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A layerwise semi-analytical method for modeling guided wave propagation in laminated and sandwich composite strips with induced surface excitation

机译:层状半解析法模拟带夹层和夹层复合材料中诱导表面激励的导波传播

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摘要

A semi-analytical method for the quick and robust solution of guided waves excited in infinite laminated composite strips is presented. In the proposed method, the response of the strip is constructed in time space domain directly from the governing wave equations, assuming a layerwise variation of the through the-thickness displacement components. Analytical Fourier transforms, with respect to time and space, provide the transformed response in the frequency-wavenumber domain. Dispersive modal properties for the structure are extracted. Finally, the time transient response of the propagative guided waves is calculated using two inverse Fourier transforms, the first is calculated via the Cauchy's residue theorem, whereas the second is numerically computed. Various numerical results are presented for isotropic, cross ply composite laminate and sandwich strips and are compared with results from other reported methods as well as with experimental results in composite strips. (C) 2016 Elsevier Masson SAS. All rights reserved.
机译:提出了一种半解析方法,用于快速,鲁棒地求解无限叠层复合带材中的导波。在所提出的方法中,假设直通厚度位移分量有逐层变化,则直接从控制波动方程在时域中构造带钢的响应。相对于时间和空间的解析傅立叶变换提供了频率波数域中的变换后响应。提取结构的分散模态特性。最后,使用两个傅里叶逆变换来计算传播导波的时间瞬态响应,第一个通过柯西残差定理计算,而第二个通过数值计算。给出了各向同性,交叉层复合层压板和夹心条的各种数值结果,并将其与其他报道方法的结果以及复合条中的实验结果进行了比较。 (C)2016 Elsevier Masson SAS。版权所有。

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