首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part G: Journal of Aerospace Engineering >Parametric study on self-sustained oscillation characteristics of cavity flameholders in supersonic flows
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Parametric study on self-sustained oscillation characteristics of cavity flameholders in supersonic flows

机译:超声速流中腔型火焰保持器自持振荡特性的参数研究

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Large eddy simulations were performed to study cavity self-sustained oscillation characteristics in supersonic flows. Calculations use the hybrid Reynolds-averaged Navier–Stokes (RANS)/large-eddy simulation (LES) method to predict unsteady-state flowfields. The calculations consider the effects of various flow or geometry parameters, including the inflow boundary layer thickness, Reynolds number, freestream Mach number, three dimensionality, and cavity configurations (length-to-depth ratio and cavity aft wall angle included). The results show that thick inflow boundary layer changes the oscillation mechanism in high-Mach-number flows while affects little at low Mach number. Reynolds number has little influence on the oscillation mechanism and the resonance frequencies. The simulated results suggest that the coupling between the shear-layer dynamics and the cavity acoustics is greatly reduced at high Mach numbers. The physical mechanisms in cavity oscillations shift from the vortex-acoustics resonance mechanism (Rossiter's model) to closed-box acoustics mechanism with the Mach number increase. Calculations on three-dimensional (3D) cavity configurations have further verified the validity of the 2D calculation results. Increasing cavity length-to-depth ratio makes the resonance frequency bands more complex. Decreasing the aft wall angle does not change the resonance frequency modes a lot except in the high-Mach-number flow.
机译:进行了大涡模拟,以研究超声速流中腔的自持振荡特性。计算使用混合雷诺平均Navier–Stokes(RANS)/大涡模拟(LES)方法来预测非稳态流场。计算考虑了各种流动或几何参数的影响,包括流入边界层厚度,雷诺数,自由流马赫数,三维和腔结构(包括长深比和腔后壁角度)。结果表明,厚的入流边界层改变了高马赫数流动的振荡机理,而对低马赫数的影响很小。雷诺数对振荡机理和共振频率影响很小。仿真结果表明,在高马赫数下,剪切层动力学与腔体声学之间的耦合大大减小。随着马赫数的增加,腔体振荡的物理机制从涡声共振机制(Rossiter模型)转移到封闭盒声学机制。三维(3D)腔体配置的计算进一步验证了2D计算结果的有效性。腔长深比的增加使谐振频带更加复杂。减小后壁角不会改变共振频率模式,除非在高马赫数流中。

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