--- manual/s_ecco/text/ecco_costfunction.tex 2004/07/08 23:18:08 1.3 +++ manual/s_ecco/text/ecco_costfunction.tex 2006/04/08 01:50:50 1.7 @@ -1,5 +1,10 @@ \section{The ECCO state estimation cost function DRAFT!!! \label{sectioneccocost}} +\begin{rawhtml} + +\end{rawhtml} + +Author: Patrick Heimbach The current ECCO state estimation covers an $nYears = 11$ year model trajectory. @@ -266,30 +271,30 @@ \hline ~&~&~&~\\ {\it tbar} & {\tt tbarfile} & monthly model mean pot. temperature & -[$^{\circ}$C] \\ +[$^{\circ}\mathrm{C}$] \\ {\it sbar} & {\tt sbarfile} & monthly model mean salinity & [ppt] \\ {\it tdat} & {\tt tdatfile} & monthly mean Levitus pot. temperature & -[$^{\circ}$C] \\ +[$^{\circ}\mathrm{C}$] \\ {\it sdat} & {\tt sdatfile} & monthly mean Levitus salinity & [ppt] \\ {\it ctdtobs} & {\tt ctdtfile} & monthly WOCE CTD pot. temperature & -[$^{\circ}$C] \\ +[$^{\circ}\mathrm{C}$] \\ {\it ctdsobs} & {\tt ctdsfile} & monthly WOCE CTD salinity & [ppt] \\ {\it xbtobs} & {\tt xbtfile} & monthly XBT in-situ(!) temperature & -[$^{\circ}$C] \\ +[$^{\circ}\mathrm{C}$] \\ {\it sstdat} & {\tt sstdatfile} & monthly Reynolds pot. SST & -[$^{\circ}$C] \\ +[$^{\circ}\mathrm{C}$] \\ {\it sssdat} & {\tt sssdatfile} & monthly Reynolds SSS & [ppt] \\ {\it argotobs} & {\tt argotfile} & monthly ARGO in-situ(!) temperature & -[$^{\circ}$C] \\ +[$^{\circ}\mathrm{C}$] \\ {\it argosobs} & {\tt argosfile} & monthly ARGO salinity & [ppt] \\ {\it wti, wsi} & {\tt data\_errfile} & vert. stdev. profile for $T$, $S$ & ~ \\ -{\it wtvar} & {\tt temperrfile} & spatially varying stdev. & [$^{\circ}$C] \\ +{\it wtvar} & {\tt temperrfile} & spatially varying stdev. & [$^{\circ}\mathrm{C}$] \\ {\it wsvar} & {\tt salterrfile} & spatially varying stdev. & [ppt] \\ ~&~&~&~\\ \hline \hline @@ -328,7 +333,7 @@ \begin{equation} \begin{split} cost\_argo\_t(i,j,k) & = \, -\left[ \, \frac{fac \cdot ratio}{wti^2 + wvar^2} \sum_{\tau=1}^{nMonsRec} +\left[ \, \frac{fac \cdot ratio}{wti^2 + wtvar^2} \sum_{\tau=1}^{nMonsRec} \left\{ Tbar(\tau) \, - \, T2\theta[argoTobs(\tau)] \right\}^2 \, \right](i,j,k) \\ cost\_argo\_s(i,j,k) & = \,