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Table 4.

Integrated fluxes in the apertures of Fig. 11 for modelled emission lines.

Line λ FT FS FC FN FNE FNW FBub

[μm] [10−20 W m2] [10−20 W m2] [10−20 W m2] [10−20 W m2] [10−20 W m2] [10−20 W m2] [10−20 W m2]
[Fe2] 1.64355 88 . 0 1.0 0.91 $ 88.0^{0.91}_{1.0} $ 9 . 6 0.22 0.23 $ 9.6^{0.23}_{0.22} $ 6 . 2 0.46 0.45 $ 6.2^{0.45}_{0.46} $ 7 . 6 0.13 0.15 $ 7.6^{0.15}_{0.13} $ 3 . 7 0.15 0.15 $ 3.7^{0.15}_{0.15} $ 7 . 2 0.11 0.11 $ 7.2^{0.11}_{0.11} $ 6 . 7 0.37 0.36 $ 6.7^{0.36}_{0.37} $
1–0 S(8) 1.7146 39 . 0 0.71 0.79 $ 39.0^{0.79}_{0.71} $ 3 . 4 0.18 0.21 $ 3.4^{0.21}_{0.18} $ 4 . 6 0.29 0.24 $ 4.6^{0.24}_{0.29} $ 2 . 2 0.12 0.12 $ 2.2^{0.12}_{0.12} $ 1 . 3 0.095 0.095 $ 1.3^{0.095}_{0.095} $ 1 . 6 0.11 0.1 $ 1.6^{0.1}_{0.11} $ 6 . 0 0.26 0.29 $ 6.0^{0.29}_{0.26} $
1–0 S(7) 1.748 85 . 0 1.8 1.8 $ 85.0^{1.8}_{1.8} $ 11 . 0 0.81 0.54 $ 11.0^{0.54}_{0.81} $ 10 . 0 1.2 0.94 $ 10.0^{0.94}_{1.2} $ 6 . 6 0.22 0.28 $ 6.6^{0.28}_{0.22} $ 2 . 7 0.099 0.12 $ 2.7^{0.12}_{0.099} $ 4 . 5 0.17 0.14 $ 4.5^{0.14}_{0.17} $ 12 . 0 0.58 0.72 $ 12.0^{0.72}_{0.58} $
1–0 S(6) 1.7879 54 . 0 1.5 1.4 $ 54.0^{1.4}_{1.5} $ 5 . 0 0.42 0.54 $ 5.0^{0.54}_{0.42} $ 3 . 8 0.61 0.75 $ 3.8^{0.75}_{0.61} $ 3 . 7 0.095 0.09 $ 3.7^{0.09}_{0.095} $ 2 . 1 0.19 0.16 $ 2.1^{0.16}_{0.19} $ 2 . 9 0.13 0.13 $ 2.9^{0.13}_{0.13} $ 6 . 6 0.48 0.54 $ 6.6^{0.54}_{0.48} $
1–0 S(5) 1.8357 120 . 0 0.88 0.87 $ 120.0^{0.87}_{0.88} $ 16 . 0 0.3 0.33 $ 16.0^{0.33}_{0.3} $ 12 . 0 0.39 0.49 $ 12.0^{0.49}_{0.39} $ 12 . 0 0.28 0.14 $ 12.0^{0.14}_{0.28} $ 5 . 4 0.09 0.087 $ 5.4^{0.087}_{0.09} $ 8 . 1 0.16 0.14 $ 8.1^{0.14}_{0.16} $ 17 . 0 0.27 0.22 $ 17.0^{0.22}_{0.27} $
Paα 1.875 96 . 0 0.86 0.87 $ 96.0^{0.87}_{0.86} $ 13 . 0 0.26 0.22 $ 13.0^{0.22}_{0.26} $ 9 . 5 0.27 0.31 $ 9.5^{0.31}_{0.27} $ 8 . 1 0.14 0.12 $ 8.1^{0.12}_{0.14} $ 3 . 5 0.082 0.084 $ 3.5^{0.084}_{0.082} $ 7 . 8 0.12 0.095 $ 7.8^{0.095}_{0.12} $ 11 . 0 0.28 0.24 $ 11.0^{0.24}_{0.28} $
1–0 S(4) 1.8919 38 . 0 0.57 0.55 $ 38.0^{0.55}_{0.57} $ 4 . 2 0.12 0.094 $ 4.2^{0.094}_{0.12} $ 3 . 4 0.3 0.32 $ 3.4^{0.32}_{0.3} $ 3 . 4 0.072 0.076 $ 3.4^{0.076}_{0.072} $ 1 . 6 0.081 0.086 $ 1.6^{0.086}_{0.081} $ 1 . 9 0.076 0.066 $ 1.9^{0.066}_{0.076} $ 3 . 7 0.19 0.16 $ 3.7^{0.16}_{0.19} $
1–0 S(3) 1.9575 180 . 0 1.2 1.1 $ 180.0^{1.1}_{1.2} $ 26 . 0 0.23 0.18 $ 26.0^{0.18}_{0.23} $ 19 . 0 0.41 0.43 $ 19.0^{0.43}_{0.41} $ 18 . 0 0.09 0.084 $ 18.0^{0.084}_{0.09} $ 8 . 4 0.069 0.062 $ 8.4^{0.062}_{0.069} $ 13 . 0 0.12 0.14 $ 13.0^{0.14}_{0.12} $ 24 . 0 0.6 0.71 $ 24.0^{0.71}_{0.6} $
1–0 S(2) 2.0337 65 . 0 0.74 0.8 $ 65.0^{0.8}_{0.74} $ 8 . 2 0.21 0.17 $ 8.2^{0.17}_{0.21} $ 6 . 4 0.26 0.28 $ 6.4^{0.28}_{0.26} $ 6 . 0 0.12 0.091 $ 6.0^{0.091}_{0.12} $ 2 . 9 0.13 0.1 $ 2.9^{0.1}_{0.13} $ 4 . 2 0.077 0.075 $ 4.2^{0.075}_{0.077} $ 7 . 8 0.24 0.26 $ 7.8^{0.26}_{0.24} $
1–0 S(1) 2.1217 150 . 0 1.1 1.0 $ 150.0^{1.0}_{1.1} $ 21 . 0 0.86 0.36 $ 21.0^{0.36}_{0.86} $ 14 . 0 0.89 0.49 $ 14.0^{0.49}_{0.89} $ 15 . 0 0.24 0.17 $ 15.0^{0.17}_{0.24} $ 7 . 2 0.066 0.078 $ 7.2^{0.078}_{0.066} $ 11 . 0 0.074 0.079 $ 11.0^{0.079}_{0.074} $ 18 . 0 0.2 0.2 $ 18.0^{0.2}_{0.2} $
1–0 Q(1) 2.4065 95 . 0 0.81 0.76 $ 95.0^{0.76}_{0.81} $ 13 . 0 0.11 0.096 $ 13.0^{0.096}_{0.11} $ 8 . 3 0.12 0.15 $ 8.3^{0.15}_{0.12} $ 9 . 8 0.43 0.073 $ 9.8^{0.073}_{0.43} $ 4 . 7 0.073 0.079 $ 4.7^{0.079}_{0.073} $ 6 . 8 0.064 0.065 $ 6.8^{0.065}_{0.064} $ 9 . 7 0.19 0.23 $ 9.7^{0.23}_{0.19} $
1–0 Q(2) 2.4133 89 . 0 2.3 2.2 $ 89.0^{2.2}_{2.3} $ 6 . 8 1.4 0.89 $ 6.8^{0.89}_{1.4} $ 6 . 8 1.1 0.98 $ 6.8^{0.98}_{1.1} $ 9 . 5 0.33 0.22 $ 9.5^{0.22}_{0.33} $ 5 . 1 0.23 0.21 $ 5.1^{0.21}_{0.23} $ 6 . 8 0.44 0.37 $ 6.8^{0.37}_{0.44} $ 9 . 3 0.4 0.4 $ 9.3^{0.4}_{0.4} $
1–0 Q(3) 2.4236 91 . 0 0.79 0.64 $ 91.0^{0.64}_{0.79} $ 13 . 0 0.13 0.091 $ 13.0^{0.091}_{0.13} $ 9 . 3 0.14 0.12 $ 9.3^{0.12}_{0.14} $ 9 . 0 0.2 0.25 $ 9.0^{0.25}_{0.2} $ 3 . 8 0.051 0.072 $ 3.8^{0.072}_{0.051} $ 6 . 4 0.065 0.06 $ 6.4^{0.06}_{0.065} $ 10 . 0 0.13 0.11 $ 10.0^{0.11}_{0.13} $
1–0 Q(4) 2.4374 21 . 0 0.4 0.47 $ 21.0^{0.47}_{0.4} $ 2 . 2 0.07 0.064 $ 2.2^{0.064}_{0.07} $ 1 . 5 0.083 0.092 $ 1.5^{0.092}_{0.083} $ 1 . 3 0.061 0.053 $ 1.3^{0.053}_{0.061} $ 0 . 78 0.061 0.055 $ 0.78^{0.055}_{0.061} $ 0 . 92 0.076 0.073 $ 0.92^{0.073}_{0.076} $ 1 . 9 0.098 0.11 $ 1.9^{0.11}_{0.098} $
1–0 Q(5) 2.4547 69 . 0 0.55 0.51 $ 69.0^{0.51}_{0.55} $ 9 . 3 0.078 0.084 $ 9.3^{0.084}_{0.078} $ 5 . 9 0.11 0.088 $ 5.9^{0.088}_{0.11} $ 7 . 6 0.058 0.059 $ 7.6^{0.059}_{0.058} $ 2 . 9 0.096 0.1 $ 2.9^{0.1}_{0.096} $ 5 . 1 0.056 0.058 $ 5.1^{0.058}_{0.056} $ 7 . 9 0.1 0.11 $ 7.9^{0.11}_{0.1} $
1–0 Q(6) 2.4754 23 . 0 0.57 0.55 $ 23.0^{0.55}_{0.57} $ 2 . 1 0.059 0.061 $ 2.1^{0.061}_{0.059} $ 1 . 8 0.088 0.086 $ 1.8^{0.086}_{0.088} $ 1 . 3 0.055 0.053 $ 1.3^{0.053}_{0.055} $ 0 . 61 0.061 0.064 $ 0.61^{0.064}_{0.061} $ 1 . 1 0.061 0.074 $ 1.1^{0.074}_{0.061} $ 1 . 4 0.13 0.14 $ 1.4^{0.14}_{0.13} $
1–0 Q(7) 2.5 59 . 0 1.0 1.3 $ 59.0^{1.3}_{1.0} $ 6 . 9 0.39 0.55 $ 6.9^{0.55}_{0.39} $ 5 . 3 0.38 0.41 $ 5.3^{0.41}_{0.38} $ 5 . 2 0.14 0.085 $ 5.2^{0.085}_{0.14} $ 2 . 3 0.084 0.093 $ 2.3^{0.093}_{0.084} $ 3 . 8 0.15 0.14 $ 3.8^{0.14}_{0.15} $ 6 . 3 0.25 0.23 $ 6.3^{0.23}_{0.25} $
1–0 Q(8) 2.5277 23 . 0 0.59 0.74 $ 23.0^{0.74}_{0.59} $ 1 . 1 0.075 0.072 $ 1.1^{0.072}_{0.075} $ 1 . 1 0.14 0.19 $ 1.1^{0.19}_{0.14} $ 1 . 9 0.089 0.096 $ 1.9^{0.096}_{0.089} $ 1 . 0 0.086 0.096 $ 1.0^{0.096}_{0.086} $ 0 . 87 0.079 0.086 $ 0.87^{0.086}_{0.079} $ 2 . 5 0.18 0.16 $ 2.5^{0.16}_{0.18} $
1–0 Q(9) 2.5599 40 . 0 0.9 0.78 $ 40.0^{0.78}_{0.9} $ 3 . 6 0.093 0.077 $ 3.6^{0.077}_{0.093} $ 3 . 2 0.16 0.17 $ 3.2^{0.17}_{0.16} $ 2 . 8 0.17 0.17 $ 2.8^{0.17}_{0.17} $ 1 . 5 0.12 0.12 $ 1.5^{0.12}_{0.12} $ 2 . 5 0.12 0.1 $ 2.5^{0.1}_{0.12} $ 3 . 4 0.24 0.23 $ 3.4^{0.23}_{0.24} $
1–0 O(2) 2.6268 51 . 0 0.87 1.1 $ 51.0^{1.1}_{0.87} $ 5 . 8 0.13 0.13 $ 5.8^{0.13}_{0.13} $ 5 . 1 0.14 0.14 $ 5.1^{0.14}_{0.14} $ 3 . 8 0.19 0.23 $ 3.8^{0.23}_{0.19} $ 1 . 8 0.11 0.19 $ 1.8^{0.19}_{0.11} $ 3 . 2 0.11 0.21 $ 3.2^{0.21}_{0.11} $ 5 . 2 0.19 0.21 $ 5.2^{0.21}_{0.19} $
1–0 O(3) 2.8024 100 . 0 1.1 0.85 $ 100.0^{0.85}_{1.1} $ 14 . 0 0.5 0.18 $ 14.0^{0.18}_{0.5} $ 9 . 4 0.6 0.29 $ 9.4^{0.29}_{0.6} $ 11 . 0 0.13 0.12 $ 11.0^{0.12}_{0.13} $ 5 . 1 0.18 0.15 $ 5.1^{0.15}_{0.18} $ 6 . 2 0.08 0.081 $ 6.2^{0.081}_{0.08} $ 11 . 0 0.33 0.39 $ 11.0^{0.39}_{0.33} $
0–0 S(6) 6.1086 160 . 0 2.3 2.1 $ 160.0^{2.1}_{2.3} $ 13 . 0 0.21 0.21 $ 13.0^{0.21}_{0.21} $ 13 . 0 0.41 0.35 $ 13.0^{0.35}_{0.41} $ 15 . 0 0.24 0.2 $ 15.0^{0.2}_{0.24} $ 5 . 4 0.42 0.4 $ 5.4^{0.4}_{0.42} $ 10 . 0 0.33 0.3 $ 10.0^{0.3}_{0.33} $ 18 . 0 0.38 0.37 $ 18.0^{0.37}_{0.38} $
0–0 S(5) 6.9089 590 . 0 3.3 3.2 $ 590.0^{3.2}_{3.3} $ 71 . 0 0.42 0.32 $ 71.0^{0.32}_{0.42} $ 67 . 0 1.7 0.52 $ 67.0^{0.52}_{1.7} $ 62 . 0 0.33 0.38 $ 62.0^{0.38}_{0.33} $ 33 . 0 0.36 0.39 $ 33.0^{0.39}_{0.36} $ 35 . 0 0.42 0.55 $ 35.0^{0.55}_{0.42} $ 83 . 0 0.88 0.53 $ 83.0^{0.53}_{0.88} $
Ar2 6.98337 140 . 0 3.7 4.4 $ 140.0^{4.4}_{3.7} $ 14 . 0 0.23 0.3 $ 14.0^{0.3}_{0.23} $ 15 . 0 0.36 0.44 $ 15.0^{0.44}_{0.36} $ 7 . 3 0.28 0.28 $ 7.3^{0.28}_{0.28} $ 3 . 6 0.6 0.54 $ 3.6^{0.54}_{0.6} $ 9 . 9 0.61 0.57 $ 9.9^{0.57}_{0.61} $ 15 . 0 1.3 1.3 $ 15.0^{1.3}_{1.3} $
0–0 S(3) 9.6645 910 . 0 10.0 2.2 $ 910.0^{2.2}_{10.0} $ 96 . 0 11.0 0.24 $ 96.0^{0.24}_{11.0} $ 86 . 0 4.8 0.24 $ 86.0^{0.24}_{4.8} $ 83 . 0 0.17 0.14 $ 83.0^{0.14}_{0.17} $ 51 . 0 0.16 0.14 $ 51.0^{0.14}_{0.16} $ 52 . 0 0.14 0.12 $ 52.0^{0.12}_{0.14} $ 120 . 0 0.19 0.21 $ 120.0^{0.21}_{0.19} $
[NeIII] 15.5509 93 . 0 0.89 0.82 $ 93.0^{0.82}_{0.89} $ 9 . 1 0.17 0.11 $ 9.1^{0.11}_{0.17} $ 11 . 0 0.19 0.14 $ 11.0^{0.14}_{0.19} $ 6 . 1 0.39 0.44 $ 6.1^{0.44}_{0.39} $ 3 . 3 0.08 0.081 $ 3.3^{0.081}_{0.08} $ 3 . 8 0.073 0.071 $ 3.8^{0.071}_{0.073} $ 15 . 0 0.16 0.16 $ 15.0^{0.16}_{0.16} $

Notes. Errors are derived from modelling uncertainties.

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