0000000000617177

AUTHOR

Kévin Verdière

showing 3 related works from this author

Impact Test and Mixture Approach to the Study of the Acoustic Properties of Rigid Frame Porous Materials with Functionally Graded Macroscopic Physica…

2014

International audience

[SPI]Engineering Sciences [physics][SPI] Engineering Sciences [physics]ComputingMilieux_MISCELLANEOUS
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Transfer matrix modeling and numerical verification of locally reacting acoustic mosaics

2012

International audience; This paper deals with the modeling of the acoustic behavior (absorption and transmission) of an acoustic mosaic having heterogeneous surface properties. On the surface, the material can be viewed as a collection of independent cells reacting locally. Each cell is filled with an absorbent material different from its neighbors. Such a mosaic may be seen as a generalization of the typical case of a honeycomb liner filled with absorbent materials. The originality of the study lies in the modeling of such heterogeneous material by an Admittance Sum Method (ASM) and a Transfer Matrix Method (TMM). The transfer matrix modeling of the heterogeneous material uses the summatio…

[SPI]Engineering Sciences [physics][SPI] Engineering Sciences [physics]
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Transfer matrix method applied to the parallel assembly of sound absorbing materials

2013

International audience; The transfer matrix method (TMM) is used conventionally to predict the acoustic properties of laterally infinite homogeneous layers assembled in series to form a multilayer. In this work, a parallel assembly process of transfer matrices is used to model heterogeneous materials such as patchworks, acoustic mosaics, or a collection of acoustic elements in parallel. In this method, it is assumed that each parallel element can be modeled by a 2 × 2 transfer matrix, and no diffusion exists between elements. The resulting transfer matrix of the parallel assembly is also a 2 × 2 matrix that can be assembled in series with the classical TMM. The method is validated by compar…

Diffusion (acoustics)Materials scienceAcoustics and UltrasonicsDiscretizationSeries (mathematics)AcousticsTransfer-matrix method (optics)Mathematical analysis02 engineering and technology021001 nanoscience & nanotechnology01 natural sciencesTransfer matrixFinite element methodMatrix (mathematics)[SPI]Engineering Sciences [physics]Arts and Humanities (miscellaneous)0103 physical sciences0210 nano-technology010301 acousticsParallel array
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