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Interactions of Tollmien-Schlichting waves and stationary transient disturbances.

机译:Tollmien-Schlichting波与平稳瞬态干扰的相互作用。

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Numerical simulations have shown that stationary, spanwise periodic transient disturbances are capable of suppressing the growth of Tollmien-Schlichting (TS) waves in boundary layers. A natural implication is that the deliberate introduction of transient disturbances may delay TS-dominated transition. This experimental study investigates the interactions of these two types of disturbances and the breakdown of TS waves with and without transient disturbances. TS waves are created using a combination of acoustic forcing and a two-dimensional roughness strip while transient disturbances are created using a spanwise array of cylindrical roughness elements. It is found that in the presence of stationary transient disturbances, wall-normal velocity profiles of the unsteady TS-like waves are modulated and their growth rate is reduced. The modulated wall-normal velocity profiles have a characteristic M-shaped appearance and this shape appears to be mainly due to the component of the unsteady disturbances that varies on the spanwise wavelength of the stationary disturbances and higher spanwise harmonics of this wavelength. An important finding with respect to transition control applications is that the receptivity of the TS waves is reduced when the spanwise roughness array is present. The underlying mechanism responsible for this reduction is not yet known. Additionally, it has been found that unsteady disturbance amplitudes at breakdown are reduced when transient disturbances are introduced and, therefore, the breakdown location is actually moved upstream when care is taken to match initial unsteady disturbance amplitudes. It is concluded that even though TS growth is reduced, transition to turbulence is not successfully delayed.
机译:数值模拟表明,平稳的,展向的周期性瞬态扰动能够抑制边界层中Tollmien-Schlichting(TS)波的增长。一个自然的暗示是,故意引入的瞬态干扰可能会延迟TS主导的过渡。这项实验研究调查了这两种类型的干扰的相互作用以及有无瞬态干扰的TS波的分解。使用声强迫和二维粗糙度带的组合产生TS波,而使用圆柱状粗糙度元素的展向阵列产生瞬态干扰。发现在存在平稳瞬态扰动的情况下,非稳态TS类波的壁法向速度分布得到了调制,并且其增长率降低了。调制壁法向速度分布具有特征性的M形外观,并且该形状似乎主要归因于非稳态扰动的分量,该分量随固定扰动的展宽方向波长而变化,并且具有该波长的更高展宽方向谐波。关于过渡控制应用的重要发现是,当存在翼展方向粗糙度阵列时,TS波的接受度降低。造成这种减少的潜在机制尚不清楚。另外,已经发现,当引入瞬态扰动时,击穿时的非稳态扰动幅度减小,因此,当注意匹配初始的非稳态扰动幅度时,击穿位置实际上向上游移动。结论是,即使TS增长减少,向湍流的过渡也不会成功地延迟。

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