Search results for "Acoustic propagation"

showing 2 items of 2 documents

Non-reflecting boundary conditions for acoustic propagation in ducts with acoustic treatment and mean flow

2011

We consider a time-harmonic acoustic scattering problem in a 2D infinite waveguide with walls covered with an absorbing material, in the presence of a mean flow assumed uniform far from the source. To make this problem suitable for a finite element analysis, the infinite domain is truncated. This paper concerns the derivation of a non-reflecting boundary condition on the artificial boundary by means of a Dirichlet-to-Neumann (DtN) map based on a modal decomposition. Compared with the hard-walled guide case, several difficulties are raised by the presence of both the liner and the mean flow. In particular, acoustic modes are no longer orthogonal and behave asymptotically like the modes of a …

Numerical AnalysisScatteringApplied MathematicsMathematical analysisGeneral EngineeringBoundary (topology)Geometry01 natural sciencesFinite element methodDomain (mathematical analysis)010305 fluids & plasmas010101 applied mathematics0103 physical sciencesAcoustic propagationWaveguide (acoustics)Mean flowBoundary value problem0101 mathematicsMathematicsInternational Journal for Numerical Methods in Engineering
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Modeling by the finite element method of acoustic radiation in waveguides lined with locally or non locally reacting absorbent materials in the prese…

2011

Our concern in this work is the problem of acoustic propagation in guides lined with locally or non locally reacting materials with the presence of mean fluid flow. In several industrial systems such as aircraft jet engines, mufflers exhaust and ventilation systems, noise is mostly channeled outside by guides of more or less complex geometries. A study of waveguides makes it possible to predict and understand the physical phenomena such as refraction, convection, absorption and wave attenuation. In waveguides studies, guides are often considered infinitely long to get rid of some phenomena (reflection for example) at their ends. Solving the problem of acoustic propagation in infinite guides…

[ SPI.OTHER ] Engineering Sciences [physics]/Other[SPI.OTHER] Engineering Sciences [physics]/OtherTransparent boundary conditionAcoustic propagation in waveguidesLocally or non locally reacting absorbent materialEquivalent fluid model[ PHYS.COND.CM-GEN ] Physics [physics]/Condensed Matter [cond-mat]/Other [cond-mat.other]Condition limite transparentePropagation acoustique dans des guides d'ondesMatériau absorbant à réaction localisée ou non localiséeOpérateur DtN[PHYS.COND.CM-GEN] Physics [physics]/Condensed Matter [cond-mat]/Other [cond-mat.other]DtN operatorModèle du fluide équivalent
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