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Table 4

Best-fit parameters (MAP and HDI) for the eccentric configuration of the dynamical analysis with TRADES.

MAP (HDI) Prior
MbM(MM)×106${{{M_{\rm{b}}}} \over {{M_ \star }}}\left( {{{{M_ \odot }} \over {{M_ \star }}}} \right) \times {10^{ - 6}}$ 42.320.81+5.96$42.32_{ - 0.81}^{ + 5.96}$ u(0.39,437.00)
Pb (days) 6.2917090.000055+0.000431$6.291709_{ - 0.000055}^{ + 0.000431}$ u(5.5,8.0)
ebcosωb$\sqrt {{e_{\rm{b}}}} \cos {\omega _{\rm{b}}}$ 0.20400.0128+0.0024$0.2040_{ - 0.0128}^{ + 0.0024}$ U(0.5,0.5)${\cal U}( - \sqrt {0.5} ,\sqrt {0.5} )$
eb sin ωb$\sqrt {{e_{\rm{b}}}} \sin {\omega _{\rm{b}}}$ 0.1060.025+0.026$0.106_{ - 0.025}^{ + 0.026}$ U(0.5,0.5)${\cal U}( - \sqrt {0.5} ,\sqrt {0.5} )$
λb (°) 0.0530.051+0.418$0.053_{ - 0.051}^{ + 0.418}$ u(0,360)
McM(MM)×106${{{M_{\rm{c}}}} \over {{M_ \star }}}\left( {{{{M_ \odot }} \over {{M_ \star }}}} \right) \times {10^{ - 6}}$ 357+4$35_{ - 7}^{ + 4}$ u(0.39,437.00)
Pc (days) 12.893850.00033+0.00056$12.89385_{ - 0.00033}^{ + 0.00056}$ u(11,14)
eccosωc$\sqrt {{e_{\rm{c}}}} \cos {\omega _{\rm{c}}}$ 0.18270.0200+0.0092$0.1827_{ - 0.0200}^{ + 0.0092}\quad $ U(0.5,0.5)${\cal U}( - \sqrt {0.5} ,\sqrt {0.5} )$
ec sin ωc$\sqrt {{e_{\rm{c}}}} \sin {\omega _{\rm{c}}}$ 0.2830.014+0.052$ - 0.283_{ - 0.014}^{ + 0.052}$ U(0.5,0.5)${\cal U}( - \sqrt {0.5} ,\sqrt {0.5} )$
λc (°) 296.400.42+1.80$296.40_{ - 0.42}^{ + 1.80}$ u(0,360)
log2 σjitter 2.0130.173+0.089$2.013_{ - 0.173}^{ + 0.089}$ u(−49.83,6.64)
RVγ (m s−1) 1995.460.30+0.42$1995.46_{ - 0.30}^{ + 0.42}$ u(−3021,7035)
Mb(M) 10.320.48+1.66$10.32_{ - 0.48}^{ + 1.66}$ (derived)
eb 0.05270.0062+0.0015$0.0527_{ - 0.0062}^{ + 0.0015}$ (derived)
ωb (°) 276+7$27_{ - 6}^{ + 7}$ (derived)
b (°) 1537+6$153_{ - 7}^{ + 6}$ (derived)
Mc (M) 82+1$8_{ - 2}^{ + 1}$ (derived)
ec 0.11350.0318+0.0064$0.1135_{ - 0.0318}^{ + 0.0064}$ (derived)
ωc (°) 573+4$ - 57_{ - 3}^{ + 4}$ (derived)
b (°) 1744+3$174_{ - 4}^{ + 3}$ (derived)
σjitter (m s−1) 4.040.47+0.24$4.04_{ - 0.47}^{ + 0.24}$ (derived)

Notes. All the parameters have been defined at the reference time 2458904 BJDTDB. ℳ is the mean anomaly. Ω has been set to 180° for both planets.

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