Table 4: The values of true critical angles $\theta _{\rm ct}$ and their deviations ( ${\theta }_{\rm cs}$ ) simulated for different half cone angles $\delta _{\rm max}$ within which the angles between the axes of the torus and the jet are distributed.
$\theta_{\rm ct}^{\circ}$ $\theta_{\rm cs}^{\circ} \pm \sigma_{\theta_{\rm cs}}$

$\delta_{\rm max}=0^{\circ}$ $\delta_{\rm max}=10^{\circ}$ $\delta_{\rm max}=20^{\circ}$ $\delta_{\rm max}=30^{\circ}$

( $\theta_{\rm ct} = \theta_{\rm cs}$ )

20 $19.8\pm0.4$ $21.6\pm0.5$ $26.5\pm0.7$ $34.9\pm0.9$

40 $39.5\pm0.5$ $40.2\pm0.5$ $42.8\pm0.6$ $47.0\pm0.7$

60 $59.3\pm0.6$ $59.9\pm0.3$ $61.2\pm0.7$ $63.4\pm0.7$

**Table 4:** The values of true critical angles $\theta _{\rm ct}$ and their deviations ( ${\theta }_{\rm cs}$ ) simulated for different half cone angles $\delta _{\rm max}$ within which the angles between the axes of the torus and the jet are distributed.
$\theta_{\rm ct}^{\circ}$	$\theta_{\rm cs}^{\circ} \pm \sigma_{\theta_{\rm cs}}$
	$\delta_{\rm max}=0^{\circ}$	$\delta_{\rm max}=10^{\circ}$	$\delta_{\rm max}=20^{\circ}$	$\delta_{\rm max}=30^{\circ}$
	( $\theta_{\rm ct} = \theta_{\rm cs}$ )
20	$19.8\pm0.4$	$21.6\pm0.5$	$26.5\pm0.7$	$34.9\pm0.9$
40	$39.5\pm0.5$	$40.2\pm0.5$	$42.8\pm0.6$	$47.0\pm0.7$
60	$59.3\pm0.6$	$59.9\pm0.3$	$61.2\pm0.7$	$63.4\pm0.7$

Source LaTeX | All tables | In the text

	1 Introduction
	2 Equations for the opening angle of the torus
	3 The sample and selection criteria
	4 Relations for the torus opening angle
	5 Discussion and conclusions
	Appendix: Equation for estimating the critical viewing angle
	References