1. Guided wave characteristics in anisotropic cylindrical structure.
- Author
-
Raghib, R., Khalfi, H., Naciri, I., Benami, A., Yu, J., Elmaimouni, L., and Belkassmi, Y.
- Subjects
- *
ANISOTROPIC crystals , *MATHEMATICAL models - Abstract
This work presents a study of the propagation characteristics in anisotropic solid and hollow homogeneous cylinders of infinite length using a polynomial method. The boundary conditions are automatically included into constitutive equations and subsequently into wave equations using the rectangular window function. The dispersion curves and displacement distributions are calculated for two anisotropic cases, cubic and hexagonal. To highlight the method's capabilities, the mathematical model is verified using numerical results obtained from solid and hollow anisotropic cylinders when normalized frequencies are compared to the results available in the literature in order to validate our method and the associated program. The suggested approach has a short convergence time and can accurately find all-acoustic eigenmodes regardless of their type. High accuracy is found between our results and the results reported in the literature. [ABSTRACT FROM AUTHOR]
- Published
- 2023
- Full Text
- View/download PDF