Mach Number Dependence of Tone Generation by Impinging Round Jets

Author:

Varé Mathieu1ORCID,Bogey Christophe1ORCID

Affiliation:

1. University of Lyon, École Centrale de Lyon, INSA Lyon, Université Claude Bernard Lyon I, CNRS, F-69134 Ecully, France

Abstract

The Mach number dependence of tone generation by jets impinging on a plate is investigated using large-eddy simulations, for seven jets at Mach numbers [Formula: see text] between 0.6 and 1.3 and a nozzle-to-plate distance of 8 nozzle radii. For [Formula: see text], the upstream sound radiation is broadband, whereas for [Formula: see text], tones emerge in the near-nozzle spectra, highlighting the establishment of feedback loops. The tone frequencies are consistent with those for aeroacoustic feedback loops between the nozzle and the plate, and exhibit a staging behavior with the Mach number, staying inside or close to the ranges of the upstream-traveling free-stream guided jet waves predicted by a vortex-sheet model. The azimuthal and radial structures of the pressure fields at the tone frequencies agree with those of these waves closing the loops. The selection of the dominant tone and the staging behavior are discussed by evaluating the power gains of the shear-layer instability waves between the nozzle and the plate using linear stability. In most cases, the dominant tones emerge at the possible tone frequencies with the highest gain. For [Formula: see text], the gain of the instability waves at the frequency of the guided jet waves most likely to close feedback mechanisms is lower than the gain peak values, possibly contributing to the absence of resonance.

Funder

ArianeGroup

Direction Générale de l’Armement

Publisher

American Institute of Aeronautics and Astronautics (AIAA)

Subject

Aerospace Engineering

Reference58 articles.

1. NeuwerthG. “Acoustic Feedback of a Subsonic and Supersonic Free Jet Which Impinges on an Obstacle,” NASA TT F-15719, 1974.

2. PreisserJ. S. “Fluctuating Surface Pressure and Acoustic Radiation for Subsonic Normal Jet Impingement,” NASA TP-1361, 1979.

3. Dynamics of an impinging jet. Part 1. The feedback phenomenon

4. Dynamics of an impinging jet. Part 2. The noise generation

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