2006, Vol.9, No.2, pp.188-193
We give a brief review of a real space approach to the
theoretical study of fully developed turbulence, emphasizing the
work done with and inspired by Siegfried Grossmann. We argue that
the nature of turbulent flow (eddies and other localized
structures), the driving mechanism (boundary layers), the
behaviour of the structure function with its sharp junction of the
inertial and the dissipation ranges, and last but not least the
underlying Navier-Stokes Equations (NSE) themselves (with the all
important inertial term nonlinearity being local in real space),
make it more plausible to find the physical insights needed for a
better understanding of fully developed turbulence in real space
studies, even though the Fourier-transformed NSE may lend
themselves easier to numerical studies.
Key words:
fully developed turbulence, variable range decomposition
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