Wang Xiansheng, Wu Junqiang, Lu Bo, Yang Dangguo, Zhou Fangqi «Active control of acoustic resonance in a subsonic cavity flow» Тезисы докладов Шестой открытой Всероссийской (XVIII научно-технической) конференции по аэроакустике (22–27 сентября 2019 г.), с. 182 (2019)

The cavity-type flow often occurs in aeronautic engineering applications. When air flows over a cavity in high speed, flow-induced oscillations usually dominate the flow Held, accompanied by strong aerodynamic noise and acoustic resonance, which always bring about adverse effects on flight safety. An active control method based on the leading edge jet is proposed to suppress the flow-induced oscillations. The leading-edge jet is generated with a large blowing rate by guiding the incoming flow into a channel in front of the cavity. The control method is validated using high-speed wind tunnel experiments. The Mach number of the incoming flow is 0.6–0.9 and the cavity length-depth ratio is 6. The unsteady dynamic pressure measurement provides a way to study the characteristics of the cavity flow- induced oscillation and aeroacoustic loads. The results show that the strongest pressure fluctuation appears near the trailing-edge of the cavity, and the overall sound pressure level can be up to 176 dB. When the upstream injection is formed, the pressure fluctuations inside the cavity can be significantly suppressed not only in the broadband noise but also the cavity tones. The overall sound pressure level in the cavity can be reduced by up to 8 dB. Owing to no need of additional air supply to form high-speed upstream injection, the active control method can effectively suppress the subsonic cavity flow-induced oscillation, and the method provides a potential candidate strategy to control the cavity flow and acoustic resonance in the cavity-type engineering applications.

Yimin Wang, Shuhai Zhang «Numerical simulation of sound wave propagation in typical flow field» Тезисы докладов Шестой открытой Всероссийской (XVIII научно-технической) конференции по аэроакустике (22–27 сентября 2019 г.), с. 284-285 (2019)

It is presented the numerical studies of sound waves propagating in typical flow structures including shock wave, vortex and mixing layer through solving Euler equations and Navier–Stokes equations. The distortion characteristics of wave propagation in these typical flow structures are revealed. The spatial derivatives are discretized by a fifth-order WENO scheme for supersonic case or a sixth-order compact scheme for subsonic case. Time integration is performed by a third-order TVD Runge–Kutta method. The linear Euler equations and nonlinear Euler equations for sound propagating through flow are derived based on Navier–Stokes equations.