多层弹性半空间中的Love波:一种改进的正交多项式方法

Bo Zhang, Jiangong Yu, Xiaoming Zhang
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引用次数: 0

摘要

Maradudin于1972年首次提出了求解均匀半无限楔形声波的Laguerre正交多项式。然而,该方法只能在相邻两层材料性质没有明显变化的情况下处理多层结构。为了克服传统多项式方法的不足,本文提出了一种改进的正交多项式方法来研究Love波在半空间中的传播。通过与已有参考结果的比较,验证了改进多项式方法的正确性。给出了Love波在多层弹性半空间中的色散曲线。
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Love waves in multilayered elastic half-space: An improved orthogonal polynomials method
Maradudin firstly proposed Laguerre orthogonal polynomial to solve the acoustic waves in homogeneous semi-infinite wedges in 1972. However, the approach can deal with the multilayered structures only when there is no significant change for the material properties of two adjacent layers. In order to overcome the drawbacks of the conventional polynomial approach, this paper proposed an improved orthogonal polynomial method to investigate the propagation of Love waves in a half-space. Comparison with the available reference results confirmed the correctness of the improved polynomial approach. The dispersion curves of Love waves in a multilayer elastic half-space are illustrated.
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