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Table 2.

Physical and geometrical parameters of Sargas measured from the MCMC fit of the β- and ω-models to the PIONIER (V2 and CP) and UVES (flux) data using the CHARRON and emcee codes (further details in the text of Sect. 4).

Fitted parameters β-model ω-model
Equatorial radius: Req (R)
Stellar mass: M (M)
Equatorial rotation velocity: Veq (km s−1)
Inclination angle of rotation-axis: i (°)
Position angle of rotation-axisa: PArot (°)
Average effective temperature: (K)
Gravity-darkening coefficient: β

Derived parameters β-model ω-model

Equatorial angular diameter: ⌀eq = 2Req/d (mas) 3.09 3.09
Polar radius: Rp (R) 25.81 25.92
Polar angular diameter: ⌀p = 2Rp/d (mas) 2.63 2.64
Equatorial-to-polar radii ratio: Req/Rp 1.1741 1.1689
Flattening: ϵ = 1 − Rp/Req 0.14825 0.14446
Radius of equivalent spherical star with same surface: 28.62 28.66
Angular diameter of equivalent spherical: (mas) 2.92 2.93
Projected rotation velocity: Veqsini (km s−1) 91.5 91.7
Equatorial and polar Teff: Teq; Tp (K) 5836; 6740 5841; 6770
Equatorial and polar gravities: loggeq; loggp (dex) 1.995; 2.320 2.003; 2.317
Luminosity: L (L); logL/L 1091; 3.038 1100; 3.041
Rotation period and frequency: Prot (day); Ω (rad/day) 14.54; 0.432 14.74; 0.426
Critical rotation rate (angular and linear): Ω/Ωc; Veq/Vc 0.852; 0.667 0.845; 0.658
Keplerian orbital rotation rate: Veq/Vk = Ω/Ωk 0.590 0.581
Equivalent gravity darkening coefficient: βω 0.204

Notes. The best-fit values correspond to the median of histograms representing the probability distributions of the fitted parameter, while the uncertainties correspond to the commonly used 15.9 (−1σ) and 84.1 (+1σ) percentiles (cf. Figs. 4 and 5). We also give derived parameters with additional useful information on Sargas, obtained from the fitted parameters and from the equations in Sect. 3. Position angle of the sky-projected rotation-axis, counted from north to east until the visible stellar pole.

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