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首页> 外文期刊>Journal of Fluid Mechanics >The effects of a favourable pressure gradient and of the Reynolds number on an incompressible axisymmetric turbulent boundary layer. Part 1. The turbulent boundary layer
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The effects of a favourable pressure gradient and of the Reynolds number on an incompressible axisymmetric turbulent boundary layer. Part 1. The turbulent boundary layer

机译:有利的压力梯度和雷诺数对不可压缩轴对称湍流边界层的影响。第1部分。湍流边界层

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The effects of a favourable pressure gradient (K less than or equal to 4 x 10(-6)) and of the Reynolds number (862 less than or equal to Re-delta 2 less than or equal to 5800) on the mean and fluctuating quantities of four turbulent boundary layers were studied experimentally and are presented in this paper and a companion paper (Part 2). The measurements consist of extensive hot-wire and skin-friction data, The former comprise mean and fluctuating velocities, their correlations and spectra, the latter wall-shear stress measurements obtained by four different techniques which allow testing of calibrations in both laminar-like and turbulent flows for the first time. The measurements provide complete data sets, obtained in an axisymmetric test section, which can serve as test cases as specified by the 1981 Stanford conference. Two different types of accelerated boundary layers were investigated and are described: in this paper (Part 1) the fully turbulent, accelerated boundary layer (sometimes denoted laminarescent) with approximately local equilibrium between the production and dissipation of the turbulent energy and with relaxation to a zero pressure gradient flow (cases 1 and 3); and in Part 2 the strongly accelerated boundary layer with 'inactive' turbulence, laminar-like mean flow behaviour (relaminarized), and reversion to the turbulent state (cases 2 and 4). In all four cases the standard logarithmic law fails but there is no single parametric criterion which denotes the beginning or the end of this breakdown. However, it can be demonstrated that the departure of the mean-velocity profile is accompanied by characteristic changes of turbulent quantities, such as the maxima of the Reynolds stresses or the fluctuating value of the skin friction. The boundary layers described here are maintained in the laminarescent state just up to the beginning of relaminarization and then relaxed to the turbulent state in a zero pressure gradient. The relaxation of the turbulence structure occurs much faster than in an adverse pressure gradient. In the accelerating boundary layer absolute values of the Reynolds stresses remain more or less constant in the outer region of the boundary layer in accordance with the results of Blackwelder & Kovasznay (1972), and rise both in the vincinity of the wall in conjunction with the rising wall shear stress and in the centre region of the boundary layer with the increase of production. [References: 25]
机译:有利的压力梯度(K小于或等于4 x 10(-6))和雷诺数(862小于或等于Re-delta 2小于或等于5800)对平均值和波动的影响对四个湍流边界层的数量进行了实验研究,并在本文和随附的论文中进行了介绍(第2部分)。测量包括大量的热线和皮肤摩擦数据,前者包括平均速度和波动速度,它们的相关性和频谱,后者包括通过四种不同技术获得的壁切应力测量值,这些技术可以测试层状样和层状样的校准。湍流第一次出现。测量结果提供了完整的数据集,这些数据集是在轴对称测试部分获得的,可以用作1981年Stanford会议指定的测试用例。研究并描述了两种不同类型的加速边界层:在本文(第1部分)中,完全湍流的加速边界层(有时表示为层流),在湍流能量的产生和耗散之间具有近似局部平衡,并且松弛到零压力梯度流(情况1和3);在第2部分中,强烈加速的边界层具有“非活动”湍流,层状平均流动行为(重新定义)并返回到湍流状态(情况2和4)。在所有四种情况下,标准对数定律均失效,但是没有单一的参数准则可指示此故障的开始或结束。但是,可以证明,平均速度曲线的偏离伴随着湍流特征的变化,例如雷诺应力的最大值或皮肤摩擦的波动值。此处描述的边界层一直保持为层状状态,直到重新分层开始,然后以零压力梯度松弛到湍流状态。湍流结构的松弛发生的速度比逆压梯度中的松弛快得多。根据Blackwelder和Kovasznay(1972)的结果,在加速的边界层中,雷诺应力的绝对值在边界层的外部区域中或多或少保持恒定,并且随着边界线的增加,墙的附近也都增加了。随着产量的增加,墙体的剪应力和边界层的中心区域都上升。 [参考:25]

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