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EDGE LOCALISED BENDING WAVES IN ANISOTROPIC MEDIA: ENERGY AND DISPERSION

机译:各向异性介质中的边缘局部弯曲波:能量和色散

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摘要

Existence, dispersion properties, velocities and energy of waves, localized near the stress-free edge of thin anisotropic plates, are investigated. Some qualitatively new effects are shown: velocity of Rayleigh type waves can be not minimal between bending waves; wave decay takes place with oscillations; under some type of anisotropy power flow can equal zero, and can change the sign. The famous Leontovich-Lighthill theorem does not hold any longer; despite the same sign of the phase and group velocities the power flow can have the same and opposite sign.
机译:研究了存在于各向异性薄板无应力边缘附近的波的存在,色散特性,速度和能量。从质量上显示了一些新的效果:在弯曲波之间,瑞利型波的速度可能不最小;波的衰减随着振荡而发生;在某种各向异性下,潮流可以等于零,并且可以改变正负号。著名的Leontovich-Lighthill定理不再成立。尽管相位和群速度的符号相同,但是功率流可以具有相同和相反的符号。

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