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Table 3

ForMoSA results on AF Lep b for two nights of observation.

Priors (a) Teff (K) log g (dex) [Fe/H] (dex) C/O RV (km s−1) υ sin i (km s−1) R(b) (RJup) ∆ log z(c)
2023-11-20

93083+51$930_{ - 83}^{ + 51}$ 3.220.15+0.23$3.22_{ - 0.15}^{ + 0.23}$ 0.130.22+0.26$ - 0.13_{ - 0.22}^{ + 0.26}$ 0.470.15+0.12$0.47_{ - 0.15}^{ + 0.12}$ 31.681.14+1.20$31.68_{ - 1.14}^{ + 1.20}$ 10.092.42+2.74$10.09_{ - 2.42}^{ + 2.74}$ 2.370.60+0.46$2.37_{ - 0.60}^{ + 0.46}$ 0
Teff, log g 81226+23$812_{ - 26}^{ + 23}$ 3.680.10+0.09$3.68_{ - 0.10}^{ + 0.09}$ 0.070.27+0.24$0.07_{ - 0.27}^{ + 0.24}$ 0.390.14+0.15$0.39_{ - 0.14}^{ + 0.15}$ 32.041.26+1.28$32.04_{ - 1.26}^{ + 1.28}$ 11.602.97+3.14$11.60_{ - 2.97}^{ + 3.14}$ 1.400.16+0.20$1.40_{ - 0.16}^{ + 0.20}$ −1
Teff, log g, [Fe/H] 80825+55$808_{ - 25}^{ + 55}$ 3.680.10+0.09$3.68_{ - 0.10}^{ + 0.09}$ 0.500.19+0.16$0.50_{ - 0.19}^{ + 0.16}$ 0.570.08+0.07$0.57_{ - 0.08}^{ + 0.07}$ 31.771.25+1.20$31.77_{ - 1.25}^{ + 1.20}$ 12.442.83+2.69$12.44_{ - 2.83}^{ + 2.69}$ 1.390.16+0.19$1.39_{ - 0.16}^{ + 0.19}$ −2
Teff, log g, [Fe/H], C/O 81125+22$811_{ - 25}^{ + 22}$ 3.680.10+0.08$3.68_{ - 0.10}^{ + 0.08}$ 0.470.16+0.15$0.47_{ - 0.16}^{ + 0.15}$ 0.570.06+0.05$0.57_{ - 0.06}^{ + 0.05}$ 31.771.16+1.16$31.77_{ - 1.16}^{ + 1.16}$ 12.272.63+2.46$12.27_{ - 2.63}^{ + 2 + 46}$ 1.390.16+0.19$1.39_{ - 0.16}^{ + 0.19}$ −1

2023-11-23 offset 1

880116+86$880_{ - 116}^{ + 86}$ 3.510.33+0.37$3.51_{ - 0.33}^{ + 0.37}$ 0.060.2+0.32$ - 0.06_{ - 0.2}^{ + 0.32}$ 0.280.12+0.17$0.28_{ - 0.12}^{ + 0.17}$ 32.101.33+1.35$32.10_{ - 1.33}^{ + 1.35}$ 11.094.08+4.07$11.09_{ - 4.08}^{ + 4.07}$ 1.720.60+0.80$1.72_{ - 0.60}^{ + 0.80}$ 0
Teff, log g 81425+23$814_{ - 25}^{ + 23}$ 3.660.09+0.09$3.66_{ - 0.09}^{ + 0.09}$ 0.010.26+0.32$ - 0.01_{ - 0.26}^{ + 0.32}$ 0.210.08+0.15$0.21_{ - 0.08}^{ + 0.15}$ 31.951.34+1.36$31.95_{ - 1.34}^{ + 1.36}$ 11.164.35+3.85$11.16_{ - 4.35}^{ + 3.85}$ 1.440.16+0.19$1.44_{ - 0.16}^{ + 0.19}$ −1
Teff, log g, [Fe/H] 80526+24$805_{ - 26}^{ + 24}$ 3.670.09+0.09$3.67_{ - 0.09}^{ + 0.09}$ 0.540.22+0.23$0.54_{ - 0.22}^{ + 0.23}$ 0.430.15+0.11$0.43_{ - 0.15}^{ + 0.11}$ 32.171.32+1.18$32.17_{ - 1.32}^{ + 1.18}$ 10.994.42+3.72$10.99_{ - 4.42}^{ + 3.72}$ 1.420.16+0.18$1.42_{ - 0.16}^{ + 0.18}$ −1
Teff, log g, [Fe/H], C/O 80925+24$809_{ - 25}^{ + 24}$ 3.660.09+0.09$3.66_{ - 0.09}^{ + 0.09}$ 0.630.18+0.19$0.63_{ - 0.18}^{ + 0.19}$ 0.510.07+0.06$0.51_{ - 0.07}^{ + 0.06}$ 32.191.33+1.21$32.19_{ - 1.33}^{ + 1.21}$ 11.454.23+3.42$11.45_{ - 4.23}^{ + 3.42}$ 1.430.17+0.19$1.43_{ - 0.17}^{ + 0.19}$ −0.5

2023-11-23 offset 2

897107+71$897_{ - 107}^{ + 71}$ 3.500.33+0.29$3.50_{ - 0.33}^{ + 0.29}$ 0.120.18+0.21$ - 0.12_{ - 0.18}^{ + 0.21}$ 0.150.04+0.07$0.15_{ - 0.04}^{ + 0.07}$ 32.921.56+1.46$32.92_{ - 1.56}^{ + 1.46}$ 17.362.51+3.29$17.36_{ - 2.51}^{ + 3.29}$ 1.740.51+0.81$1.74_{ - 0.51}^{ + 0.81}$ 0
Teff, log g 84140+38$841_{ - 40}^{ + 38}$ 3.560.15+0.15$3.56_{ - 0.15}^{ + 0.15}$ 0.030.17+0.22$ - 0.03_{ - 0.17}^{ + 0.22}$ 0.150.03+0.06$0.15_{ - 0.03}^{ + 0.06}$ 32.871.57+1.47$32.87_{ - 1.57}^{ + 1.47}$ 17.232.55+3.49$17.23_{ - 2.55}^{ + 3.49}$ 1.620.28+0.35$1.62_{ - 0.28}^{ + 0.35}$ −2
Teff, log g, [Fe/H] 80524+24$805_{ - 24}^{ + 24}$ 3.680.09+0.09$3.68_{ - 0.09}^{ + 0.09}$ 0.360.21+0.23$0.36_{ - 0.21}^{ + 0.23}$ 0.190.06+0.12$0.19_{ - 0.06}^{ + 0.12}$ 32.551.59+1.50$32.55_{ - 1.59}^{ + 1.50}$ 17.203.15+6.55$17.20_{ - 3.15}^{ + 6.55}$ 1.410.16+0.19$1.41_{ - 0.16}^{ + 0.19}$ −3
Teff, log g, [Fe/H], C/O 81425+24$814_{ - 25}^{ + 24}$ 3.650.09+0.08$3.65_{ - 0.09}^{ + 0.08}$ 0.630.19+0.21$0.63_{ - 0.19}^{ + 0.21}$ 0.430.08+0.07$0.43_{ - 0.08}^{ + 0.07}$ 32.101.64+1.54$32.10_{ - 1.64}^{ + 1.54}$ 16.763.40+7.08$16.76_{ - 3.40}^{ + 7.08}$ 1.460.16+0.18$1.46_{ - 0.16}^{ + 0.18}$ −4.5

Notes. (a) The definition of the priors is provided in Table 2. (b)R represents the self consistent radius using Newton’s law with the corresponding value of log g and estimated value of mass (3.68 ± 0.48 MJup) from Balmer et al. (2025). (c) For each night, ∆ log z indicates the difference in log z between the specific case being analysed and the cas where all parameters are free.

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