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Direct Numerical Simulations of Bypass Transition over Distributed Roughness

机译:分布粗糙度下旁路过渡的直接数值模拟

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摘要

Bypass transition in a boundary layer subjected to freestream turbulence and distributed surface roughness is studied numerically. The distributed surface roughness is reproduced with an immersed boundary technique, and the freestream turbulence is artificially generated by a superposition of eigenmodes of the Orr-Sommerfeld and Squire equations. Both an undisturbed laminar inflow and a disturbed inflow with freestream turbulence are studied. In either case a parametric study on the effects of the roughness size and density is carried out. The simulations reveal that the presence of roughness induces streaks in the laminar flow. When the freestream is turbulent, both roughness height and density show an impact on the onset of transition. The superposition of surface roughness and freestream turbulence causes amplified streaks. As a result, the streak instability occurs earlier within the boundary layer. The results show good qualitative and quantitative agreement to both experimental and numerical studies available in the literature.
机译:数值研究了自由流湍流和分布表面粗糙度在边界层中的旁路转变。用沉浸边界技术再现分布的表面粗糙度,并且通过Orr-Sommerfeld和Squire方程的本征模叠加来人工产生自由流湍流。研究了不受干扰的层流和带有自由流湍流的扰动流。在这两种情况下,都将对粗糙度大小和密度的影响进行参数研究。模拟结果表明,粗糙度的存在会引起层流中的条纹。当自由流湍流时,粗糙度高度和密度都会对过渡的开始产生影响。表面粗糙度和自由流湍流的叠加会导致条纹增大。结果,条纹不稳定性较早在边界层内发生。结果表明,与文献中的实验研究和数值研究均具有良好的定性和定量一致性。

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