Lamb waves in a clamped and a partially clamped elastic layer

被引:0
作者
S. V. Kuznetsov
机构
[1] Russian Academy of Sciences,A. Ishlinsky Institute for Problems in Mechanics
来源
Mechanics of Solids | 2015年 / 50卷
关键词
Lamb wave; anisotropy; dispersion; Cauchy formalism;
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学科分类号
摘要
The Lamb wave propagation in an anisotropic clamped or partially clamped (one side is free and the other side is clamped) elastic layer is studied by using the six-dimensional complex Cauchy formalism. The dispersion relations for Lamb waves in a clamped or partially clamped layer with arbitrary elastic anisotropy are obtained in closed form.
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页码:81 / 95
页数:14
相关论文
共 106 条
[1]  
Rayleigh JW(1889)On the Free Vibrations of an Infinite Plate of homogeneous Isotropic Elastic Matter Proc. Math. Soc. London 20 225-234
[2]  
Lamb H(1889)On the Flexure of an Elastic Plate Proc. Math. Soc. London 21 70-90
[3]  
Lamb H(1917)On Waves in an Elastic Plate Proc. Roy. Soc. A 93 114-128
[4]  
Rayleigh JW(1885)On Wave Propagation along the Plane Surface of an Elastic Solid Proc. Math. Soc. London 17 4-11
[5]  
Jeffreys H(1935)The Surface Waves of Earthquakes Geophys. J. Int. 3 253-261
[6]  
Gogoladze V G(1947)Rayleigh Wave Dispersion in a Layer Trudy Seism. Inst. AN SSSR 119 27-38
[7]  
Wilson J T(1948)On the North Atlantic Basin as Determined from Rayleigh Wave Dispersion Bull. Seism. Soc. Am. 38 41-53
[8]  
Baykal O(1951)Dispersion in Seismic Surface Waves Geophys. 16 63-80
[9]  
Dobrin M B(1990)The Variation, with the Poisson Ratio, of Lamb Modes in a Free Plate. I: General Spectra J. Sound Vibrat. 137 209-230
[10]  
Freedman A(1990)The Variation, with the Poisson Ratio, of Lamb Modes in a Free Plate. II: At Transitions and Coincidence Values J. Sound Vibrat. 137 231-247