A roughness-dependent model

(Difference between revisions)

Revision as of 14:31, 19 June 2007

Two-equation model: $\nu _t = C_{\mu} {{k^2 } \over \varepsilon }$ where: $C_{\mu} = 0.09$

One-equation model:

$\nu _t = l k^{{1 \over 2}} = {C_{\mu}}^{1/4} l_m k^{{1 \over 2}}$

Algebraic model: k^Template:1 \over 2 = {1 \over {C_{\mu}}^{1/4}}

@@ Line 1: / Line 1: @@
 ==Kinematic Eddy Viscosity==
-Two-equation model :
+Two-equation model:
-:<math>
+<math>
 \nu _t  = C_{\mu} {{k^2 } \over \varepsilon }
 </math>
-where : :<math> C_{\mu} = 0.09 </math>
+where: <math> C_{\mu} = 0.09 </math>
-One-equation model :
+One-equation model:
 :<math>
-\nu _t  = k^{{1 \over 2}} l
+\nu _t  = l k^{{1 \over 2}} = {C_{\mu}}^{1/4} l_m k^{{1 \over 2}}
 </math>
+Algebraic model:
+k^{{1 \over 2}} = {1 \over {C_{\mu}}^{1/4}}