TABLE III.

Summary of key results. Here t_BH denotes the black hole formation time, M_BH and a_BH/M_BH denote the mass of the black hole and the dimensionless spin once the system has settled down, respectively, R_disk and M_disk are the outer edge and the mass of the accretion disk, $\dot{M}$ is the accretion rate roughly after t − t_BH ~ 1.8 × 10³M ~ 8.8 × 10³(M/10⁶M_⊙) s, t_jet is the launching jet time after black hole formation, ${\tau }_{\text{disk }}\equiv M_{\text{disk }}/\dot{M}$ is disk lifetime, (b²/2ρ₀)_|pole and L_EM are the force-free parameter above the black hole pole and the Poynting electromagnetic luminosity driven by the incipient jet, respectively, which are time-averaged over t ≈ 200M ~ 10³(M/10⁶M_⊙) s after jet launching. The quantities t_BH, t_jet, and τ_disk are normalized by (M/10⁶M_⊙).

Case	tBH (S)	MBH/M	aBH/MBH	Rdisk/M	Mdisk/M	$\dot{M}\left(M_{\odot }/s\right)$	tjet (s)	τdisk (S)	${\left(b^2/2_{\rho 0}\right)}_{|\text{pole}}$	LEM(erg/s)
n3-HYD	1.40×105	0.91	0.75	95	9.0%	1.0	…	9.0×104	…	…
n3-INT	1.48×105	0.92	0.74	90	6.0%	1.2	2.7×103	5.0×104	25	1050.6
n3-EXTINT	1.53×105	0.92	0.68	95	7.0%	1.1	2.2×103	7.2×104	300	1052.5
n295-EXTINT	4.48×104	0.96	0.58	75	3.0%	1.2	1.5×103	2.4×104	100	1052.3
n29-HYD	2.06×104	0.99	0.53	60	1.1%	1.0	…	1.0×104	…	…
n29-INT	2.13×104	0.99	0.53	55	1.1%	0.4	…	1.0×104	<10−4	…
n29-EXTINT	2.12×104	0.99	0.52	55	1.5%	0.8	1.2×103	1.8×104	100	1052.1
n29-EXTINT-0.75SPIN	3.25×104	0.99	0.45	55	0.3%	1.5	1.7×103	1.0×104	60	1051.5
n29-EXTINT-DIFF	1.26×105	0.82	0.54	60	18.0%	2.0	1.4×103	9.0×104	300	1053.5