Monitoring the young planet host V1298 Tau with SPIRou: planetary system and evolving large-scale magnetic field

TL;DR

This study uses spectropolarimetric data to map the magnetic field evolution of the young star V1298 Tau and detects the radial velocity signature of its outer planet, providing insights into stellar magnetism and exoplanet properties.

Contribution

First detailed magnetic topology and its evolution for V1298 Tau, combined with exoplanet mass constraints from spectropolarimetric and photometric data.

Findings

Magnetic field is mainly poloidal and axisymmetric, varying from 90 to 170 G.

Potential polarity reversal of the star's magnetic field observed in 2023.

Outer planet e has a mass of about 0.95 Jupiter masses with a 53-day orbit.

Abstract

We report results of a spectropolarimetric monitoring of the young Sun-like star V1298~Tau based on data collected with the near-infrared spectropolarimeter SPIRou at the Canada-France-Hawaii Telescope between late 2019 and early 2023. Using Zeeman-Doppler Imaging and the Time-dependent Imaging of Magnetic Stars methods on circularly polarized spectra, we reconstructed the large-scale magnetic topology of the star (and its temporal evolution), found to be mainly poloidal and axisymmetric with an average strength varying from 90 to 170 G over the ~3.5 years of monitoring. The magnetic field features a dipole whose strength evolves from 85 to 245 G, and whose inclination with respect to the stellar rotation axis remains stable until 2023 where we observe a sudden change, suggesting that the field may undergo a polarity reversal, potentially similar to those periodically experienced by the Sun. Our data suggest that the differential rotation shearing the surface of V1298 Tau is about 1.5 times stronger than that of the Sun. When coupling our data with previous photometric results from K2 and TESS and assuming circular orbits for all four planets, we report a $3.9\sigma$ detection of the radial velocity signature of the outermost planet (e), associated with a most probable mass, density and orbital period of $M_e=0.95^{+0.33}_{-0.24} \ \rm M_{\rm jup}$, $\rho_e=1.66^{+0.61}_{-0.48}$ $\rm g\,cm^{-3}$ and $P_e=53.0039\pm0.0001 \ \rm d$, respectively. For the 3 inner planets, we only derive 99\% confidence upper limits on their mass of $0.44\ \rm M_{\rm jup}$, $0.22\ \rm M_{\rm jup}$ and $0.25\ \rm M_{\rm jup}$, for b, c and d, respectively.