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Direct numerical simulation of supersonic boundary-layer stabilization by porous coatings

机译:多孔涂层超声边界层稳定的直接数值模拟

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Two-dimensional direct numerical simulation (DNS) of the porous coating stabilization effect is carried out for near-wall flows over a flat plate, sharp cone and compression corner at freestream Mach numbers 5-6. Numerical data obtained for disturbances propagating in the boundary layer on a flat plate agree satisfactory with the linear stability theory (LST). The coating end effects, which are associated with discontinuity of boundary conditions at the juncture between solid and porous walls, are considered. It is found that the end effects are localized over 2-3 disturbance wavelength and can be neglected in calculations of the integral performance of porous coatings. Receptivity of supersonic boundary layer to fast and slow acoustic waves is modeled. It is shown that the porous coating weakly affects acoustic disturbances and initial amplitudes of the boundary-layer modes, while it strongly suppresses the second-mode amplification. For the compression corner flow, DNS shows that the porous coating weakly affects high-frequency disturbances in the separation region and strongly stabilizes them in the reattached boundary layer downstream from the separation bubble. These numerical studies confirm robustness of the porous coating stabilization concept.
机译:在FreeStream Mach数5-6上的平板,尖锐锥形和压缩拐角上,对多孔涂层稳定效果的二维直接数值模拟(DNS)进行了多孔涂层稳定效果。用于在平板上的边界层中传播的干扰获得的数值数据与线性稳定性理论(LST)令人满意。考虑了与固体和多孔壁之间的接合处的边界条件的不连续性相关的涂层末端效应。结果发现,最终效果是超过2-3个干扰波长的局部化,并且在多孔涂层的整体性能的计算中可以忽略忽略。建模超声波边界层的接受性建模。结果表明,多孔涂层弱影响了边界层模式的声扰动和初始幅度,同时它强烈抑制了第二模式放大。对于压缩角流,DNS表明多孔涂层弱影响分离区域中的高频扰动,并强烈地稳定在分离气泡下游的重新连接边界层中。这些数值研究证实了多孔涂层稳定概念的鲁棒性。

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