Flow coherent structures and frequency signature: application of the dynamic modes decomposition to open cavity flow
Identifieur interne : 001E56 ( Istex/Corpus ); précédent : 001E55; suivant : 001E57Flow coherent structures and frequency signature: application of the dynamic modes decomposition to open cavity flow
Auteurs : F. Lusseyran ; F. Guéniat ; J. Basley ; C L Douay ; L R Pastur ; T M Faure ; P J SchmidSource :
- Journal of Physics: Conference Series [ 1742-6596 ] ; 2011-12-22.
English descriptors
- KwdEn :
- Amplitude spectrum, Cavity geometry, Centrifugal instability, Coherent structures, Conference series, Discrete fourier, Dominant frequencies, Dynamic mode decomposition, Dynamic modes decomposition, Eckman layers, Eld, European turbulence conference, Evolution operator, Experimental data, Fluid mech, Fourier, Green circles, Gure, Koopman operator, Linear mapping, Longitudinal, Longitudinal plane, Main frequencies, Open cavity, Orsay cedex, Permanent regime, Progressive wave, Proper orthogonal decomposition, Real part, Reynolds numbers, Shear layer, Spanwise, Spanwise mode, Spanwise plane, Spectral components, Spectral signature, Time behavior, Time scales, Transversal walls, Unit circle.
- Teeft :
- Amplitude spectrum, Cavity geometry, Centrifugal instability, Coherent structures, Conference series, Discrete fourier, Dominant frequencies, Dynamic mode decomposition, Dynamic modes decomposition, Eckman layers, Eld, European turbulence conference, Evolution operator, Experimental data, Fluid mech, Fourier, Green circles, Gure, Koopman operator, Linear mapping, Longitudinal, Longitudinal plane, Main frequencies, Open cavity, Orsay cedex, Permanent regime, Progressive wave, Proper orthogonal decomposition, Real part, Reynolds numbers, Shear layer, Spanwise, Spanwise mode, Spanwise plane, Spectral components, Spectral signature, Time behavior, Time scales, Transversal walls, Unit circle.
Url:
DOI: 10.1088/1742-6596/318/4/042036
Links to Exploration step
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