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zss1Zd@2zhiBmLx3%E~4TuA^sxW^9jxctEa}$&Tw&1`|9D5&i>Wg^56&&Q$T)H*Z2B zUY`4_yFbrUvr5gqL1ZtPDWti!u>~yMn0PLEkRAT~Zcxc{r0KqIJ#?b+haxFY64FxY z?!1Xy4)aklyhemvs^}1--&i;$=BIw}dreG?>zr;%)X(IAM7p}1c|h*G;w`G$)9m0u zr%F>?(Sy1pfv_Cfa%c diff --git a/lua-physical.tex b/lua-physical.tex index 08256a7..109e7b6 100644 --- a/lua-physical.tex +++ b/lua-physical.tex @@ -950,6 +950,55 @@ \subsection{Base Units} +% lua function for printing dimension names. +\begin{luacode} +function getdim(q) + local str = q.dimension:__tostring() + + str = string.gsub(str,"%[","") + str = string.gsub(str,"%]","") + + return str +end + +function strtoidx(str) + local s,n = string.gsub(str,"%_","\\_") + return s +end +\end{luacode} + +% print unit table +\newcommand{\unittable}[1]{ + \begin{table}[H] + \centering + \begin{tabularx}{\linewidth}{% + >{\setlength\hsize{1\hsize}}X% + l% + l% + >{\setlength\hsize{1\hsize}}X% + } + \thead{Quantity} & \thead{Unit} & \thead{Symbol} & \thead{Definition} \\\hline + + #1 + + \hline + \end{tabularx} + \end{table} +} + +% print unit table row +\newcommand{\printunit}[3][]{ + \ifthenelse{\equal{#1}{}}{ + \directlua{tex.print(getdim(#2))} + }{ + #1 + } & + \directlua{tex.print(#2.unit.name)} & + |#2| & + \mbox{|#3|}\index[unit]{\directlua{tex.print(#2.unit.name)} \texttt{\directlua{tex.print( strtoidx("#2") )}}} \\ +} + + %------------------------------------------------------------ \newpage @@ -962,7 +1011,7 @@ \subsection{Constants} \newcommand{\printconstant}[2]{ \directlua{tex.print(#1.unit.name)} & |#1| & - \mbox{|#2|}\index[unit]{\directlua{tex.print(#1.unit.name)} \texttt{\directlua{tex.print( strtoidx("#1") )}}}\\ + \mbox{|#2|}\index[unit]{\directlua{tex.print(#1.unit.name)} \texttt{\directlua{tex.print(strtoidx("#1"))}}}\\ } \begin{table}[H] @@ -1034,55 +1083,6 @@ \subsection{Coherent derived units in the SI} \label{ch:coherent derived units} All units in this section are coherent derived units from the SI base units with special names, \cite[118]{bipm06}. - -% lua function for printing dimension names. -\begin{luacode} -function getdim(q) - local str = q.dimension:__tostring() - - str = string.gsub(str,"%[","") - str = string.gsub(str,"%]","") - - return str -end - -function strtoidx(str) - local s,n = string.gsub(str,"%_","\\_") - return s -end -\end{luacode} - -% print unit table -\newcommand{\unittable}[1]{ - \begin{table}[H] - \centering - \begin{tabularx}{\linewidth}{% - >{\setlength\hsize{1\hsize}}X% - l% - l% - >{\setlength\hsize{1\hsize}}X% - } - \thead{Quantity} & \thead{Unit} & \thead{Symbol} & \thead{Definition} \\\hline - - #1 - - \hline - \end{tabularx} - \end{table} -} - -% print unit table row -\newcommand{\printunit}[3][]{ - \ifthenelse{\equal{#1}{}}{ - \directlua{tex.print(getdim(#2))} - }{ - #1 - } & - \directlua{tex.print(#2.unit.name)} & - |#2| & - \mbox{|#3|}\index[unit]{\directlua{tex.print(#2.unit.name)} \texttt{\directlua{tex.print( strtoidx("#2") )}}} \\ -} - \unittable{ \printunit[Plane Angle\protect\footnotemark]{_rad}{_1} \printunit[Solid Angle\protect\footnotemark]{_sr}{_rad^2} @@ -1176,6 +1176,11 @@ \subsection{Nominal Astronomical Units} +The mass of the sun is proposed to be used as the astronomical mass unit. +\unittable{ + \printunit[Mass]{_M_S}{N(1.98847e30,0.00007e30) * _kg} +} + %------------------------------------------------------------ \newpage diff --git a/src/physical-definition.lua b/src/physical-definition.lua index cf1576b..b635cff 100644 --- a/src/physical-definition.lua +++ b/src/physical-definition.lua @@ -276,6 +276,8 @@ Q.define("t", "tonne", 1e3 * _kg) -- https://arxiv.org/pdf/1605.09788.pdf -- https://arxiv.org/pdf/1510.07674.pdf +Q.define("mag", "magnitude", _1) + Q.define("R_S_nom", "nomsolradius", 6.957e8 * _m) Q.define("S_S_nom", "nomsolirradiance", 1361 * _W/_m^2) Q.define("L_S_nom", "nomsolluminosity", 3.828e26 * _W) @@ -290,6 +292,8 @@ Q.define("Re_J_nom", "nomjoveqradius", 7.1492e7 * _m) Q.define("Rp_J_nom", "nomjovpolradius", 6.6854e7 * _m) Q.define("GM_J_nom", "nomjovmassparameter", 1.2668653e17 * _m^3*_s^-2) +Q.define("M_S", "solmass", N(1.98847e30,0.00007e30) * _kg) +