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The behavior of an ordinary differential equation for the low wave number velocity
mode is analyzed. This equation was derived in [5]
by an iterative process on the two-dimensional Navier-Stokes equations (NSE). It
resembles the NSE in form, except
that the kinematic viscosity is replaced by an iterated viscosity
which is a partial sum, dependent on the low-mode velocity. The convergence of
this sum as the number of iterations is taken to be arbitrarily large is explored.
This leads to a limiting...
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