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Some thoughts on the mechanism of supersonic cavity flow oscillations - Part 2: a new formula for the oscillation frequency

机译:关于超音速流量振荡机理的一些思考 - 第2部分:振荡频率的新公式

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We have been working on the problem of supersonic cavity flows, which are characterized by violent self-sustaining flow oscillations generating strong vortical motions, with a hope that such vortical motions can be used as a powerful means for supersonic mixing/combustion enhancement, a key technology for developing scramjet engines. In our previous study, we examined the generation and propagation processes of compression waves to clarify the feedback mechanism sustaining the oscillation. In the present study, focusing on the effect of the cavity length to depth ratio L/D on the oscillation frequency, we first examine the receptivity process by which the vortical disturbance dominating the cavity oscillation is generated by compression waves in the cavity leading edge region. We next derive and propose a new formula for the oscillation frequency, which expresses the resonance condition between the key phenomena such as generation, propagation and receptivity processes of compression waves governing the feedback mechanism.
机译:我们一直在研究超音速流动的问题,其特征在于剧烈的自我维持流动振荡,产生强烈的涡流运动,希望这种涡旋运动可以用作超音速混合/燃烧增强的强大手段,是一种强大的方法开发斯卡拉克喷射发动机的技术。在我们以前的研究中,我们检查了压缩波的发电和传播过程,以阐明维持振荡的反馈机制。在本研究中,专注于腔体长度对深度比L / D对振荡频率的影响,首先检查通过腔前缘区域中的压缩波产生腔振荡的涡流扰动的接收过程。我们下次导出并提出振荡频率的新公式,其表达了关键现象之间的谐振条件,例如用于控制反馈机制的压缩波的产生,传播和接收过程。

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