Table 2.

Model results for which only plausible interpretations are listed.

Scenario ne Te P/k bnβn EM N(RRL) L ϕ M Q SFR
(cm−3) (K) (K cm−3) (cm−6 pc) (cm−2) (pc) (M) (phot s−1) (M yr−1)
(i) Galaxy, hydrogen
1 103 103 −28.9 7.8 2 × 1019 7.8 0.10 2 × 108 3.6 × 1053 3.9
1 104 104 −205 350 1 × 1021 350 0.10 8 × 109 2.5 × 1054 27
0.1 103 102 −103 2.2 7 × 1019 220 0.10 5 × 108 1.0 × 1053 1.1
0.1 104 103 −587 120 4 × 1021 12 000 0.66 *3 × 1010 1.9 × 1054 21
0.01 103 10 −159 1.4 4 × 1020 14 000 0.73 *3 × 109 1.4 × 1053 1.5
(ii) Galaxy, carbon
0.1 10 103.9 −1.31 0.001 4 × 1016 0.14 0.10 2 × 109  ∼ 0.1
0.01 10 102.9 −3.37 0.0006 2 × 1017 5.5 0.10 9 × 109  ∼ 1
(iii) Outflow, hydrogen
10 103 104 −5.23 44 1 × 1019 0.43 0.0007 *9 × 107
10 104 105 −46.5 1600 5 × 1020 16 0.008 *3 × 109
(iv) Outflow, carbon
0.1 10 103.9 −0.76 0.002 8 × 1016 0.25 0.0005 *4 × 109

Notes.ne, Te: input electron density and electron temperature. For scenario (i) and (ii), a radiation temperature of Tr = 800 K was considered, and for scenario (iii) Tr = 105 K was considered. P: thermal pressure of the input temperature and density, where P/k ∼ (ne/Xe)Te. bnβn: departure coefficient derived from the models. EM: RRL emission measure derived from the model output and Eq. (2). N, L: RRL column density and path length corresponding to the EM. ϕ: surface filling factor of the object in the beam. M: total mass of a disk-like, face-on galaxy of R = 5.5 kpc. *assumes a spherical cloud in calculating the mass. Q: ionization rate needed to maintain ionized gas of the input ne, Te. SFR: star-formation rate determined from Q. denotes the SFR was inferred from the cold neutral medium mass M.

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