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Commit 6548bc92 authored by Victor Stepanenko's avatar Victor Stepanenko
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User's guide updated for new options of background diffusivity

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This is pdfTeX, Version 3.14159265-2.6-1.40.20 (TeX Live 2019) (preloaded format=pdflatex 2019.11.28) 18 JUL 2021 13:50
This is pdfTeX, Version 3.14159265-2.6-1.40.20 (TeX Live 2019) (preloaded format=pdflatex 2019.11.28) 12 AUG 2022 18:39
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**users_guide.tex
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Output written on users_guide.pdf (9 pages, 164369 bytes).
Output written on users_guide.pdf (9 pages, 164648 bytes).
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......@@ -360,7 +360,7 @@ give significant speedup \\
\hline
\emph{massflux} & The massflux parameterization of convection (Siebesma et al., 2007): 0 - off, 1 - on. \\
\hline
\emph{ifrad} & Radiation fluxes at the water surface: 0 - set to zero; 1 - full treatment \\
\emph{ifrad} & Radiation fluxes at the water surface: 0 - set to zero; 1 - full treatment of surface radiation budget \\
\hline
\emph{ifbubble} & Switch for the bubble model: 0 - off (bubbles do not change with depth); 1 - on \\
\hline
......@@ -379,9 +379,9 @@ give significant speedup \\
\emph{horvisc} & Horizontal viscosity, m$^2$/s, used to damp the 1-st horizontal velocity mode \\
\hline
\hline
\emph{backdiff} & Switch for background diffusivity by Hondzo and Stefan (1993); 1 -- off, 1 -- on \\
\emph{backdiff} & Switch for background diffusivity: 0 -- off, 1 -- background diffusivity by Hondzo and Stefan (1993); 2 -- background diffusivity from KPP model, based in Ri number, 3 -- constant background diffusivity \\
\hline
\emph{backdiff0} & A multiplier in background diffusivity expression by Hondzo and Stefan (1993), relevant if \emph{backdiff}=1; if \emph{backdiff0}$<$0., then a reference value from original paper is used \\
\emph{backdiff0} & A reference value in background diffusivity, m$^2$/s, expression by Hondzo and Stefan (1993) or KPP model, or a value of constant background diffusivity, relevant if \emph{backdiff}>0; if \emph{backdiff0}$<$0., then the reference values are used \\
\hline
\emph{nManning} & Manning's coefficient, relevant for \emph{dyn\_pgrad}=5 \\
\hline
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