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Table 3:

Values and 1-$\sigma $ error limits derived in this work for the jump and physical parameters of the WASP-6 system.
Parameter Value Units

Transit epoch T0
$ 2~454~596.43267^{\rm + 0.00015}_{- 0.00010} $ HJD

Orbital period P
$ 3.3610060^{\rm + 0.0000022 }_{- 0.0000035 } $ days

Planet/star area ratio $ (R_{\rm p}/R_{\rm s})^2 $
$ 0.02092 ^{\rm + 0.00019 }_{- 0.00025 } $  

Transit duration $ t_{\rm T} $
$ 0.10860^{\rm + 0.00073}_{- 0.00067} $ days

Impact parameter b
$ 0.26^{\rm + 0.07}_{- 0.11} $ R*

RV semi-amplitude K
$74.3^{\rm +1.7}_{-1.4}$  m s-1

$e\cos \omega$
$-0.007^{\rm +0.011}_{-0.008}$  

$e\sin\omega$
$0.054^{\rm +0.018}_{-0.017}$  

$V_{\rm rot} \sin I \cos \beta$
$1.57^{\rm +0.28}_{-0.10}$  

$V_{\rm rot} \sin I \sin \beta$
$0.32^{\rm +0.49}_{-0.50}$  

Orbital semi-major axis a
$ 0.0421 ^{\rm + 0.0008}_{- 0.0013} $ AU

Orbital inclination i
$ 88.47^{\rm + 0.65 }_{- 0.47} $ degrees

Orbital eccentricity e
$ 0.054^{\rm + 0.018 }_{- 0.015} $  

Argument of periastron $\omega$
$1.70^{\rm +0.12}_{-0.23}$ rad

Spin-orbit angle $ \beta$
$0.20^{\rm +0.25}_{-0.32}$ rad

Stellar mass $M_\ast$
$ 0.880^{\rm + 0.050 }_{- 0.080}$ $M_\odot $

Stellar radius $ R_\ast $
$ 0.870^{\rm + 0.025}_{- 0.036} $ $R_\odot$

Stellar surface gravity $ \log g_* $
$4.50 \pm 0.06 $ [cgs]

Stellar density $ \rho_\ast $
$ 1.34^{\rm + 0.11}_{- 0.10} $ $\rho_\odot$

Projected rotational velocity $V_{\rm rot} \sin I$
$1.60^{\rm +0.27}_{-0.17}$ km  s-1

Planet radius $ R_{\rm p} $
$ 1.224 ^{\rm + 0.051}_{- 0.052} $ $R_{\rm J}$

Planet mass $ M_{\rm p} $
$ 0.503 ^{\rm + 0.019}_{- 0.038} $ $M_{\rm J}$

Planetary surface gravity $ \log g_{\rm p} $
$ 2.940 \pm 0.063$ [cgs]

Planet density $ \rho_{\rm p} $
$0.27 \pm 0.05$ $\rho_{\rm J}$

Planet temperature ( A=0, f=1/4) $T_{\rm eff}$
$1194^{\rm +58}_{-57}$ K

Source LaTeX | All tables | In the text

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