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首页> 外文期刊>Journal of Fluid Mechanics >Investigation of supersonic twin-jet coupling using spatial linear stability analysis
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Investigation of supersonic twin-jet coupling using spatial linear stability analysis

机译:使用空间线性稳定性分析研究超音速双喷射耦合

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摘要

The present work focuses on the study of the resonance and coupling of an underexpanded circular twin-jet system operating at a nozzle pressure ratio of . Particle image velocimetry data from previous work were revisited, and a symmetry-imposed proper orthogonal decomposition (POD) was performed. It is shown that the system is dominated by a single POD mode pair symmetric about the internozzle plane, and the resonance loop is modulated by a third POD mode related to shear thickness modulation. A spatial Fourier transform of the leading POD mode pair leads to the identification of the peak wavenumbers and radial shapes of the different waves at play in the screech phenomenon. Locally parallel linear stability analysis around the experimental mean flow is also performed, in order to provide clarification of the mode 'locking' mechanism, i.e. the selection of the global mode associated with screech. It is shown that the characteristics of the Kelvin-Helmholtz wavepackets alone are not sufficient to explain the coupling observed in the experimental data. A consideration of the upstream-travelling guided jet mode offers an explanation; only specific symmetries of upstream modes can be supported in the frequency range at which resonance occurs. Results from stability analysis point to structures at frequencies and wavenumbers close to those found experimentally, and their spatial structures show excellent agreement with the POD modes. The present results suggest that the resonance loop is closed by an upstream-travelling guided jet mode for the twin-jet system at high nozzle pressure ratio.
机译:本文主要研究了在喷嘴压力比为的情况下,欠膨胀圆形双射流系统的共振和耦合。回顾了以前工作中的粒子图像测速数据,并进行了对称施加的本征正交分解(POD)。结果表明,该系统由一对对称于喷嘴间平面的单吊舱模对控制,共振回路由与剪切厚度调制有关的第三吊舱模调制。对前导吊舱模式对进行空间傅里叶变换,可以识别尖叫现象中不同波的峰值波数和径向形状。还围绕实验平均流进行了局部平行线性稳定性分析,以澄清模式“锁定”机制,即选择与尖叫相关的全局模式。结果表明,仅开尔文-亥姆霍兹波包的特性不足以解释实验数据中观察到的耦合。对上游移动引导喷射模式的考虑提供了一种解释;在共振发生的频率范围内,只能支持上游模式的特定对称性。稳定性分析的结果表明,结构的频率和波数接近于实验发现的频率和波数,其空间结构与POD模式非常一致。目前的结果表明,在高喷嘴压力比下,双射流系统的共振回路由上游移动引导射流模式关闭。

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