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首页> 外文期刊>Measurement >Definition of sub-classes in sinusoidal pulsatile air flow at onset of transition to turbulence in view of velocity and frictional field analyses
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Definition of sub-classes in sinusoidal pulsatile air flow at onset of transition to turbulence in view of velocity and frictional field analyses

机译:鉴于速度和摩擦场分析,在过渡到湍流开始时正弦脉动气流中的子类的定义

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The definition of the sub-classes in sinusoidal pulsatile pipe flow at the onset of transition to turbulence is given through the analyses of the velocity and the frictional field measurements conducted. For this reason, a systematic experimental study was carried out and the validation of the results was compared with those available in the literature. The time averaged and the oscillating components of the local velocities, (U) over bar (ta)(r) and vertical bar(U) over bar (os,1)vertical bar (r) are measured throughout the pipe cross-section and compared with the theoretical background. A variety of friction factors are also evaluated and the correlations in terms of the functional relationship between dimensionless parameters of lambda(sL)/lambda(u,ta)= f ( root omega'/root Re-ta(3/4)) are proposed. Therefore the limit between quasi steady and intermediate region, and the limit between intermediate and inertia dominant region in the pulsatile pipe flow are found to be at the magnitudes of root omega'/root Re-ta(3/4) = 0.145 and root omega'/root Re-ta(3/4) = 1.5, respectively. Laminar pulsatile flows even at onset of transition can be classified as quasi-steady and inertia dominant sub-classes for root omega' < 5.44 and root omega' > 27.22, respectively. According to the presented experimental study, the intermediate region can also be divided into two subclasses for root omega' <= 8.61 and root omega' > 8.61 as a result of the velocity and the frictional fields. Furthermore, the relationships among time averaged pressure drop, time averaged mean velocity and time averaged friction factor are investigated and the critical limit of root omega' = 8.61 is found. A new parameter, normalized pressure drop, Delta P* is proposed and a common relationship between Delta P* and Re-ta,Re-crit root omega' is derived as Delta P* = f (Re-ta,Re-crit root omega') with a mean deviation of +/- 25%. (C) 2014 Elsevier Ltd. All rights reserved.
机译:通过对速度和进行的摩擦场测量的分析,给出了在过渡到湍流开始时正弦脉动管流动的子类的定义。因此,进行了系统的实验研究,并将结果的验证与文献中的结果进行了比较。在整个管道横截面中,测量时间平均值和局部速度的振荡分量,即横杆(ta)(r)上的(U)和横杆(os,1)上的竖线(U)的垂直分量(r),以及与理论背景相比。还评估了各种摩擦系数,并且在lambda(sL)/ lambda(u,ta)= f(根omega'/根Re-ta(3/4))的无量纲参数之间的函数关系方面的相关性为建议。因此,发现脉动管流中的准稳态和中间区域之间的界限以及中间和惯性主导区域之间的界限为根Ω/根Re-ta(3/4)= 0.145和根Ω '/ root Re-ta(3/4)分别为1.5。甚至在转变开始时的层状脉动流也可以分别归类为根稳定度和惯性主导的亚类,分别为根ω<5.44和根ω> 27.22。根据提出的实验研究,由于速度和摩擦场,中间区域也可分为根omega'≤8.61和根omega'> 8.61的两个子类。此外,研究了时间平均压降,时间平均平均速度和时间平均摩擦系数之间的关系,并找到了根ω的临界极限= 8.61。提出了一个新的参数,归一化的压降,Delta P *,并得出了Delta P *与Re-ta,Re-crit根ω的共同关系为Delta P * = f(Re-ta,Re-crit根ω ')的平均偏差为+/- 25%。 (C)2014 Elsevier Ltd.保留所有权利。

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