Coherent Solitary-wave of
Mixing Layer Turbulence in the Physical-plus-Eddy Space

by  Shunichi Tsuge and Burtsitsig Bai

TARA Center, University of Tsukuba and Mechanical Engineering Laboratory, Japan

A six-dimensional Navier-Stokes equation derived by one of the authors(ST) is solved for a turbulent mixing layer to demonstrate that it has a solitary wave solution as predicted in the previous paper (chao-dyn/9803013). Turbulence intensities and Reynolds' stress are calculated using this solution, showing satisfactory agreement with experiments although no empirical constants are involved in the theory.

 

Full Paper at: http://xxx.lanl.gov/abs/chao-dyn/9803035

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            Other abstracts available on the Internet - Click to see any of the followings:

  Solitary-wave Solution of Turbulence with Application to Benard Convection
  First principle basis of the direct numerical simulation for turbulence of inert and reactive gases
  A solitary-wave representation of turbulence in the physical-plus-eddy space
  Coherent solitary-wave of mixing layer turbulence in the physical-plus-eddy space
  A New Hierarchy System on the Basis of a Master Boltzmann Equation for Microscopic Density
  Molecular and turbulent transports competing in premixed flames

Or directly obtain the sources by visiting the following URLs:

FOR Title : First principle basis of the direct numerical simulation for turbulence of inert and reactive gases
Location : http://xxx.lanl.gov/abs/chao-dyn/9712020
FOR Title : A solitary-wave representation of turbulence in the physical-plus-eddy space
Location : http://xxx.lanl.gov/abs/chao-dyn/9803013
FOR Title : Coherent solitary-wave of mixing layer turbulence in the physical-plus-eddy space
Location : http://xxx.lanl.gov/abs/chao-dyn/9803035

For further information: sSTachibana@lbl.gov