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湍流的重正化群理论 被引量:4

RENORMALIZATION GROUP THEORY OF TURBULENCE
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摘要 简要回顾了湍流重正化群理论的发展,介绍了该理论的主要内容及得到的主要结果,并评述了该理论存在的问题。同时也简单介绍了笔者为解决这些问题而做的一些工作。 in this paper the devclopments of RNG theory of turbulence are re-viewed briefly. The principal contents and the main results of this theory arcdescribed. Problems that remain to be solved in this theory are also discussed.And some approaches that present paper's authors have advanced for solving theproblems are showed.
作者 吴烽 王晓宏
出处 《力学进展》 EI CSCD 北大核心 1995年第3期329-342,共14页 Advances in Mechanics
基金 国家自然科学基金
关键词 湍流 重正化群 粘性流体力学 turbulence renormalization group (RNG) i correspondencePrinci Pi e distant- znteract ion approximation
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同被引文献25

  • 1王少平,曾扬兵,沈孟育,史峰,徐忠.一个新的考虑流线曲率修正的两方程湍流模式[J].科学通报,1995,40(7):594-596. 被引量:6
  • 2王少平,曾扬兵,沈孟育,中峰,徐忠.用RNGK─ε模式数值模拟180°弯道内的湍流分离流动[J].力学学报,1996,28(3):257-263. 被引量:40
  • 3韩仲琦.水泥生产技术的现状和发展[J].水泥技术,1996(4):3-6. 被引量:4
  • 4Yakhot V, Orzag S A. Renormalization group analysis of turbulence:basic theory[J].J Scient Comput,1986,1:3-11.
  • 5Yakhot V,Orzag S A.enormalization group analysis ofturbulence:basic theory.[J]J Scient Computer 19861:3~11
  • 6Yakhot V, Orszag S A. Renormalised group analysis of turbulence: I. basic theory. J Sci Comput, 1986,1:3-5.
  • 7Yakhot V, Smith L M. The renormalization group, the ε expansion and derivation of turbulence models. J Sci Comput, 1992,7:35-68.
  • 8Rubinstein R, Barton J M. Nonlinear Renolds stress models and renormalization group. Phys Fluids A, 1990,2(8):1472-1476.
  • 9Smith L M, Reynolds W C. On the Yakhot-Orszag renormalization group method for deriving turbulence statistics and models. Phys Fluids A, 1992,4(2):364-390.
  • 10Yakhot V, et al. Development of turbulence model for shear flows by a double expansion technique. Phys Fluids A, 1992,4(7):1510-1520.

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