\begin{table}%T13
%\centering
\par
\caption{Emission measure distributions for the Aschwanden \& Schrijver
(\cite{aschwanden02}) models.  $T_{\rm a}$ (keV) is the maximum temperature at the
loop apex.  $\Gamma$ is the loop cross section ratio between the loop apex and
the photosphere.  $L$ is the loop half length (kpc), and $s_{\rm H}$ the heating scale
height.  $M_{13}$ is the cluster mass in $10^{13}~M_{\sun}$ within the radius
$R$ (kpc) where the loop is located.  $Y_1$--$Y_5$ are the emission measures
$Y_i$ (in m$^{-3}$ of the temperature components 1--5.  The corresponding
temperatures are $T_i = T_1 / 2^{i-1}$.  The density at the loop apex is $n_{\rm a}$
(given in units of~$10^4$~m$^{-3}$) and the average density over the loop volume
is $\overline{n}$.  The mass of an individual loop is $M_l$ (in
$10^{10}~M_{\sun}$).  Finally, $N$ is the maximum number of loops per scale
height, defined by $N\equiv 4\pi R^3/V$ with $V$ the volume of an individual
loop.  All calculations are done for loops with a cross-sectional radius at the
foot points ($r_0$) of 10~kpc.  For other values of $r_0$, the following scaling
applies:  $Y_i\sim r_0^2$, $M_l\sim r_0^2$ and $N\sim r_0^{-2}$.
}
\label{tab:armodel}
\begin{tabular}{|rrrrrr|rrrr|rrrrrr|}
\hline\hline
$T_{\rm a}$ & $\Gamma$ & $L$ & $s_{\rm H}/L$ & $M_{13}$ & $R$ &
$Y_2/Y_1$& $Y_3/Y_1$& $Y_4/Y_1$& $Y_5/Y_1$ &
$Y_1$ & $n_{\rm a}$ & $\overline{n}/n_{\rm a}$ & $T_1/T_{\rm a}$ & $M_l$ & $N$ \\
\hline                                                                              	    
 0.5& 10&  30& 10  & 4  & 200& 0.440& 0.217& 0.103& 0.049& 3.1E67& 0.01    & 1.58&0.64& 0.03  & 1720    \\
 1  & 10&  30& 10  & 4  & 200& 0.146& 0.054& 0.022& 0.009& 1.6E69& 0.07    & 1.29&0.88& 0.19  & 1720    \\
 2  & 10&  30& 10  & 4  & 200& 0.096& 0.027& 0.009& 0.003& 3.2E70& 0.38    & 1.16&0.91& 0.90  & 1720    \\
 4  & 10&  30& 10  & 4  & 200& 0.069& 0.015& 0.004& 0.001& 5.3E71& 1.63    & 1.10&0.93& 3.64  & 1720    \\
 8  & 10&  30& 10  & 4  & 200& 0.057& 0.010& 0.002& 0.001& 6.8E72& 5.93    & 1.08&0.93& 13.0  & 1720    \\
\hline
 2  &  1&  30& 10  & 4  & 200& 0.319& 0.113& 0.040& 0.014& 5.3E69& 0.40    & 1.35&0.74& 0.18  & 10~700   \\
 2  &  3&  30& 10  & 4  & 200& 0.163& 0.054& 0.019& 0.007& 1.4E70& 0.39    & 1.23&0.87& 0.36  & 4770    \\
 2  & 10&  30& 10  & 4  & 200& 0.096& 0.027& 0.009& 0.003& 3.2E70& 0.38    & 1.16&0.91& 0.90  & 1720    \\
 2  & 30&  30& 10  & 4  & 200& 0.055& 0.011& 0.004& 0.001& 8.4E70& 0.38    & 1.13&0.93& 2.36  & 630     \\
 2  &100&  30& 10  & 4  & 200& 0.029& 0.004& 0.001& 0.000& 2.6E71& 0.38    & 1.11&0.94& 7.38  & 200     \\
\hline
 2  & 10&   3& 10  & 4  & 200& 0.074& 0.019& 0.006& 0.002& 5.1E71& 5.06    & 1.10&0.92& 1.13  & 17~200   \\
 2  & 10&  10& 10  & 4  & 200& 0.080& 0.021& 0.007& 0.002& 1.3E71& 1.41    & 1.12&0.92& 1.06  & 5160    \\
 2  & 10&  30& 10  & 4  & 200& 0.096& 0.027& 0.009& 0.003& 3.2E70& 0.38    & 1.16&0.91& 0.90  & 1720    \\
 2  & 10& 100& 10  & 4  & 200& 0.153& 0.051& 0.018& 0.006& 4.0E69& 0.06    & 1.29&0.88& 0.56  & 516     \\
 2  & 10& 300& 10  & 4  & 200& 0.528& 0.216& 0.077& 0.027& 1.6E68& 0.01    & 1.44&0.65& 0.24  & 172     \\
\hline
 2  & 10&  30&  0.1& 4  & 200& 0.006& 0.000& 0.000& 0.000& 1.8E71& 0.95    & 1.08&1.00& 2.07  & 1720    \\
 2  & 10&  30&  0.3& 4  & 200& 0.030& 0.005& 0.001& 0.000& 6.0E70& 0.54    & 1.10&0.98& 1.20  & 1720    \\
 2  & 10&  30&  1  & 4  & 200& 0.060& 0.013& 0.004& 0.001& 4.0E70& 0.43    & 1.13&0.95& 0.99  & 1720    \\
 2  & 10&  30&  3  & 4  & 200& 0.090& 0.024& 0.008& 0.003& 3.3E70& 0.38    & 1.16&0.92& 0.90  & 1720    \\
 2  & 10&  30& 10  & 4  & 200& 0.096& 0.027& 0.009& 0.003& 3.2E70& 0.38    & 1.16&0.91& 0.90  & 1720    \\
\hline
 2  &  6&   2& 10  & 4  & 200& 0.096& 0.027& 0.009& 0.003& 5.0E71& 7.65    & 1.12&0.91& 0.74  & 40~300   \\
 2  & 10&  30& 10  & 4  & 200& 0.096& 0.027& 0.009& 0.003& 3.2E70& 0.38    & 1.16&0.91& 0.90  & 1720    \\
 2  & 30& 102& 10  & 4  & 200& 0.096& 0.026& 0.009& 0.003& 8.7E69& 0.06    & 1.23&0.91& 1.38  & 185     \\
\hline
 2  & 10&  30& 10  & 4  & 200& 0.096& 0.027& 0.009& 0.003& 3.2E69& 0.38    & 1.16&0.91& 0.90  & 1720    \\
 2  & 10&  30& 10  & 0  & 200& 0.072& 0.018& 0.006& 0.002& 5.4E70& 0.52    & 1.09&0.92& 1.16  & 1720    \\
 2  & 10&  30& 10  & 0.8& 100& 0.089& 0.024& 0.008& 0.003& 3.7E70& 0.41    & 1.14&0.91& 0.96  & 215     \\
\hline
\end{tabular}
\end{table}