Interaction of a Guided Wave with a Crack in an Embedded Multilayered Anisotropic Plate: Global Matrix with Laplace Transform Formalism
Author:
Publisher
Elsevier BV
Subject
General Engineering
Reference6 articles.
1. Lowe, M.J. S., 1995. Matrix Techniques for Modeling Ultrasonic Waves in Multilayered Media. IEEE Trans. Ultrasonics Ferroel. Freq. Contr. 42, 525-542.
2. Wang, Y.S., Gross, D., 2001. Transfer matrix method of wave propagation in a layered medium with multiple interface cracks: Antiplane case. J. Appl. Mech. 68, 499-503.
3. Vacossin, B., Potel, C., Gatignol, P., de Belleval, J.F., 2009. Interaction of a monochromatic ultrasonic beam with a finite length defect at the interface between two anisotropic layers - Kirchhoff approximation and Fourier representation. IEEE Trans. Ultrasonics Ferroel. Freq. Contr. 56, 2251-2267.
4. Bedrici, N., Gatignol, P., Potel, C., 2009. An iterative method for the interaction between a bounded beam and an interface defect in solids, under Kirchhoff approximation. Acta Acustica united with Acustica 95, 189-202.
5. Ducasse, E., Deschamps, M., 2012. A nonstandard wave decomposition to ensure the convergence of Debye series for modeling wave propagation in an immersed anisotropic elastic plate. Wave Motion, 49, 745-764.
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