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圆管中激光激发表面瑞利波极性的有限元分析 被引量:4

Analysis of Laser-Induced Surface Rayleigh Wave′s Polarity in Hollow Cylinders by Finite Element Method
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摘要 用有限元方法数值模拟了脉冲线源激光作用于厚铝管时产生的温升以及由此温升而产生的表面声波的情况,得到了逆时针向探测点和波源之间角度从=5°到=180°范围内一系列表面法向位移的时域波形,并对相同厚度不同外径的铝管的表面波进行对比。数值结果表明表面声波中显著的波为掠面纵波、头波和瑞利波,第一个瑞利波脉冲的极性在传播过程中发生了倒转现象,逆时针向看探测点离波源的角度,当较小时瑞利波脉冲是单极性的(负的),随着角度的增大,瑞利波脉冲逐渐变为双极性的,且双极性中正向极性逐渐增大,到=90°时变为完全双极性(正向和负向对称)。随着角度的进一步增加,双极性中负向极性逐渐减小,到=180°时瑞利波脉冲又变为单极性(正的)。不考虑衍射效应时,圆管中第一个瑞利波脉冲的极性和试样的尺寸无关,仅和探测点离波源的角度相关。 The transient temperature fields and the surface acoustic waves generated by a pulsed line-source laser in thick hollow cylinders are analyzed by using a finite element method. A series of the time domain waveforms of the surface normal displacements are shown for different angles between the source and the detection point from Ф=5° to Ф=180° in an anti-clockwise direction. And the surface acoustic waves generated in hollow cylinders with the same thickness and the different outer radii are compared. The numerical results denoted that the main features of the surface waves are three kinds of waves-the surface skimming longitudinal wave, head wave and the Rayleigh wave. And the first Rayleigh pulse's polarity changes gradually with the propagating angle increment. The Rayleigh pulse is monopolar (negative) near the source, becomes bipolar completely at the point of Ф =90° and monopolar (positive) atФ=180°. If neglected the diffraction effects, the polarity of the first Rayleigh pulse is only determined by the angle between the source and the detection point, and not related to the size of the specimen.
出处 《中国激光》 EI CAS CSCD 北大核心 2006年第6期765-769,共5页 Chinese Journal of Lasers
基金 国家自然科学基金(60208004) 江南大学青年科学基金(2005LQN0021)资助项目
关键词 激光光学 脉冲线源激光 瑞利波极性 有限元方法 圆管 laser optics pulsed line-source laser Rayleigh wave's polarity finite element method hollow cylinder
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  • 1龚育良,王晓东,张蓉.用共焦法布里-珀罗干涉仪探测固体表面超声脉冲的研究[J].中国激光,1994,21(8):639-644. 被引量:7
  • 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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