期刊文献+

基于小波分析的大跨径桥梁健康监测数据预处理研究 被引量:9

Research on Long-span Bridge Health Monitoring Data Pre-processing Based on Wavelet Analysis
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摘要 针对小波分析方法在桥梁健康监测系统中面临的小波基函数合理选择问题,采用一周期性仿真信号作为算例,考察了在其他研究领域内广泛用来进行信号去噪的Haar、Db、Sym、Coif、Bior、Rbio、Dmey等7种小波基函数,选取出去噪效果最显著的Bb8小波基函数。依托已建立的江阴大桥健康监测系统,对具有明显周期性的塔顶GPS的竖向数据进行去噪计算,并将计算结果与采用低通滤波进行去噪的结果进行比较分析。结果表明:由于小波方法采用了比低通滤波方法更为细致的处理方法,其去噪效果比低通滤波方法更有效。 How to select wavelet basis functions reasonably is still a difficult in the application of wavelet analysis in bridge health monitoring system.To address this issue this paper takes a simulated periodic signal as an example.It this example we examine seven kinds of wavelet functions,including Haar,Db,Sym,Coif,Bior,Rbio,Dmey,which are used widely in other research areas.Because the de-noising effect of Bb8 is the most significant,it is selected as the wavelet function.This method is applied to the established Jiangyin Bridge Health Monitoring System.Using wavelet analysis method to calculate and de-noising the vertical data from GPS on the top of the tower,which has a clear periodic.And comparing the results with ones from low-pass filter de-noising.The results show that because the wavelet method uses a more detailed approach,the de-noising effect of the wavelet analysis method is better than the low-pass filter method.
出处 《公路工程》 北大核心 2012年第2期33-36,共4页 Highway Engineering
基金 江苏省自然基金项目(BK2008510)
关键词 桥梁工程 数据预处理 小波分析 健康监测 大跨径桥梁 bridge engineering data pre-processing wavelet analysis health monitoring long-span bridge
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参考文献13

  • 1陈涛,张嵩.用于桥梁健康监测的光纤光栅解调系统[J].武汉理工大学学报,2009,31(15):41-44. 被引量:6
  • 2张维强,宋国乡.基于一种新的阈值函数的小波域信号去噪[J].西安电子科技大学学报,2004,31(2):296-299. 被引量:187
  • 3W Glabisz. Analysis of wavelets in chaotic states for a one-degree-of-freedom system with viscoelastic restraints [J]. Journal of Sound and Vibration. 2002, 258(4) : 633 - 648.
  • 4A Hera, Z Hou. Application of Wavelet Approach for ASCE Structural Health Monitoring Benchmark Studies [ J]. Journal of Engineering Mechanics. 2004, t30(1) : 96 - 104.
  • 5刘素美,李书光.超声检测信号处理的小波基选取[J].无损探伤,2004,28(6):12-15. 被引量:17
  • 6Z Hou, M Noori and R Amand. Wavelet-based approach for structural damage detection [ J ]. Journal of Engineer- ing Mechanics. 2000, 126(7) : 677 -683.
  • 7A Hera, Z Hou. Application of wavelet approach for asce structural health monitoring benchmark studies [ J ]. Journal of Engineering Mechanics. 2004, 130 ( 1 ) : 96 - 104.
  • 8S C Zhong, S Oyadiji. Crack detection in simply suppor- ted beams without baseline modal parameters by stationa- ry wavelet transform [ J]. Mechanical Systems and Signal Processing. 2007, 21 : 1853 - 1884.
  • 9G Y Yan, Z D Duan, J P Ou, et al. Structural damage detection using residual forces based on wavelet transform [J]. Mechanical Systems and Signal Processing. 2010, 24 : 224 - 239.
  • 10Z K Peng, F L Chu, P W Tse. Singularity analysis of the vibration signals by means of wavelet modulus maximal method [ J]. Mechanical Systems and Signal Processing. 2007, 21 : 780 -794.

二级参考文献16

  • 1杨福生.小波变换的工程分析与应用[M].北京:科学出版社,2000..
  • 2AH Harker,at al. Ultrasonic Propagation inslurries [J], Ultrasonic, 1991,29 ( 11 )
  • 3Baldev Raj. Hallai C. Kulcsar P at al. Nondestructive Testing[J] ,Elsevier Science Publishers ,B. V, 1992: 2
  • 4Mcnab A. Dunlop I. Hallai C et. al. Non-destructive Testing [J], Elsevier Science Publishers,B. V, 1992:974
  • 5Treichler JR. Transient and convergent behavior of the adaptive line enhance[J]. IEEE Trans,2001,27(1):53-62
  • 6Grosmann A. Wavelet Transform and Edge Detection in Stochastic Proess in Physics and Engineering [M]: New York, Rober Pub Company,1986:66
  • 7Mallat S G. Signularity Detection and Processing with Wavelets [J]. IEEE Trans. Inform. Theory. 1992(38): 617-643
  • 8崔锦泰[美]著 程正兴译.小波分析导论[M].西安:西安交通大学出版社,1995.10-55.
  • 9沈颖 Vol No.信号相关分析及其在工程测试中的应用[J].石油仪器,2001,6:16-16.
  • 10潘泉,戴冠中,张洪才,张磊.基于阈值决策的子波域去噪方法[J].电子学报,1998,26(1):115-117. 被引量:59

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