归分析，用正交多项式拟合各岩石力学特性参数与各单元滑移面及岩体整体滑动安全余量间的函数关系，以评判边坡工程的可靠性。该法较蒙特卡罗法精度高，能满足工程计算的精度要求，且方法简单、计算时间少，不需改变有限元法的有关方程和计算程序，易为人们接受。     

Fuzzy arithmetic based reliability allocation approach during early design and development

During early design and development stages, every engineering system has to meet its specific reliability goals. The target reliability of the system is achieved through application of an effective reliability apportionment technique to its subsystems. There are various traditional methods exist to perform the reliability allocation based on engineering factors that are assessed in a subjective manner. The conventional reliability allocation approach requires the assessment of factors like complexity, cost, and maintenance. This may not be realistic in real applications if they are assessed in a crisp manner by the domain experts of their varied expertise and background.In this paper, we treat allocation factors as fuzzy numbers, which are evaluated in fuzzy linguistic terms. As a result, fuzzy proportionality factor scales are proposed for the subsystems. In order to accomplish fuzzy division to evaluate the fuzzy proportionality factor, an approximation method based on linear programming for trapezoidal fuzzy numbers is also proposed in this paper. For the evaluation of weighting factors from fuzzy proportionality factors, centroid method of defuzzification is being employed. The allocated reliability of each subsystem is computed with the help of weighting factor thereafter. An example is provided to illustrate the potential application of the proposed fuzzy based reliability allocation approach.