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Table 3.

Mass estimates and orbital parameters of the four WR+O systems in the SMC.

AB 3 AB 6 AB 7 AB 8
Porb/ d 10.053(5) (f) 6.5384(4) (g) 19.5600(5) (h) 16.633(9) (i)
qΔRV (f) 2.23(9) (g) 1.94(6) (h) 2.85(20) (i)
MWRlum/ M(a) 29 2 + 2 $ 29^{+2}_{-2} $ 26 5 + 7 $ 26^{+7}_{-5} $ 37 5 + 6 $ 37^{+6}_{-5} $ 40 6 + 7 $ 40^{+7}_{-6} $
M WR d X / d Q / M $ M_{\mathrm{WR}}^{\mathrm{d}X/\mathrm{d}Q}/\,M_\odot $(b) 28 20…30 (c) 34
XH, WR(d) 0.25(5) 0.25(5) 0.15(5) 0+0.15
MOSpT/ M(d) 20 5 + 20 $ 20^{+20}_{-5} $ 41 10 + 10 $ 41^{+10}_{-10} $ 44 9 + 26 $ 44^{+26}_{-9} $ 61 25 + 14 $ 61^{+14}_{-25} $
MOgr/ M(d) 13 10 + 70 $ 13^{+70}_{-10} $ 61 30 + 60 $ 61^{+60}_{-30} $ 30 19 + 55 $ 30^{+55}_{-19} $ 70 52 + 210 $ 70^{+210}_{-52} $
M1ilum/ M(e) 50 5 + 5 $ 50^{+5}_{-5} $ 47 7 + 10 $ 47^{+10}_{-7} $ 65 10 + 10 $ 65^{+10}_{-10} $ 80 15 + 15 $ 80^{+15}_{-15} $
M 1 i SpT Δ RV / M $ M_{\mathrm{1i}}^{\mathrm{SpT} \wedge \Delta \mathrm{RV}}/\,M_\odot $(e) 35 5 + 5 $ 35^{+5}_{-5} $ 45 7 + 20 $ 45^{+20}_{-7} $ 47 15 + 8 $ 47^{+8}_{-15} $
M 1 i gr Δ RV / M $ M_{\mathrm{1i}}^{\mathrm{gr} \wedge \Delta \mathrm{RV}}/\,M_\odot $(e) 50 20 + 40 $ 50^{+40}_{-20} $ 32 15 + 43 $ 32^{+43}_{-15} $ 50 30 + ? $ 50^{+?}_{-30} $

Notes. The superscript indicates the method on which the mass estimate is based (ΔRV = radial velocity variation, lum = luminosity, dX/dQ = hydrogen gradient, SpT = spectral type, gr = surface gravity).

(a)

Shenar et al. (2016, 2018) using the mass-luminosity relation from Gräfener et al. (2011).

(b)

Schootemeijer & Langer (2018), since their method requires XH, WR > 0, no mass could be determined for AB 8.

(c)

Schootemeijer (priv. comm.).

(e)

Based on MWRlum/ M, XH, WR and the profiles of Schootemeijer et al. (2019). The mass for AB 8 is a lower limit.

(f)

Foellmi et al. (2003), no mass ratio could be determined.

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