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表面垂直裂痕诱发瑞利波散射的数值分析 被引量:6

Numerical simulation of scattering of Rayleigh wave by a surface-breaking crack
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摘要 激光激发的声表面波为材料表面缺陷的检测提供了有力的工具。针对含缺陷材料在模型边界上的复杂性,建立了基于平面应变的有限元模型并选取了相同厚度但含有不同深度的表面裂痕的单层铝板进行了对比计算,得到了声表面波经过不同深度的表面裂痕时产生的反射及透射信号波形的时域特征。进而引入了基于Wigner-Ville分布理论的时-频分析方法计算裂痕前、后散射的瞬态表面波的能量在时间-频率平面内分布的情形。结果显示:声表面波接近中心频率的某一频率成分在经过深度小于其中心波长的表面缺陷时,随着裂痕深度的增加,对应于该频率的反射系数呈现单调递增的趋势;而透射系数呈现递减的特征,这一结果可以为激光超声检测表面缺陷提供一种定量的表征手段。 Surface-breaking cracks can be detected by observing their interaction with surface acoustic waves generated by the pulsed laser. Taking into consideration the complicated boundary of the material with a surface crack, an optimized finite element model based on the plane strain is developed to simulate the scattered surface acoustic waves propagated on an A1 plate with varied depth surface-breaking crack. From this we attained the characteristics of reflected and transmitted Rayleigh wave from the crack. Furthermore, we introduced Wigner-Ville theory to analysis the spectrogram of the two signals recorded on both sides of the surface crack. The results show that for the certain frequency component, the reflection coefficient becomes larger as the depth of the surfacebreaking crack increased; while the transmission coefficient appears to be smaller. This establishes a quantitative basis for the application of laser ultrasonics in nondestructive evaluation of the inaterial properties.
出处 《应用声学》 CSCD 北大核心 2006年第3期138-144,共7页 Journal of Applied Acoustics
基金 国家自然科学基金资助项目(60208004) (60578015)教育部高校优秀青年教师奖励计划资助(2003-2008)
关键词 激光激发 瑞利波 有限元法 WIGNER-VILLE分布 Laser generation, Rayleigh wave, Finite element method, Wigner-Villedistribution
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参考文献18

  • 1Mendelsohn D A,Achenbach J D,Keer L M.Wave Motion,1980,2:277~292.
  • 2Kundu T,Mal A K.Journal of Applied Mechanics,1981,48:570~576.
  • 3Irene Arias,Jan D Achenbach.Int.J.Solids and Structures,2003,40:6917~6935.
  • 4Hideo Cho,Shingo Ogawa,Mikio Takemoto.NDT&E International,1996,29(5):301~306.
  • 5Clorennec D,Royer D,Walaszek H.Ultrasonics,2002,40:783~789.
  • 6高会栋,沈中华,徐晓东,张淑仪.固体中脉冲激光激发声表面波的理论研究[J].应用声学,2002,21(5):19-24. 被引量:8
  • 7Jeremy A Cooper,Ross A Crosbie,Richard J Dewhurst et al.IEEE Trans.UFFC,1986,UFFC-33:462~470.
  • 8Shan Q,Dewhurst R J.Appl.Phys.Lett.,1993,62(21):2649~2651.
  • 9Liu S-W,Sung J-Cm Chang C-S.Int.J.Engng.Sci.,1996,34(9):1059~1075.
  • 10Younho Cho,Joseph L Rose.Int.J.Solids Structures,2000,37:4103~4124.

二级参考文献13

  • 1袁易全.近代超声原理与应用[M].南京:南京大学出版社,1996.170-173.
  • 2A. F. McDonal. On the precursor in laser generated uhrasound waveforms in metals [J]. Appl. Phys.Lett., 1990, 56(3):230-232.
  • 3L. R. F. Rose. Point source representation for laser-generated ultrasound [J]. J. Acoust. Soc. Am. , 1984, 75(3):723-732.
  • 4J. C. Cheng. S. Y. Zhang. L. Wu, Excitations of thermoelastic waves in plates by a pulsed laser [J]. Appl.Phys. A: Mater. Sci. Process. 1995, A61(3):311-319.
  • 5J. C. Cheng, S. Y. Zhang. Quantitative theory for lasergenerated Lamb waves in orthotropic thin plates [J]. Appl.Phys. Lett., 1999, 74(14):2087-2089.
  • 6Zhonghua Shen, Shuyi Zhang, Jianchun Cheng. Theoretical study on SAW generated by laser pulse in solids [J]. Analytical,Science. 2001. 17:s201-s207.
  • 7J. N. Reddy. An hltroduction to the Finite Element Method[M]. New York: McGraw-Hill,1993, 2nd Edition.
  • 8R. D. Cook, D. S . Malkus, M. E. Plesha. Concepts and Applications of Finite Element Analysis [M]. New York: John Wiley, 1989, 3rd Edition.
  • 9W. M. Rohsenow. J. P. Hartnett, E. N. Ganic. Handbook of Heat Transferfundamentals[M]. New York: McGraw-Hill Book Company, 1985, 2nd Edition.
  • 10Franc Keith, S. B. Mark. Principles of Heat Transfer [M].New York: Harper and Row. 1986, Forth Edition.

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