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有序波状扰动对壁湍流相干结构的作用 被引量:4

THE EFFECT OF ORGANIZED WAVE DISTURBANCES ON COHERENT STRUCTURE IN WALL TURBULENCE
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摘要 本文在湍流边界层外层引入了正弦波状扰动;实验结果表明扰动波波幅沿流向是衰减的,衰减率与 Landahl(1967)的线性理论结果定性一致。本文发现在扰动波沿流向的演化过程中,出现以扰动波频率为基频的高次谐波。外层单一频率的扰动会减小内层的猝发平均周期,影响内层的流动结构。 Organized wave disturbances were artificially introduced in log law region of turbulent boundary layers, and were found damping when propagated downstream, the damping ratios measured were qualitatively in good agreement with the results of Landahl (1967) [5] . As the disturbance wave evolved downstream, its harmonics appeared and the average bursting periods of inner layer decreased because of the outer region disturbances.Organized wave disturbances were artificially introduced in log law region of turbulent boundary layers, and were found damping when propagated downstream, the damping ratios measured were qualitatively in good agreement with the results of Landahl (1967) [5] . As the disturbance wave evolved downstream, its harmonics appeared and the average bursting periods of inner layer decreased because of the outer region disturbances.
作者 么胜洪 舒玮
机构地区 天津大学
出处 《力学学报》 EI CSCD 北大核心 1991年第4期385-392,共8页 Chinese Journal of Theoretical and Applied Mechanics
基金 国家自然科学基金
关键词 扰动 紊流 相干结构 边界层 artificial disturbance, turbulent boundary layer, coherent structure
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二级参考文献2

  • 1舒玮,力学学报,1987年,19卷,1期,15页
  • 2沈雁,1986年

共引文献8

同被引文献25

  • 1么胜洪,舒玮.EFFECT OF ORGANIZED ARTIFICIAL DISTURBANCES IN OUTER REGION OF WALL TURBULENCE ON FLUCTUATING CHARACTERISTICS OF INNER FLOW[J].Science China Mathematics,1991,34(9):1088-1097. 被引量:1
  • 2Kline S J, Reynolds W C, Schraub F A,et al. The Structure of Turbulent Boundary Layers. J Fluid Mech, 1967,30:741.
  • 3Blackwelder R F, Eckelmann H. Streamwise Vortices Associated with the Bursting Phenomenon. J Fluid Mech,1979, 94:577.
  • 4Kravchenko A G, Choi H, Moin P. On the Relation of Near-Wall Streamwise Vortices to Wall Skin Friction in Turbulent Boundary Layers. Phys Fluids A, 1993, 5:3 307.
  • 5Jeong J, Hussain F, Schoppa W, et al. Coherent Structures near the Wall in a Turbulent Channel Flow. J Fluid Mech, 1997, 332:185-214.
  • 6Schoppa W, Hussain F. A Large-Scale Control Strategy for Drag Reduction in Turbulent Boundary Layers. Phys Fluids, 1998, 10:1 049.
  • 7Schoppa W, Hussain F. Coherent Structure Dynamics in Near-Wall Turbulence. Fluid Dynamics Research, 2000,26:119-139.
  • 8Schubauer G B. Skramstad H K. Laminar Boundary-Layer Oscillations and Transition on a Flat Plate. J Res Natl Bur Stand, 1947, 38:251-292.
  • 9Hussain A K M, Reynolds W C. The Mechanics of an Organized Wave in Turbulent Shear Flow. J Fluid Mech,1970, 41:241-258.
  • 10Eliahou S, Tumin A, Wygnanski I. Laminar-Turbulent Transition in Poiseuille Pipe Flow Subjected to Periodic Perturbation Emanating from the Wall. J Fluid Mech, 1998, 361 : 333-349.

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