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2 changes: 1 addition & 1 deletion manual/eqs/output.tex
Original file line number Diff line number Diff line change
Expand Up @@ -311,7 +311,7 @@ \subsection{~Output parameters} \label{sub:outpars}
0.5 \left[ A(k,\theta)+ A(k,\theta+\pi)\right]^2 \frac{\sigma^2}{k C_g} \:\rd \theta \: \rd \sigma \: \label{eq:qkk}
\end{equation}
\item \textbf{SKW} Skewness of surface elevation sampled at zero slope. This is the $\lambda_1$ parameter defined in \cite{Barrick&Lipa1985} or $\lambda_{3,0,0}$ in \cite{Srokosz1986}. It is computed from the second order correction to the surface elevation, using ECWAM code by P. Janssen.
\item \textbf{EMB} this is $-\gamma/8 = -(\lambda_{1,2,0}+\lambda_{1,0,2}-2 \lambda{0,1,1} \lambda{1,1,1})/8 (1-\lambda_{0,1,1]^2)$, such that the mean sea level of points with zero slope
\item \textbf{EMB} this is $-\gamma/8 = -(\lambda_{1,2,0}+\lambda_{1,0,2}-2 \lambda{0,1,1} \lambda{1,1,1})/8 (1-\lambda_{0,1,1}^2)$, such that the mean sea level of points with zero slope
is EMB$\times H_s$.
\item \textbf{EMC} this is hte additional tracker bias coefficient equal to $-\lambda_{3,0,0}/24$, which is specific to the choice of retracker, see the $J_z$ function in \cite{DeCarlo&Ardhuin2024}.
\end{list}
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