Estimation of dispersion curves by combining effective elastic constants and SAFE method: a case study in a plate under stress

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hdl:2117/107212
Document typeArticle
Defense date2017
PublisherInstitute of Physics (IOP)
Rights accessOpen Access
Abstract
This paper presents an approach to calculate dispersion curves for homogeneous and isotropic plates subject to stress, via Semi-Analytical Finite Element and the Effective Elastic Constants, since stresses in the waveguide modify the phase and group velocities of the lamb waves. In the proposed methodology an isotropic specimen subjected to anisotropic loading is
emulated by proposing an equivalent stress-free anisotropic specimen. This approximation
facilitates determining the dispersion curves by using the well-studied numerical solution for the
stress-free cases. The lamb wave in anisotropic materials can be studied by means of the Effective Elastic Constants, which reduces the complexity of the numerical implementation. Finally, numerical data available in literature were used to validate the proposed methodology, where it could be demonstrated its effectiveness as approximated method.
CitationQuiroga , J., Mujica, L.E., Villamizar, R., Ruiz, M., Camacho-Navarro, J. Estimation of dispersion curves by combining effective elastic constants and SAFE method: a case study in a plate under stress. "Journal of physics: conference series", 2017, vol. 842, núm. 1, p. 1-10.
ISSN1742-6588
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