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@@ -32,19 +32,30 @@ solved numerically once the function $q$ has been specified. The
initial data is also assumed to be time-symmetric, so the momentum
constraints are trivially satisfied.
+% [[ DPR: The code does not use these two different initial_data
+% keywords, but the axisym parameter instead. It should probably use
+% the two different initial_data values. I have changed the doc below
+% to correspond with the current code: ]]
+
The thorn is activated by choosing the CactusEinstein/ADMBase parameter
-``initial\_data'' in one of the following two ways:
+``initial\_data'' to be:
+%in one of the following two ways:
\begin{itemize}
-\item initial\_data = ``brilldata'': Axisymmetric Brill wave initial data
- (but calculated in a cartesian grid!).
+\item initial\_data = ``brilldata'': %Axisymmetric
+Brill wave initial data
+% (but calculated in a cartesian grid!).
-\item initial\_data = ``brilldata3D'': Brill wave initial data with an
- angular dependency.
+%\item initial\_data = ``brilldata3D'': Brill wave initial data with an
+% angular dependency.
\end{itemize}
+To choose axisymmetric data, set the parameter {\tt axisym} to true
+(the default). Note that the data is computed on a cartesian grid in
+any event. {\tt axisym = "no"} adds an angular dependence factor,
+which is detailed below.
\section{Parameters for the thorn}