Civil Engineering Reference
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The dissipation in inner variables is heavily dependent on
the Reynolds number in the inner layer, particularly at the
wall where we can clearly see that
ε *+ increases in line with
.
Re
τ
(
)
1/ 4
3*
K
obtained in the same conditions are shown in Figure 2.8. We
can see that
The profiles of the Kolmogorov scale
ηνε
=
(
)
1/ 4
is approximately 1.5 at y +
20 . The
Kolmogorov scale in inner variables increases progressively
toward the center of the channel, and decreases as the
Reynolds number increases, as might be expected.
+
*
K
+
ηε
=
Figure 2.8. Kolmogorov scale in inner variables in a fully developed
turbulent channel flow according to the DNS performed by
Bauer [BAU 14]
The last group of terms in equation [2.40], which is a
consequence of the intercorrelations of the gradients,
disappears when we have homogeneous turbulence which is
invariant in relation to the translations and rotations of the
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