1. Global linear stability of a model subsonic jet
- Author
-
Peter J. Schmid, Patrick Huerre, Lutz Lesshafft, and Xavier Garnaud
- Subjects
Physics ,Jet (fluid) ,Classical mechanics ,Amplitude ,Turbulence ,Mode (statistics) ,Rotational symmetry ,Wavenumber ,Mechanics ,Stability (probability) ,Linear stability - Abstract
The global stability of a subsonic jet is investigated using a model base ow designed to t experimental results for turbulent mean ows. Eigenmodes are computed for axisymmetric perturbations in order to investigate the nature of typically observed large-scale coherent oscillations (\preferred mode"). We do not nd evidence that this preferred mode corresponds to the least damped global mode. Non-modal stability is also considered through the computation of optimal perturbations. Although non-axisymmetric perturbations (in particular for azimuthal wavenumber m = 1) are subject to larger transient growth, these reach their peak amplitude far downstream of the potential core, and therefore they are less likely to be observed.
- Published
- 2011
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