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On ultrasonic guided waves in a thin anisotropic layer lying between two isotropic layers

机译:在位于两个各向同性层之间的各向异性薄层中的超声波导波上

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摘要

In this paper, dispersion of guided waves in a three-layered sandwich plate is considered. The focus here is on a configuration consisting of a thin anisotropic layer sandwiched between two identical isotropic layers. This configuration could model, for example, a superconducting tape where the middle layer is a brittle superconductor and the surrounding layers are isotropic and ductile. An approximate dispersion relation correct to O(h) governing the guided waves is obtained by expanding the field inside the thin middle layer in powers of the small thickness h of the layer. Numerical examples are given for two specific systems with superconducting middle layers. Some characteristic features, particularly at low frequencies, are investigated. Comparison between the exact and approximate dispersion relations are made to show that the approximation works well in the frequency interval of interest. The characteristic features may be useful for ultrasonic measurements of the anisotropic elastic constants of the thin layer.
机译:在本文中,考虑了三层夹心板中的导波色散。这里的重点是由夹在两个相同的各向同性层之间的各向异性薄层组成的配置。例如,这种配置可以对超导带进行建模,其中中间层是脆性超导体,而周围的层则是各向同性和可延展的。通过以薄层h的小厚度h的幂来扩展薄中间层内部的场,可以获得对控制导波的O(h)正确的近似色散关系。给出了具有超导中间层的两个特定系统的数值示例。研究了一些特征,特别是在低频下。通过比较精确的色散关系和近似的色散关系,可以看出该近似在感兴趣的频率间隔内效果很好。这些特征对于薄层的各向异性弹性常数的超声测量可能是有用的。

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