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首页> 外文期刊>Experiments in Fluids: Experimental Methods and Their Applications to Fluid Flow >Transitional flow in the wake of a moderate to large height cylindrical roughness element
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Transitional flow in the wake of a moderate to large height cylindrical roughness element

机译:在中等到较大高度的圆柱粗糙度元件之后的过渡流动

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Reynolds number cases due to the decreased aspect ratio and, thereby, different instability mechanism. The effect of an isolated, cylindrical roughness on the stability of an airfoil boundary layer has been studied based on particle image velocimetry and hot-wire anemometry. The investigated roughness elements range from a sub-critical to a super-critical behavior with regard to the critical roughness Reynolds number. For the sub-critical case, the nonlinear disturbance growth in the near wake is governed by oblique Tollmien-Schlichting (TS) type modes. Further downstream, these disturbance modes are, however, damped with the mean flow stabilization and no dominant modes persist in the far wake. By contrast, in the transitional configuration the disturbance growth is increased, but still associated with a TS-type instability in the near-wake centerline region of the low-aspect (height-to-diameter) ratio element. That is, the disturbances in the centerline region show a similar behavior as known for 2D elements, whereas in the outer spanwise domain a Kelvin-Helmholtz (KH) type, shear-layer instability is found, as previously reported for larger aspect ratio isolated elements. With increasing height and, thereby, aspect ratio of the roughness, the KH-type instability domain extends toward the centerline and, accordingly, the TS-type instability domain decreases. For high super-critical cases, transition is already triggered in the wall-normal and spanwise shear layers upstream and around the roughness. In the immediate wake, periodic shear-layer disturbances roll up into a-for isolated elements characteristic-shedding of vortices, which was not present at the lower roughness
机译:雷诺数的情况归因于纵横比的减小以及由此带来的不稳定性机制不同。基于粒子图像测速法和热线风速法,研究了孤立的圆柱形粗糙度对翼型边界层稳定性的影响。就粗糙度粗糙度雷诺数而言,所研究的粗糙度元素从次临界行为到超临界行为。对于亚临界情况,在近尾时的非线性扰动增长由倾斜的Tollmien-Schlichting(TS)类型模式控制。然而,在更下游,这些扰动模式会随着平均流量的稳定而衰减,并且在遥远的尾声中没有主导模式持续存在。相比之下,在过渡配置中,扰动增长有所增加,但仍与低纵横比(直径直径)的近尾中心线区域中的TS型不稳定性有关。也就是说,中心线区域的扰动表现出与2D元素类似的行为,而在外部展向区域中,开尔文-亥姆霍兹(KH)类型的剪切层失稳,如先前针对较大长宽比的孤立元素所报道的那样。随着高度的增加以及由此的粗糙度的长宽比的增加,KH型不稳定性域向中心线延伸,因此,TS型不稳定性域减小。对于高超临界情况,已经在粗糙度的上游和周围的法向和展向剪切层中触发了转变。在紧随其后的时刻,周期性的剪切层扰动卷积为a-for隔离元素,从而降低了涡旋,这在较低的粗糙度下是不存在的

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