User: eschnett Date: 2012/03/12 09:37 AM

Added: /figures/ cartoon_fig1.pdf

Modified: / ET.tex

Log: Improve Cartoon2D figure

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File [modified]: ET.tex Delta lines: +11 -4 =================================================================== --- ET.tex 2012-03-12 14:14:10 UTC (rev 276) +++ ET.tex 2012-03-12 14:37:57 UTC (rev 277) @@ -2272,11 +2272,18 @@ off the plane (see Figure~\ref{fig:cartoon-plane}). \begin{figure}[htbp] \begin{center} - \includegraphics[width=0.2\textwidth]{cartoon_plane} + % This figure is taken from http://arxiv.org/abs/gr-qc/9908012, + % with permission by Steven Brandt (one of the authors) + \includegraphics{cartoon_fig1} \end{center} - \caption{Grid layout of a simulation using \codename{Cartoon2D}. The - $z$-axis is the axis of rotational symmetry. Image courtesy of - Denis Pollney.} + \caption{Grid layout of a simulation using \codename{Cartoon2D}. + The $z$-axis is the axis of rotational symmetry. Only points on + the non-negative $x$-axis (full circles) are evolved, all other + points (hollow circles) are filled via interpolation along the + $x$-axis. The dashed circle sections describe how points are + rotated onto the $x$-axis. The hollow squares on the right + denote boundary points that are cannot by set by this algorithm. + [Image reproduced from \cite{Alcubierre:1999ab}, figure 1.]} \label{fig:cartoon-plane} \end{figure}

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