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Table 1

Properties of continuum substructures in IRS1 and NGC 7538 S, identified in Fig. 1.

Source RA Dec Peak flux Iν Size (θd) T rot N H2,1 e,g N H2,2 f,g M m Alternative
[J2000] [J2000] (mJy / beam) (″×″, PA°) (K) (1023 cm-2) (1023 cm-2) (M) designations
23h13m 61°

IRS1 IRS1-peak 1945.1 ± 182.3 0.49″ × 0.43″, 13° 214 ± 66h k 44.07 ± 31.51 k
IRS1-mmS 126.4 ± 3.1 0.61″ × 0.37″, 87° 162 ± 14i k l k SW extensiona

MM1 32.2 ± 1.1 0.87″ × 0.64″, 153° 172 ± 23 i 16.90 ± 2.52 16.50 ± 1.91 3.28 ± 0.52 1a:SMA3b, CARMA SA1c
S 1b:SMA4b, CARMA SA2c
1c:SMA5b

MM2 25.7 ± 0.8 1.08″ × 0.59″, 166° 137 ± 14 i 17.05 ± 2.11 2.70 ± 0.19 2.54 ± 0.30 2:SMA2b, SBc

MM3 27.0 ± 1.1 0.68″ × 0.49″, 170° 50 j 52.49 ± 2.14 0.29 ± 0.01 6.58 3:SMA1b, SCc

JetN σ = 0.12 150 j 0.27 2.54 ± 0.01

JetS σ = 0.27 150 j 0.61 3.33 ± 0.03

Notes.

(d)

Projection size is fitted with 2D Gaussian.

(e)

H2 column densities are calculated from the continuum using Eq. (1). The uncertainties come from the measurement of the continuum fluxes and the calculation of temperatures.

(f)

H2 column densities are calculated from C18O conversion. The uncertainties come from the Gaussian fit to C18O (2 → 1) and the excitation temperatures.

(g)

The column density estimates in MM1–MM3 from dust continuum are thought more reliable than that derived from C18O conversion (see Appendix ).

(h)

Temperature lower limit is taken by assuming the same as in IRS1-mmS, and upper limit is taken from Goddi et al. (2015; see details in Sect. 5.1).

(i)

Temperature derived from rotation diagram of CH3CN in Fig. 4.

(j)

Temperature assumed based on estimation from Sandell & Wright (2010).

(k)

Continuum is dominated by free-free emission at 219 GHz.

(l)

Column density could not be obtained because C18O (2 → 1) shows P-Cygni profile.

(m)

Mass on scale of 0.01 pc is derived from Eq. (2), based on total flux reported in Beuther et al. (2012), which is corrected for free-free contribution and with >90% missing flux.

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