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Table 1

Prior distributions of free parameters to fit Sz 28 with the full complexity model.

Parameter Prior Parameter Prior
Trim (K) U$\[\mathcal{U}\]$(800, 1600) Σtminmol$\[\Sigma_{\mathrm{tmin}}^{\mathrm{mol}}\]$ (1) (cm−2) J$\[\mathcal{J}\]$(1014, 1024)
Tminsur$\[T_{\mathrm{min}}^{\mathrm{sur}}\]$ (K) U$\[\mathcal{U}\]$(10, 1000) Σtmax mol$\[\Sigma_{\text {tmax }}^{\operatorname{mol}}\]$ (1) (cm−2) J$\[\mathcal{J}\]$(1014, 1024)
Tmaxsur$\[T_{\max }^{\mathrm{sur}}\]$ (K) U$\[\mathcal{U}\]$(50, 1600) Tmaxmol$\[T_{\max }^{\operatorname{mol}}\]$ (1) (K) U$\[\mathcal{U}\]$(25, 1500)
Tminmid$\[T_{\mathrm{min}}^{\mathrm{mid}}\]$ (K) U$\[\mathcal{U}\]$(10, 1000) Tminmol$\[T_{\mathrm{min}}^{\mathrm{mol}}\]$ (1) (K) U$\[\mathcal{U}\]$(25, 1500)
Tmaxmid$\[T_{\max }^{\operatorname{mid}}\]$ (K) U$\[\mathcal{U}\]$(300, 1600) Σtminmol$\[\Sigma_{\mathrm{tmin}}^{\mathrm{mol}}\]$ (2) (cm−2) J$\[\mathcal{J}\]$(1014, 1024)
qmid U$\[\mathcal{U}\]$(−1, −0.1) Σtmax mol$\[\Sigma_{\text {tmax }}^{\operatorname{mol}}\]$ (2) (cm−2) J$\[\mathcal{J}\]$(1014, 1024)
qsur U$\[\mathcal{U}\]$(−1, −0.1) Tmaxmol$\[T_{\max }^{\operatorname{mol}}\]$ (2) (K) U$\[\mathcal{U}\]$(25, 600)
qemis U$\[\mathcal{U}\]$(−1, −0.1) Tminmol$\[T_{\min }^{\mathrm{mol}}\]$ (2) (K) U$\[\mathcal{U}\]$(25, 600)
aobs J$\[\mathcal{J}\]$(10−5, 10−1)

Notes. U$\[\mathcal{U}\]$(x, y) and J$\[\mathcal{J}\]$(x, y) denote uniform and log-uniform priors in the range from x to y, respectively. (1)Same prior used for H2O, NH3, C2H4, CH4, C2H6, HCN, C4H2, C2H2, CO2, HC3N, CO. (2)Same prior used for CH3, C3H4, C6H6.

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