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HIGH-ORDER SIMULATION OF THE FLOW INSTABILITY OVER A NON-CIRCULAR STRUCTURE

机译:在非圆形结构上的流量不稳定性的高阶模拟

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Bluff bodies can be prone to well-known self-excited instability such as galloping. Opposite to classical and well documented Vortex Induced Vibrations (VIV), oscillation amplitude is not bounded in such a way galloping-like instability can alter the integrity of the structure on short term. Although stability criteria exist in the literature [1], there is a real lack considering the cause and the way to inhibit such instability. It is consequently proposed in this paper to investigate the flow over the classical 'non-circular' structure, i.e the square box body, by means of advanced Spectral Large Eddy Simulation (LES) solver, [16], [17] & [18]. The main objectives of this numerical analysis will be to provide an accurate solution to underline the possible mechanisms that trigger the instability as well as a base solution for future wake stability & control analysis, [6].
机译:虚张声体可以容易出于众所周知的自我激发不稳定,如疾驰。与经典且记录良好的涡旋诱导的振动(VIV)相反,振荡幅度不偏向于类似的疾驰的不稳定性,可以在短期内改变结构的完整性。虽然文献中存在稳定性标准[1],但考虑到抑制这种不稳定性的原因和方法存在真正的缺乏。因此,本文提出了通过高级光谱大涡模拟(LES)求解器,[16],[16],[16],[16],[16],[16],借助于经典的“非圆形”结构,即方形箱体,即方形箱体,即方形箱体。 ]。该数值分析的主要目的是提供一种准确的解决方案,以强调触发不稳定的可能机制以及未来唤醒稳定性和控制分析的基础解决方案,[6]。

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