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壁面加热边界条件对湍流扩展的自相似性的影响 被引量:2

Effect of Heated Wall on Extended Self-Similarity of Wall Turbulence
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摘要 用热线风速仪测量了风洞中壁面加热和不加热平板湍流边界层不同法向位置的瞬时流向速度的时间序列 ,研究了壁面加热的边界条件对流向速度增量的 p阶结构函数的扩展的自相似性和层次结构模型的影响 .实验结果表明 ,壁面加热的边界条件对流向速度增量的结构函数扩展的自相似标度律的相对标度指数ζ( p,3 )和层次结构模型中间歇参数 β、最奇异指数 γ的影响明显存在 . Longitudinal velocity measurements at different vertical location in a turbulent boundary layer over a heated or an unheated plate in a wind tunnel have been carried out by using hot wire anemometer. The extended self-similarity and hierarchical structure model for the p-th order structure function of velocity increment have been analyzed. Experimental evidence is given which shows that the effect of heated wall boundary condition on the intermittence degree β and singular parameter γ of the hierarchical structure model clearly exists.
机构地区 天津大学力学系
出处 《实验力学》 CSCD 北大核心 2001年第3期256-263,共8页 Journal of Experimental Mechanics
基金 国家"九五攀登计划"(970 2 110 2 1) 国家自然科学基金(1973 2 0 0 5) (10 0 0 2 0 11)
关键词 加热 壁湍流 扩展 自相似性 层次结构模型 heating wall turbulence extended self-similarity hierarchical structure model
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  • 1He G W,Phys Lett A,1998年,245卷,5期,419页
  • 2She Z S,Prog Theor Phys,1998年,130卷,87页
  • 3She Z S,Hierarchical structures Scalings Turbulence,1997年
  • 4Cao N Z,Phys Fluids,1997年,9卷,5期,1203页
  • 5Leveque E,Phys Rev E,1997年,55卷,3期,2789页
  • 6Cao N Z,Phys Rev Lett,1996年,76卷,20期,3711页
  • 7Chou P Y,Ann Rev Fluids Mech,1995年,27卷,1页
  • 8Kadanoff L,Phys Fluids,1995年,7卷,3期,617页
  • 9She Z S,Phys Rev Lett,1995年,74卷,2期,262页
  • 10She Z S,Phys Rev Lett,1994年,72卷,3期,336页

共引文献54

同被引文献40

  • 1舒玮,姜楠.湍流中涡的尺度分析[J].空气动力学学报,2000,18(z1):89-95. 被引量:28
  • 2Bouchard J P, Potters M. Theory of financial risk and derivative pricing [M]. London: Cambridge University Press, 2003: 152-185.
  • 3Sohn S Y, Lim M. Hierarchical forecasting based on AR-GARCH model in a coherent structure [J]. European Journal of Operational Research, 2007, 176(2) :1033 -1040.
  • 4Arago-Manzana V, Fernandez-Izquierdo M A. Influence of structural changes in transmission of information between stock markets: a european empirical study[J]. Journal of Multinational Financial Management, 2007, 17(2): 112-124.
  • 5Muller U A, Dacorogna M M, Dave R D, et al. Volatilities of different time resolutions-analyzing the dynamics of market components[J].Journal of Empirical Finance, 1997, 4(2): 213-239.
  • 6Scarfone A M. A mechanism to derive multi-power law functions: an application in the econophysics framework [J].Physica A, 2007, 382(1): 271-277.
  • 7Gabaix X, Gopikrishnan P, Plerou V, Stanley E. A unified econophysics explanation for the power-law exponents of stock market activity [J].Physica A, 2007, 382(1): 81-88.
  • 8Mandelbrot B B. Multifractal power law distributions: negative and critical dimension and other "anomalies",explained by a simple example [J]. Journal of Statistical Physics, 2003, 110 (36): 739-774.
  • 9Horst U. Stochastic cascades, credit contagion, and large portfolio losses[J]. Journal of Economic Behavior & Organization, 2007, 63(1): 25-54.
  • 10McCauley J L. Scaling, correlation, and cascades in finance and turbulence [J]. Physica A, 2003, 329(2): 213-221.

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