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Table 5:

Outflow properties of the red and blue outflow lobe.
Outflow properties
  $V_{\rm {max}}$a R Mb,c $t_{\rm {d}}$a,d $\dot{M}$a,e $F_{\rm CO}$b,f $L_{\rm {kin}}$b,g
  (km s-1) (AU) ($M_\odot$) (yr) ($M_\odot$ ($M_\odot$ yr-1 ($L_\odot$)
          yr-1) km s-1)  
Red Lobe
CO 2-1 14.2 5e4 0.8/2.9h 2.6e4 9.1e-5 9.8e-4 1.2e-2
CO 3-2 14.0 >2.5e4 0.68 >1.3e4 4.2e-5 4.5e-4 5.4e-3
CO 4-3i 11.0 - >0.18 - - - -
CO 6-5 10.5 >2.5e4 0.48 2.2e4 1.8e-5 1.1e-4 8.0e-4
CO 7-6 12.1 2.0e4 0.4 1.4e4 2.2e-5 1.7e-4 1.6e-3
Blue Lobe
CO 2-1 0.5 1.2e4 0.24 1.2e4 1.6e-5 9.3e-5 6.0e-4
CO 3-2 0.3 1.6e4 0.24 1.5e4 1.3e-5 7.6e-5 5.0e-4
CO 4-3 1.7 1.1e4 0.19 1.5e4 1.1e-5 4.5e-5 2.2e-4
CO 6-5 0.5 1.1e4 7e-3 1.1e4 5.4e-7 3.0e-6 2.0e-5
CO 7-6 1.1 1.0e4 1e-2 1.2e4 8.6e-7 4.3e-6 2.4e-5
a Actual LSR velocities; note that the quiescent gas is at $V_{\rm LSR}=5.3$ km s-1. $\delta V_{\max}$ = abs( $V_{\max}- V_{\rm {LSR}}$). Velocities are not corrected for inclination.
b Corrected for inclination using the average correction factors of Cabrit & Bertout (1990).
c Constant temperature of 100 K assumed for red outflow and 70 K for blue outflow.
d Dynamical time scale: $t_{\rm {d}}=R/\delta V_{\max}$.
e Mass outflow rate: $\dot{M}=M/t_{\rm d}$, not corrected for swept-up gas.
f Outflow force: $F_{\rm CO}=MV_{\max}^2/R$.
g Kinetic luminosity: $L_{\rm {kin}}=0.5M(\delta V_{\rm {max}})^3/R$.
h 0.8 $M_\odot$ is derived for a temperature of 50 K. 2.9 $M_\odot$ is derived for a temperature of 100 K.
i Outflow extends to far larger scales than map scale.

Source LaTeX | All tables | In the text

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