\hypertarget{namespacemodule__radlw__kgb15}{}\doxysubsection{module\+\_\+radlw\+\_\+kgb15 Module Reference}
\label{namespacemodule__radlw__kgb15}\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}}


This module sets up absorption coefficients for band 15\+: 2380-\/2600 cm-\/1 (low -\/ n2o, co2; high -\/ /)  


\doxysubsubsection*{Variables}
\begin{DoxyCompactItemize}
\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb15_abb9e98034166a07a6e349631d7fbb2a3_abb9e98034166a07a6e349631d7fbb2a3}{msa15}}
\begin{DoxyCompactList}\small\item\em MSA15=585. \end{DoxyCompactList}\end{DoxyCompactItemize}
\begin{Indent}\textbf{ minor gas mapping level\+:}\par
\begin{DoxyCompactItemize}
\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb15_ae1b588ee60974c2d451c89f842601e07_ae1b588ee60974c2d451c89f842601e07}{msf15}}
\begin{DoxyCompactList}\small\item\em MSF15=10. \end{DoxyCompactList}\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb15_ad4d78009d0c7ffa27dbb228e68307675_ad4d78009d0c7ffa27dbb228e68307675}{mfr15}}
\begin{DoxyCompactList}\small\item\em MFR15=4. \end{DoxyCompactList}\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb15_a482858cf08fb1a14117dfbaa6a57fe8c_a482858cf08fb1a14117dfbaa6a57fe8c}{maf15}}
\begin{DoxyCompactList}\small\item\em MAF15=9. \end{DoxyCompactList}\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb15_a8ab45999cfc7b9db0f3d3b61ccf803e8_a8ab45999cfc7b9db0f3d3b61ccf803e8}{mmn15}}
\begin{DoxyCompactList}\small\item\em MMN15=19. \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng15, \mbox{\hyperlink{namespacemodule__radlw__kgb15_abb9e98034166a07a6e349631d7fbb2a3_abb9e98034166a07a6e349631d7fbb2a3}{msa15}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb15_aa6412ac501e2afed3d1b64b0cdcdab9e_aa6412ac501e2afed3d1b64b0cdcdab9e}{absa}}
\begin{DoxyCompactList}\small\item\em the array absa(\+NG15,585) = ka(\+NG15,9,5,13) contains absorption coefs at the NG15=2 g-\/intervals for a range of pressure levels \texorpdfstring{$>$}{>} $\sim$100mb, temperatures, and ratios of water vapor to co2. the first index in the array, js, runs from 1 to 9, and corresponds to different column amount ratios, as expressed through the binary species parameter eta, defined as eta = gas1/(gas1+(rat)$\ast$gas2), where rat is the ratio of the reference mls column amount value of gas1 to that of gas2. the 2nd index in the array, jt, which runs from 1 to 5, corresponds to different temperatures. more specifically, jt = 1-\/5 means that the data are for the corresponding temperature of tref-\/30, tref-\/15, tref, tref+15, and tref+30, respectively. the third index, jp, runs from 1 to 13 and refers to the reference pressure level (e.\+g. jp = 1 is for a pressure of 1053.\+63 mb). the fourth index, ig, goes from 1 to NG15=2, and tells us which g-\/interval the absorption coefficients are for. \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng15, \mbox{\hyperlink{namespacemodule__radlw__kgb15_ad4d78009d0c7ffa27dbb228e68307675_ad4d78009d0c7ffa27dbb228e68307675}{mfr15}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb15_ada70146d20f89f059141aa4cf58a0894_ada70146d20f89f059141aa4cf58a0894}{forref}}
\begin{DoxyCompactList}\small\item\em the array forref contains the coefficient of the water vapor foreign-\/continuum (including the energy term). the first index refers to reference temperature (296,260,224,260) and pressure (970,475,219,3 mbar) levels. the second index runs over the g-\/channel (1 to NG15=2). \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng15, \mbox{\hyperlink{namespacemodule__radlw__kgb15_ae1b588ee60974c2d451c89f842601e07_ae1b588ee60974c2d451c89f842601e07}{msf15}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb15_a1d14e9b2e607f2022d84c6fc0cd27c4e_a1d14e9b2e607f2022d84c6fc0cd27c4e}{selfref}}
\begin{DoxyCompactList}\small\item\em the array selfref contains the coefficient of the water vapor self-\/continuum (including the energy term). the first index refers to temperature in 7.\+2 degree increments. for instance, jt = 1 refers to a temperature of 245.\+6, jt = 2 refers to 252.\+8, etc. the second index runs over the g-\/channel (1 to NG15=2). \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng15, \mbox{\hyperlink{namespacemodule__radlw__kgb15_a482858cf08fb1a14117dfbaa6a57fe8c_a482858cf08fb1a14117dfbaa6a57fe8c}{maf15}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb15_a4b5c5f6fd9ea806843adf78ec1b43cd2_a4b5c5f6fd9ea806843adf78ec1b43cd2}{fracrefa}}
\begin{DoxyCompactList}\small\item\em planck fraction mapping level \+: p = 1053. mb, t = 294.\+2 k \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng15, \mbox{\hyperlink{namespacemodule__radlw__kgb15_a482858cf08fb1a14117dfbaa6a57fe8c_a482858cf08fb1a14117dfbaa6a57fe8c}{maf15}}, \mbox{\hyperlink{namespacemodule__radlw__kgb15_a8ab45999cfc7b9db0f3d3b61ccf803e8_a8ab45999cfc7b9db0f3d3b61ccf803e8}{mmn15}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb15_aff32d89fe8fef50ff79136cc7aa50526_aff32d89fe8fef50ff79136cc7aa50526}{ka\+\_\+mn2}}
\begin{DoxyCompactList}\small\item\em the array ka\+\_\+mxx contains the absorption coefficient for a minor species at the NG15=2 chosen g-\/values for a reference pressure level below 100$\sim$ mb. the first index in the array, js, runs from 1 to 9, and corresponds to different gas column amount ratios, as expressed through the binary species parameter eta, defined as eta = gas1/(gas1 + (rat) $\ast$ gas2), where rat is the ratio of the reference mls column amount value of gas1 to that of gas2. the second index refers to temperature in 7.\+2 degree increments. for instance, jt = 1 refers to a temperature of 188.\+0, jt = 2 refers to 195.\+2, etc. the third index runs over the g-\/channel (1 to NG15=2). \end{DoxyCompactList}\end{DoxyCompactItemize}
\end{Indent}


\doxysubsubsection{Variable Documentation}
\mbox{\Hypertarget{namespacemodule__radlw__kgb15_abb9e98034166a07a6e349631d7fbb2a3_abb9e98034166a07a6e349631d7fbb2a3}\label{namespacemodule__radlw__kgb15_abb9e98034166a07a6e349631d7fbb2a3_abb9e98034166a07a6e349631d7fbb2a3}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!msa15@{msa15}}
\index{msa15@{msa15}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{msa15}{msa15}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb15\+::msa15}

\mbox{\Hypertarget{namespacemodule__radlw__kgb15_ae1b588ee60974c2d451c89f842601e07_ae1b588ee60974c2d451c89f842601e07}\label{namespacemodule__radlw__kgb15_ae1b588ee60974c2d451c89f842601e07_ae1b588ee60974c2d451c89f842601e07}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!msf15@{msf15}}
\index{msf15@{msf15}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{msf15}{msf15}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb15\+::msf15}

\mbox{\Hypertarget{namespacemodule__radlw__kgb15_ad4d78009d0c7ffa27dbb228e68307675_ad4d78009d0c7ffa27dbb228e68307675}\label{namespacemodule__radlw__kgb15_ad4d78009d0c7ffa27dbb228e68307675_ad4d78009d0c7ffa27dbb228e68307675}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!mfr15@{mfr15}}
\index{mfr15@{mfr15}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{mfr15}{mfr15}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb15\+::mfr15}

\mbox{\Hypertarget{namespacemodule__radlw__kgb15_a482858cf08fb1a14117dfbaa6a57fe8c_a482858cf08fb1a14117dfbaa6a57fe8c}\label{namespacemodule__radlw__kgb15_a482858cf08fb1a14117dfbaa6a57fe8c_a482858cf08fb1a14117dfbaa6a57fe8c}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!maf15@{maf15}}
\index{maf15@{maf15}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{maf15}{maf15}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb15\+::maf15}

\mbox{\Hypertarget{namespacemodule__radlw__kgb15_a8ab45999cfc7b9db0f3d3b61ccf803e8_a8ab45999cfc7b9db0f3d3b61ccf803e8}\label{namespacemodule__radlw__kgb15_a8ab45999cfc7b9db0f3d3b61ccf803e8_a8ab45999cfc7b9db0f3d3b61ccf803e8}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!mmn15@{mmn15}}
\index{mmn15@{mmn15}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{mmn15}{mmn15}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb15\+::mmn15}

\mbox{\Hypertarget{namespacemodule__radlw__kgb15_aa6412ac501e2afed3d1b64b0cdcdab9e_aa6412ac501e2afed3d1b64b0cdcdab9e}\label{namespacemodule__radlw__kgb15_aa6412ac501e2afed3d1b64b0cdcdab9e_aa6412ac501e2afed3d1b64b0cdcdab9e}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!absa@{absa}}
\index{absa@{absa}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{absa}{absa}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng15,\mbox{\hyperlink{namespacemodule__radlw__kgb15_abb9e98034166a07a6e349631d7fbb2a3_abb9e98034166a07a6e349631d7fbb2a3}{msa15}}), public module\+\_\+radlw\+\_\+kgb15\+::absa}

\mbox{\Hypertarget{namespacemodule__radlw__kgb15_ada70146d20f89f059141aa4cf58a0894_ada70146d20f89f059141aa4cf58a0894}\label{namespacemodule__radlw__kgb15_ada70146d20f89f059141aa4cf58a0894_ada70146d20f89f059141aa4cf58a0894}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!forref@{forref}}
\index{forref@{forref}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{forref}{forref}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng15,\mbox{\hyperlink{namespacemodule__radlw__kgb15_ad4d78009d0c7ffa27dbb228e68307675_ad4d78009d0c7ffa27dbb228e68307675}{mfr15}}), public module\+\_\+radlw\+\_\+kgb15\+::forref}

\mbox{\Hypertarget{namespacemodule__radlw__kgb15_a1d14e9b2e607f2022d84c6fc0cd27c4e_a1d14e9b2e607f2022d84c6fc0cd27c4e}\label{namespacemodule__radlw__kgb15_a1d14e9b2e607f2022d84c6fc0cd27c4e_a1d14e9b2e607f2022d84c6fc0cd27c4e}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!selfref@{selfref}}
\index{selfref@{selfref}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{selfref}{selfref}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng15,\mbox{\hyperlink{namespacemodule__radlw__kgb15_ae1b588ee60974c2d451c89f842601e07_ae1b588ee60974c2d451c89f842601e07}{msf15}}), public module\+\_\+radlw\+\_\+kgb15\+::selfref}

\mbox{\Hypertarget{namespacemodule__radlw__kgb15_a4b5c5f6fd9ea806843adf78ec1b43cd2_a4b5c5f6fd9ea806843adf78ec1b43cd2}\label{namespacemodule__radlw__kgb15_a4b5c5f6fd9ea806843adf78ec1b43cd2_a4b5c5f6fd9ea806843adf78ec1b43cd2}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!fracrefa@{fracrefa}}
\index{fracrefa@{fracrefa}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{fracrefa}{fracrefa}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng15,\mbox{\hyperlink{namespacemodule__radlw__kgb15_a482858cf08fb1a14117dfbaa6a57fe8c_a482858cf08fb1a14117dfbaa6a57fe8c}{maf15}}), public module\+\_\+radlw\+\_\+kgb15\+::fracrefa}

\mbox{\Hypertarget{namespacemodule__radlw__kgb15_aff32d89fe8fef50ff79136cc7aa50526_aff32d89fe8fef50ff79136cc7aa50526}\label{namespacemodule__radlw__kgb15_aff32d89fe8fef50ff79136cc7aa50526_aff32d89fe8fef50ff79136cc7aa50526}} 
\index{module\_radlw\_kgb15@{module\_radlw\_kgb15}!ka\_mn2@{ka\_mn2}}
\index{ka\_mn2@{ka\_mn2}!module\_radlw\_kgb15@{module\_radlw\_kgb15}}
\doxyparagraph{\texorpdfstring{ka\_mn2}{ka\_mn2}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng15,\mbox{\hyperlink{namespacemodule__radlw__kgb15_a482858cf08fb1a14117dfbaa6a57fe8c_a482858cf08fb1a14117dfbaa6a57fe8c}{maf15}},\mbox{\hyperlink{namespacemodule__radlw__kgb15_a8ab45999cfc7b9db0f3d3b61ccf803e8_a8ab45999cfc7b9db0f3d3b61ccf803e8}{mmn15}}), public module\+\_\+radlw\+\_\+kgb15\+::ka\+\_\+mn2}

