TOI-3288 b and TOI-4666 b: Two gas giants transiting low-mass stars characterised by NIRPS

Home

All issues

Volume 707 (March 2026)

A&A, 707 (2026) A73

Full HTML

Open Access

Table F.2

Fitted photometric instrumental parameters for the companions presented in this paper.

		TOI-3288 b	TOI-4666 b
γ_TESS	[×10⁻⁶]	$- 245_{- 36}^{+ 35}$ $Mathematical equation: $\[-245_{-36}^{+35}\]$$	$- 196_{- 65}^{+ 62}$ $Mathematical equation: $\[-196_{-65}^{+62}\]$$
σ_TESS	[ppm]	$45_{- 44}^{+ 359}$ $Mathematical equation: $\[45_{-44}^{+359}\]$$	$16_{- 15}^{+ 449}$ $Mathematical equation: $\[16_{-15}^{+449}\]$$
γ_g′	[×10⁻³]	$105_{- 25}^{+ 18}$ $Mathematical equation: $\[105_{-25}^{+18}\]$$
σ_g′	[ppm]	$10_{- 10}^{+ 525}$ $Mathematical equation: $\[10_{-10}^{+525}\]$$
θ_0,g′	[×10⁻³]	$103_{- 20}^{+ 13}$ $Mathematical equation: $\[103_{-20}^{+13}\]$$
$γ_{i_{1}^{'}}$ $Mathematical equation: $\[\gamma_{i_{1}^{\prime}}\]$$	[×10⁻³]	−7 ± 2
$σ_{i_{1}^{'}}$ $Mathematical equation: $\[\sigma_{i_{1}^{\prime}}\]$$	[ppm]	$909_{- 155}^{+ 68}$ $Mathematical equation: $\[909_{-155}^{+68}\]$$
$θ_{0, i_{1}^{'}}$ $Mathematical equation: $\[\theta_{0, i_{1}^{\prime}}\]$$	[×10⁻³]	−7 ± 2
$γ_{i_{2}^{'}}$ $Mathematical equation: $\[\gamma_{i_{2}^{\prime}}\]$$	[×10⁻³]	−33 ± 20
$σ_{i_{2}^{'}}$ $Mathematical equation: $\[\sigma_{i_{2}^{\prime}}\]$$	[ppm]	$12_{- 12}^{+ 271}$ $Mathematical equation: $\[12_{-12}^{+271}\]$$
$θ_{0, i_{2}^{'}}$ $Mathematical equation: $\[\theta_{0, i_{2}^{\prime}}\]$$	[×10⁻³]	$- 33_{- 20}^{+ 19}$ $Mathematical equation: $\[-33_{-20}^{+19}\]$$

Notes: Where γ is the offset relative flux, σ the jitter, and θ₀ the linear regressor. The filter subscripts correspond to the instruments specified for the limb darkening coefficients in Table F.1. ExTrA parameters can be found in Table F.3.

Current usage metrics show cumulative count of Article Views (full-text article views including HTML views, PDF and ePub downloads, according to the available data) and Abstracts Views on Vision4Press platform.

Data correspond to usage on the plateform after 2015. The current usage metrics is available 48-96 hours after online publication and is updated daily on week days.

Initial download of the metrics may take a while.