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Prediction of the nonlinear response of an acoustically forced flow with linearized Navier-Stokes equations

机译:用线性化Navier-Stokes方程预测声学强制流动的非线性响应

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The prediction of self-sustained aeroacoustic oscillations has been the topic of numerous of theoretical studies, but obtaining quantitative predictions on practical configurations is still challenging. In this study we use particle image velocimetry to record flow data at an acoustically excited T-Junction subject to low-Mach grazing flow. Data is recorded for several acoustic excitation amplitudes and frequencies. This allows to formulate a model predicting the non-linear response of the system with Navier-Stokes equations linearized around different mean flows measured with different excitation amplitudes and frequencies. This linearized perturbation approach gives a good prediction of the spatial repartition of the velocity fluctuations and predicts their amplitude to a reasonable degree. The test rig serves as a surrogate for the aeroacoustic behavior of deep closed cavities.
机译:对自我持续的航空振荡的预测是众多理论研究的主题,但是获得实际配置的定量预测仍然具有挑战性。 在该研究中,我们使用粒子图像速度测量法在声学兴奋的T型接头处记录流动数据,该流动的低马赫放牧流动。 记录多个声学激发幅度和频率的数据。 这允许制备预测系统的具有线性化的系统的非线性响应,以不同的激励幅度和频率测量的不同平均流程。 这种线性化的扰动方法良好地预测了速度波动的空间重置,并将其幅度预测到合理度。 试验台用作深层封闭腔的喷气沟行为的替代品。

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