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Unsteady flow with separation behind a shock wave diffracting over curved walls

机译:不稳定的流动,在弯曲壁上扩散的冲击波后分离

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The unsteady separation of the compressible flow field behind a diffracting shock wave was investigated along convex curvedwalls, using shock tube experimentation at large length and time scales, complemented by numerical computation. Tests were conducted at incident shock Mach numbers of Ms =1.5 and 1.6 over a 100mmradiuswall over a dimensionless time range up to τ ≤ 6.45. The development of the near wall flow at Ms =1.5 has been described in detail and is very similar to that observed for slightly lower τ 's at Ms = 1.6. Computations were performed at wall radii of 100 and 200 mm and for incident shock Mach numbers from 1.5 up to and including Mach 2.0. Comparing dimensionless times for different size walls shows that for a given value of τ the flow field is very similar for the various wall radii published to date and tested in this study. Previously published results that were examined alongside the results from this study had typical values of 1.6 < τ < 3.2. At the later times presented here, flow features were observed that previously had only been observed at higher Mach numbers. The larger length scales allowed for a degree of Reynolds number independence in the results published here. The effect of turbulence on the numerical and experimental results could not be adequately examined due to limitations of the flow imaging system used and a number of questions remain unanswered.
机译:在大长度和时间尺度上进行了激波管实验,并通过数值计算进行了补充,研究了沿着凸形弯曲壁沿衍射激波后面的可压缩流场的非稳态分离。在100mm半径的壁上,在无量纲的时间范围内,直至τ≤6.45,在入射冲击马赫数分别为Ms = 1.5和1.6时进行了测试。已经详细描述了在Ms = 1.5处近壁流动的发展,并且与在Ms = 1.6处的τ较低时所观察到的非常相似。计算的壁半径为100和200 mm,入射冲击的马赫数从1.5到2.0马赫(包括2.0马赫)。比较不同尺寸的墙的无量纲时间,可以看出,对于给定的τ值,对于迄今公布并在本研究中进行测试的各种墙半径,流场非常相似。与本研究的结果一起检查的先前发表的结果的典型值为1.6 <τ<3.2。在此处介绍的较晚时间,观察到的流动特征以前仅在较高的马赫数下才观察到。较大的长度标度允许此处发布的结果具有一定程度的雷诺数独立性。由于所使用的流动成像系统的局限性,湍流对数值和实验结果的影响无法得到充分检查,许多问题仍未得到解答。

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