Table 7: Anisotropy function $h^{\rm MIX}$ for mixed turbulence.
$1 \over 2$ Anisotropy parameter $\Lambda$ $h^{\rm MIX}(\Lambda, \epsilon, s)$

$1 \over 2$ ${\epsilon ^2 \ll \Lambda \ll 1}$ $c_3 (s) {\ln \epsilon^{-1} + \ln \Lambda ^{1/2} \over \sqrt{\Lambda} }$

$1 \over 2$ ${\Lambda = 1}$ $c_1 (s) \ln \epsilon^{-1}$

$1 \over 2$ $\Lambda \gg 1$ $2 \left( {1 \over s} - {1 \over s+2} \right)$

**Table 7:** Anisotropy function $h^{\rm MIX}$ for mixed turbulence.
$1 \over 2$ Anisotropy parameter $\Lambda$	$h^{\rm MIX}(\Lambda, \epsilon, s)$
$1 \over 2$ ${\epsilon ^2 \ll \Lambda \ll 1}$	$c_3 (s) {\ln \epsilon^{-1} + \ln \Lambda ^{1/2} \over \sqrt{\Lambda} }$
$1 \over 2$ ${\Lambda = 1}$	$c_1 (s) \ln \epsilon^{-1}$
$1 \over 2$ $\Lambda \gg 1$	$2 \left( {1 \over s} - {1 \over s+2} \right)$

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