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小样本条件下一种旋转机械振动状态阈值的确定方法及应用 被引量:2

A Vibration Threshold-Setting′s Method of A Rotating Machinary and Its Appplication on Small Sample
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摘要 针对旋转机械振动状态阈值设定时数据样本不足的情况,给出了一种基于Bayes-随机加权法的阈值确定方法.该方法综合运用了随机加权法、Bayes理论和验前信息融合技术,实现小样本条件下的振动特征值统计参数估计.通过与经典统计法和随机加权法的仿真对比研究,证明了其在小样本统计参数估计应用中的优越性.对离心泵机组故障模拟平台进行了整机振动状态阈值确定实验,能有效的实现设备振动状态评估. The insufficient data sample causes the difficulty when setting the rotating machinary vibra- tion threshold. A threshold-setting ways based on the Bayes-random weighted method was presented, which is combining the random weighting method, Bayes theory and pre-test information fusion tech- nology for estimated the statistic parameters of the vibration eigenvalues on small sample. By compa- ring with the classical statistical method and the random weighted method, the simulating study indi- cated the advantage of applying the Bayes-random weighted method to estimating the statistic parame- ters on small sample. At the end of the paper, the vibration threshold-setting experiment on the cen- trifugal pump fault-simulating platform was done and the results showed that the Bayes-random weighted method can evaluate the vibration status of the rotating machinery effectively.
出处 《武汉理工大学学报(交通科学与工程版)》 2012年第5期1059-1063,共5页 Journal of Wuhan University of Technology(Transportation Science & Engineering)
关键词 BAYES方法 随机加权法 信息融合方法 阈值 Bayes theory random weighting method information fusion technology threshold
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  • 1张玉斌,李波.模糊Bayes方法在聚驱抽油机井可靠性分析中的应用[J].石油工业技术监督,2005,21(10):12-15. 被引量:1
  • 2张金槐.特小子样场合下,Bayes方法与仿真在飞行器试验分析中的运用[J].系统仿真学报,1996,8(A00):50-58. 被引量:9
  • 3周忠宝,严利珍,武小悦.基于Bayes理论的平均维修时间验证方法[C].中国宇航学会无人飞行器学会第十二届学术年会论文集,2002:308-311.
  • 4James O Berger. Statistical decision theory and Bayesian analysis(second edition)[M]. New York:Springer -Verlag Inc., 1985.
  • 5吴栩,等.应用数理统计[M].长沙:国防科技大学出版社.2005:98-99.
  • 6Pearl J. Fusion,propagation and structuring in belief networks. Artificial Intelligence, 1986 (29) : 241-288.
  • 7Pearl J. Evidential reasoning using stochastic simulation of causal models. Artificial Intelligence, 1986(32):245-287.
  • 8DeGroot. Optimal statistical decisions. New York:McGraw-Hill, New York, 1970. 489.
  • 9Shaehter R D, Kenley C R. Gaussian influence diagrams. Management Science, 1989, 35 (5) : 527 - 550.
  • 10(美)[J.O.伯杰]JamesO.Berger著,贾乃光.统计决策论及贝叶斯分析[M]中国统计出版社,1998.

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