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Royal Society London A , , Sugimoto, P. Bettess and J. Bettess, O.

Prof. Jon Trevelyan - Home page - Publications

Laghrouche, J. Shirron, B. Peseux, R. Sugimoto and J. Bettess , Plane wave approximation in the direct collocation boundary element method for radiation and wave scattering by smooth objects: numerical aspects and applications, Journal of Sound and Vibration , 5 , Bettess , Wave boundary elements for acoustic computations, Journal of Computational Acoustics , 11 2 , Trevelyan, S.

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Spence Trevelyan, M. Numerical steepest descent evaluation of 2D partition of unity boundary integrals for Helmholtz problems. In this paper, such models with acoustic losses are applied to an acoustic metamaterial. Metamaterials are structures formed by smaller, usually periodic, units showing remarkable physical properties when observed as a whole. Acoustic losses are relevant in metamaterials in the millimeter scale.

Boundary Element Method: Applications in Sound and Vibration

In addition, their geometry is intricate and challenging for numerical implementation. The results are compared with existing measurements. Downloaded 91 times. Received 31 May Accepted 3 October System Upgrade on Feb 12th During this period, E-commerce and registration of new users may not be available for up to 12 hours. For online purchase, please visit us again.

Journal of Computational Acoustics Vol. Marburg and M. Ochmann No Access. Keywords: Boundary element method acoustic metamaterials viscous and thermal acoustic losses.

Archives of Acoustics

References 1. Guenneau eds. Cummer, J. Christensen and A. Morse and K. Google Scholar 4.

Juhl , An axisymmetric boundary element formulation of sound wave propagation in fluids including viscous and thermal losses , J. Internoise , 15—18 September , Innsbruck, Austria. Google Scholar 6. Google Scholar 7.

RTU UNIT 4 (Rayleigh - Ritz Method)

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