articleAnnual Review of Fluid MechanicsJan 5, 2011Closed access

High–Reynolds Number Wall Turbulence

Princeton University · California Institute of Technology · +1 more institution

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Abstract

We review wall-bounded turbulent flows, particularly high–Reynolds number, zero–pressure gradient boundary layers, and fully developed pipe and channel flows. It is apparent that the approach to an asymptotically high–Reynolds number state is slow, but at a sufficiently high Reynolds number the log law remains a fundamental part of the mean flow description. With regard to the coherent motions, very-large-scale motions or superstructures exist at all Reynolds numbers, but they become increasingly important with Reynolds number in terms of their energy content and their interaction with the smaller scales near the wall. There is accumulating evidence that certain features are flow specific, such as the…

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Topics & keywords

Keywords
  • Reynolds number
  • Turbulence
  • Reynolds stress equation model
  • Mechanics
  • Physics
  • Reynolds decomposition
  • Hele-Shaw flow
  • Boundary layer
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