Table 2: Summary of the results obtained for the three field modelsa.
    Ring model ($\nu=1$) Axisymmetric model ($\nu=2$) Bisymmetric model ($\nu=3$)
i ni $\chi^2_{\rm min}$ $ [ \chi^2_{\rm min} \le n_i - \nu ]$ $ [ \chi^2_{\rm min} \le \chi^2_{\rm crit} (0.1) ]$ $\chi^2_{\rm min}$ $ [ \chi^2_{\rm min} \le n_i - \nu ]$ $ [ \chi^2_{\rm min} \le \chi^2_{\rm crit} (0.1) ]$ $\chi^2_{\rm min}$ $ [ \chi^2_{\rm min} \le n_i - \nu ]$ $ [ \chi^2_{\rm min} \le \chi^2_{\rm crit} (0.1) ]$
4 4 5.03   $\ast$ 2.91   $\ast$ 3.08    
4.5 6 3.17 $\ast$ $\ast$ 3.11 $\ast$ $\ast$ 1.75 $\ast$ $\ast$
5 5 25.37     18.65     1.79 $\ast$ $\ast$
5.5 5 14.52     14.43     4.95    
6 6 8.84   $\ast$ 5.06   $\ast$ 5.48   $\ast$
6.5 5 20.29     17.93     13.55    
7 6 9.57     5.81   $\ast$ 3.37   $\ast$
7.5 4 19.31     19.30     7.44    
8 4 52.53     3.04   $\ast$ 0.82   $\ast$
$^a\ $ When a value of $\chi^2_{\rm min}$ satisfies the first or second consistency condition,
an asterisk is plotted in the corresponding column.


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