Secondary flow patterns and mixing in laminar pulsating flow through a curved pipe

被引:0
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作者
Mojtaba Jarrahi
Cathy Castelain
Hassan Peerhossaini
机构
[1] Ecole Polytechnique,Thermofluids, Complex Flows and Energy Group, Laboratoire de Thermocinétique, UMR CNRS 6607
[2] University of Nantes,undefined
[3] La Chantrerie,undefined
[4] BP 50609,undefined
来源
Experiments in Fluids | 2011年 / 50卷
关键词
Vorticity; Particle Image Velocimetry; Secondary Flow; Particle Image Velocimetry Measurement; Curve Pipe;
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学科分类号
摘要
Mixing by secondary flow is studied by particle image velocimetry (PIV) in a developing laminar pulsating flow through a circular curved pipe. The pipe curvature ratio is η = r0/rc = 0.09, and the curvature angle is 90°. Different secondary flow patterns are formed during an oscillation period due to competition among the centrifugal, inertial, and viscous forces. These different secondary-flow structures lead to different transverse-mixing schemes in the flow. Here, transverse mixing enhancement is investigated by imposing different pulsating conditions (Dean number, velocity ratio, and frequency parameter); favorable pulsating conditions for mixing are introduced. To obviate light-refraction effects during PIV measurements, a T-shaped structure is installed downstream of the curved pipe. Experiments are carried out for the Reynolds numbers range 420 ≤ Rest ≤ 1,000 (Dean numbers 126.6 ≤ Dn ≤ 301.5) corresponding to non-oscillating flow, velocity component ratios 1 ≤ (β = Umax,osc/Um,st) ≤ 4 (the ratio of velocity amplitude of oscillations to the mean velocity without oscillations), and frequency parameters 8.37 < (α = r0(ω/ν)0.5) < 24.5, where α2 is the ratio of viscous diffusion time over the pipe radius to the characteristic oscillation time. The variations in cross-sectional average values of absolute axial vorticity (|ζ|) and transverse strain rate (|ε|) are analyzed in order to quantify mixing. The effects of each parameter (Rest, β, and α) on transverse mixing are discussed by comparing the dimensionless vorticities (|ζP|/|ζS|) and dimensionless transverse strain rates (|εP|/|εS|) during a complete oscillation period.
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页码:1539 / 1558
页数:19
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