- Timestamp:
- 2019-01-18T14:20:35+01:00 (5 years ago)
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NEMO/trunk/doc/latex/NEMO/subfiles/chap_model_basics.tex
r10501 r10544 1095 1095 where $ \vect U^\ast = \lt( u^\ast,v^\ast,w^\ast \rt)$ is a non-divergent, 1096 1096 eddy-induced transport velocity. This velocity field is defined by: 1097 \ [1097 \begin{gather} 1098 1098 % \label{eq:PE_eiv} 1099 u^\ast &= \frac{1}{e_3} \pd[]{k} \lt( A^{eiv} \; \tilde{r}_1 \rt) \\1100 v^\ast &= \frac{1}{e_3} \pd[]{k} \lt( A^{eiv} \; \tilde{r}_2 \rt) \\1101 w^\ast &= - \frac{1}{e_1 e_2} \lt[ \pd[]{i} \lt( A^{eiv} \; e_2 \, \tilde{r}_1 \rt)1099 u^\ast = \frac{1}{e_3} \pd[]{k} \lt( A^{eiv} \; \tilde{r}_1 \rt) \\ 1100 v^\ast = \frac{1}{e_3} \pd[]{k} \lt( A^{eiv} \; \tilde{r}_2 \rt) \\ 1101 w^\ast = - \frac{1}{e_1 e_2} \lt[ \pd[]{i} \lt( A^{eiv} \; e_2 \, \tilde{r}_1 \rt) 1102 1102 + \pd[]{j} \lt( A^{eiv} \; e_1 \, \tilde{r}_2 \rt) \rt] 1103 \ ]1103 \end{gather} 1104 1104 where $A^{eiv}$ is the eddy induced velocity coefficient 1105 1105 (or equivalently the isoneutral thickness diffusivity coefficient),
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