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An empirical model of noise sources in subsonic jets

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journal contribution
posted on 2023-09-25, 11:50 authored by U Karban, B Bugeat, A Towne, L Lesshafft, A Agarwal, P Jordan
Modelling the noise emitted by turbulent jets is made difficult by their acoustic inefficiency: only a tiny fraction of the near-field turbulent kinetic energy is propagated to the far field as acoustic waves. As a result, jet-noise models must accurately capture this small, acoustically efficient component hidden among comparatively inefficient fluctuations. In this paper, we identify this acoustically efficient near-field source from large-eddy simulation data and use it to inform a predictive model. Our approach uses the resolvent framework, in which the source takes the form of nonlinear fluctuation terms that act as a forcing on the linearised Navier–Stokes equations. First, we identify the forcing that, when acted on by the resolvent operator, produces the leading spectral proper orthogonal decomposition modes in the acoustic field for a Mach 0.4 jet. Second, the radiating components of this forcing are isolated by retaining only portions with a supersonic phase speed. This component makes up less than 0.05 % of the total forcing energy but generates most of the acoustic response, especially at peak (downstream) radiation angles. Finally, we propose an empirical model for the identified acoustically efficient forcing components. The model is tested at other Mach numbers and flight-stream conditions and predicts noise within 2 dB accuracy for a range of frequencies, downstream angles and flight conditions.

Funding

Clean Sky 2 Joint Undertaking under the European Union's Horizon 2020 research and innovation programme under grant agreement no. 785303

U.K. received funding from TUBITAK 2236 Co-funded Brain Circulation Scheme 2 (project no. 121C061). A.T. was supported in part by ONR grant N00014-22-1-2561.

History

Author affiliation

School of Engineering, University of Leicester

Version

  • VoR (Version of Record)

Published in

Journal of Fluid Mechanics

Volume

965

Publisher

Cambridge University Press (CUP)

issn

0022-1120

eissn

1469-7645

Copyright date

2023

Available date

2023-09-25

Language

en

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