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Wave scattering in coupled composite plates

Aimakov, Nurkanat; Tanner, Gregor; Chronopoulos, Dimitrios

Authors

Nurkanat Aimakov

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GREGOR TANNER GREGOR.TANNER@NOTTINGHAM.AC.UK
Professor of Applied Mathematics

Dimitrios Chronopoulos



Abstract

Establishing the wave propagation characteristics at plate junctions is of great importance in the prediction of vibrational energy transmission across complex structures. A hybrid approach combining the finite element (FE) and the wave finite element (WFE) method at interconnects between flat, isotropic plates has recently been established for calculating reflection and transmission coefficients. The method is based on modelling joints such as an L-shaped joint with FE with boundary conditions given by the solutions of the WFE method for the infinite plate. We extend this method to study two dimensional anisotropic plates. Numerical results for the bending wave transmission across coplanar and L-shaped junctions are presented. Comparisons of numerically predicted scattering coefficients with analytical solutions for selected structures are used to validate the model. The results obtained are important for Statistical Energy Analysis (SEA) and Dynamical Energy Analysis (DEA) based calculations of wave energy distribution of the full structure.

Citation

Aimakov, N., Tanner, G., & Chronopoulos, D. (2018). Wave scattering in coupled composite plates. In INTER-NOISE and NOISE-CON Congress and Conference Proceedings ,NOVEM 2018 (421-431)

Presentation Conference Type Conference Paper (Published)
Conference Name Noise and Vibration Emerging Methods - NOVEM 2018
Start Date May 7, 2018
End Date May 11, 2018
Acceptance Date Mar 11, 2018
Online Publication Date Dec 1, 2018
Publication Date Dec 1, 2018
Deposit Date Jun 16, 2021
Pages 421-431
Series ISSN 0736-2935
Book Title INTER-NOISE and NOISE-CON Congress and Conference Proceedings ,NOVEM 2018
Public URL https://nottingham-repository.worktribe.com/output/5688824
Publisher URL https://www.ingentaconnect.com/content/ince/incecp/2018/00000257/00000001/art00043#


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