\begin{table}%T1
%\centering
\par
\caption{Main properties of the tori considered in the numerical
calculations.  From left to right the columns report: the name of the
model, the specific angular momentum $\ell$ (normalized to $M$), the
polytropic constant $\kappa$, the inner and outer cusps of the torus,
$r_{\rm ci}$ and $r_{\rm co}$, the radial position of the pressure
maximum $r_{\rm max}$ (all radii are in units of the gravitational
radius $r_{\rm g}$), the potential gaps $\Delta W_{\rm{i}}\equiv
W_{\rm{in}}-W_{\rm{ci}}$ and $\Delta W_{\rm{o}}\equiv
W_{\rm{in}}-W_{\rm{co}}$, where $W_{\rm{in}}$ is the potential at the
inner edge of the disc. The last column reports the orbital period at the
centre of the torus, $t_{\rm orb}$, expressed in milliseconds.  All of
the models share the same value of the cosmological parameter
$y=10^{-6}$, the same mass for the black hole, $M=10~M_{\odot}$, the same
adiabatic index $\gamma=4/3$, and the same torus-to-hole mass ratio
$M_{\rm t}/M=0.2$.  }
\label{tab1}
\begin{tabular}{llccccrrc}
\hline\hline
%& & & & & & & & \\
Model   & $\ell$    & $\kappa$ (cgs)  & $r_{\rm ci}$     &
$r_{\rm co}$ & $r_{\rm max}$  
& \multicolumn{1}{c}{$\Delta W_{\rm i}$}	 & \multicolumn{1}{c}{$\Delta W_{\rm o}$} &  $t_{\rm orb}$ (ms)
\\
%& & & & & & & & \\
\hline
A$_1$   & 3.84     & 8.970${~\times~} 10^{14}$ &4.419 &
	94.866 & 8.822  & 0.010 & $-$0.010 & 8.11 \\
A$_2$   & 3.84    & 2.568${~\times~} 10^{15}$  &4.419 &
	94.866 & 8.822  & 0.025 & 0.005  & 8.11  \\
A$_3$   & 3.84    & 4.372${~\times~} 10^{15}$  &4.419 &
        94.866 & 8.822  & 0.032 & 0.012  & 8.11 \\
\hline
B$_1$   & 3.94  &   2.295${~\times~} 10^{15}$ & 4.133&
	94.564 & 9.876 & 0.004 & 0.004 & 9.61 \\
B$_2$   & 3.94  &   3.775${~\times~} 10^{15}$ & 4.133&
        94.564 & 9.876 & 0.010  & 0.010  & 9.61 \\
B$_2$   & 3.94  &   6.740${~\times~} 10^{15}$ & 4.133&
	94.564 & 9.876 & 0.020  & 0.020  & 9.61 \\
\hline
C$_1$   & 4.00   &   3.025${~\times~} 10^{15}$ &4.000 & 
	94.373 & 10.489 & $-$0.007 & 0.007 & 10.51 \\
C$_2$   & 4.00   &   7.120${~\times~} 10^{15}$ &4.000 &
	94.373 & 10.489 & 0.007  & 0.021 & 10.51 \\
C$_2$   & 4.00   &   1.125${~\times~} 10^{16}$ &4.000 &
        94.373 & 10.489 & 0.020  & 0.034 & 10.51 \\
\hline
\end{tabular}
\end{table}