Wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme

A systematic expression quantifying the wave energy skewing phenomenon as a function of the mechanical characteristics of a non-isotropic structure is derived in this study. A structure of arbitrary anisotropy, layering and geometric complexity is modelled through Finite Elements (FEs) coupled to a...

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Main Author: Chronopoulos, Dimitrios
Format: Article
Published: Elsevier 2017
Subjects:
Online Access:https://eprints.nottingham.ac.uk/36085/
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author Chronopoulos, Dimitrios
author_facet Chronopoulos, Dimitrios
author_sort Chronopoulos, Dimitrios
building Nottingham Research Data Repository
collection Online Access
description A systematic expression quantifying the wave energy skewing phenomenon as a function of the mechanical characteristics of a non-isotropic structure is derived in this study. A structure of arbitrary anisotropy, layering and geometric complexity is modelled through Finite Elements (FEs) coupled to a periodic structure wave scheme. A generic approach for efficiently computing the angular sensitivity of the wave slowness for each wave type, direction and frequency is presented. The approach does not involve any finite differentiation scheme and is therefore computationally efficient and not prone to the associated numerical errors.
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spelling nottingham-360852020-05-04T19:58:55Z https://eprints.nottingham.ac.uk/36085/ Wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme Chronopoulos, Dimitrios A systematic expression quantifying the wave energy skewing phenomenon as a function of the mechanical characteristics of a non-isotropic structure is derived in this study. A structure of arbitrary anisotropy, layering and geometric complexity is modelled through Finite Elements (FEs) coupled to a periodic structure wave scheme. A generic approach for efficiently computing the angular sensitivity of the wave slowness for each wave type, direction and frequency is presented. The approach does not involve any finite differentiation scheme and is therefore computationally efficient and not prone to the associated numerical errors. Elsevier 2017-01 Article PeerReviewed Chronopoulos, Dimitrios (2017) Wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme. Ultrasonics, 73 . pp. 43-48. ISSN 0041-624X Wave Steering; Composite Structures; Energy skewing; Caustics; Wave Finite Elements http://www.sciencedirect.com/science/article/pii/S0041624X16301536?np=y doi:10.1016/j.ultras.2016.08.020 doi:10.1016/j.ultras.2016.08.020
spellingShingle Wave Steering; Composite Structures; Energy skewing; Caustics; Wave Finite Elements
Chronopoulos, Dimitrios
Wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme
title Wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme
title_full Wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme
title_fullStr Wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme
title_full_unstemmed Wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme
title_short Wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme
title_sort wave steering effects in anisotropic composite structures: direct calculation of the energy skew angle through a finite element scheme
topic Wave Steering; Composite Structures; Energy skewing; Caustics; Wave Finite Elements
url https://eprints.nottingham.ac.uk/36085/
https://eprints.nottingham.ac.uk/36085/
https://eprints.nottingham.ac.uk/36085/