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首页> 外文期刊>Journal of Fluid Mechanics >Disturbance evolution in a Mach 4.8 boundary layer with two-dimensional roughness-induced separation and shock
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Disturbance evolution in a Mach 4.8 boundary layer with two-dimensional roughness-induced separation and shock

机译:二维粗糙度引起的分离和冲击在4.8马赫边界层中的扰动演化

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摘要

A numerical investigation of the disturbance amplification in a Mach 4.8 flat-plate boundary layer with a localized two-dimensional roughness element is presented. The height of the roughness is varied and reaches up to approximately 70% of the boundary-layer thickness. Simulations are based on a time-accurate integration of the compressible Navier-Stokes equations, with a small disturbance of fixed frequency being triggered via blowing and suction upstream of the roughness element. The roughness element considerably alters the instability of the boundary layer, leading to increased amplification or damping of a modal wave depending on the frequency range. The roughness is also the source of an additional perturbation. Even though this additional mode is stable, the interaction with the unstable mode in the form of constructive and destructive interference behind the roughness element leads to a beating and therefore transiently increased disturbance amplitude. Far downstream of the roughness, the amplification rate of a flat-plate boundary layer is recovered. Overall, the two-dimensional roughness element behaves as disturbance amplifier with a limited bandwidth capable of filtering a range of frequencies and strongly amplifying only a selected range.
机译:提出了对具有局部二维粗糙度元素的4.8马赫平板边界层扰动放大的数值研究。粗糙度的高度是变化的,并且达到边界层厚度的大约70%。模拟基于可压缩的Navier-Stokes方程的时间精确积分,其中通过在粗糙度元素上游吹气和吸气触发固定频率的较小扰动。粗糙度元素极大地改变了边界层的不稳定性,从而导致取决于频率范围的模态波的增大或衰减。粗糙度也是附加扰动的来源。即使该附加模式是稳定的,但与粗糙模式后面的相长和相消干涉形式的不稳定模式之间的相互作用也会导致跳动,并因此导致干扰幅度瞬时增加。在粗糙度的下游,恢复了平板边界层的放大率。总体而言,二维粗糙度元件充当具有有限带宽的干扰放大器,能够对一定范围的频率进行滤波并仅对选定范围进行强放大。

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