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小样本条件下行波管可靠性评估方法的研究
引用本文:樊鹤红,刘盼,赵兴群,孙小菡. 小样本条件下行波管可靠性评估方法的研究[J]. 电子学报, 2010, 38(6): 1394-1398
作者姓名:樊鹤红  刘盼  赵兴群  孙小菡
作者单位:东南大学电子器件与系统可靠性研究中心,江苏南京,210096
基金项目:"十一五"军用电子元器件预研项目,预研基金项目 
摘    要: 行波管的可靠性对许多军用装备整机系统的正常运行十分重要。但其结构复杂、价格昂贵,如何在小样本条件下提高其可靠性评估的精度是我们目前面临的问题。在此情况下,利用专家经验、历史数据等先验信息来提高其可靠性评估的精度是一个行之有效的途径。本文基于模糊隶属函数给出了一种创建行波管可靠性模糊先验分布的方法,并在此基础上利用Bayes方法实现了行波管先验与试验信息的有效融合。对某卫星用行波管进行可靠性评估的实例表明,采用正态型模糊先验分布的行波管可靠性Bayes评估可以在小样本数和试验结尾程度很高的情况下显著提高可靠性评估的精度,同时Bayes估计可随试验样本信息的增加不断得到修正;而模糊先验分布的带宽可用于调节先验信息在后验分布中所占的比重。

关 键 词:行波管  可靠性评估  小样本数  贝叶斯方法  模糊先验信息
收稿时间:2009-01-07
修稿时间:2010-01-13

Reliability Evaluation for TWT with Small Samples
FAN He-hong,LIU Pan,ZHAO Xing-qun,SUN Xiao-han. Reliability Evaluation for TWT with Small Samples[J]. Acta Electronica Sinica, 2010, 38(6): 1394-1398
Authors:FAN He-hong  LIU Pan  ZHAO Xing-qun  SUN Xiao-han
Affiliation:(Research Center for Reliability of Electronic Devices and Systems, Southeast University, Nanjing, Jiangsu 210096, China)
Abstract:Reliability of Traveling Wave Tubes (TWTs) are crucial for operation of many armaments. However, due to the complexity and expensiveness of TWTs, the way to precisely evaluate their reliability under small sample size is still the problem to face. In this way, prior information, such as expert experience and historical data, can be used to enhance the estimation precisions. With a fuzzy prior distribution construction method for TWTs introduced, based on fuzzy membership functions, prior information can be effectively merged with test data using Bayes method. Reliability evaluation for some satellite TWTs shows that, the precision can be enhanced notably for data with small samples or high truncation levels by using Bayes estimation with normal fuzzy prior distributions. And the estimation can be modified by increasing test information. Furthermore, the bandwidth of the normal priors can be used to adjust the proportion of prior information within the post-Bayes distributions.
Keywords:Traveling Wave Tube  reliability evaluation  small samples  Bayes method  fuzzy prior information
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