Demographics of Close-In TESS Exoplanets Orbiting FGK Main-sequence Stars
Kaiming Cui, David J. Armstrong, Andreas Hadjigeorghiou, Marina Lafarga, Vedad Kunovac, Lauren Doyle, Luis Agustín Nieto, Rodrigo F. Díaz
TL;DR
Using four years of TESS-SPOC FFIs cross-matched with Gaia, this study delivers a high-precision census of close-in exoplanets around FGK main-sequence stars. The authors combine a rigorous detection, vetting (RAVEN), and completeness framework with two inference approaches—IDEM with a weighted KDE and a hierarchical Bayesian model—to map occurrence density on a $10\times10$ grid in the period–radius plane, reporting $9.4^{+0.7}_{-0.6}\%$ overall, $0.39^{+0.03}_{-0.02}\%$ hot Jupiters, and $0.08\pm0.01\%$ for the Neptunian desert; Gaia within 100 pc yields $15.4^{+1.6}_{-1.5}\%$ and $0.42^{+0.16}_{-0.12}\%$ for hot Jupiters. The results are broadly consistent with Kepler but achieve markedly tighter uncertainties, illustrating the power of a uniform, bright-star sample for exoplanet demographics. The findings provide a robust empirical baseline to test planet-formation and evolution theories and highlight directions for extending the census with more TESS data and Gaia-derived volume-limited samples.
Abstract
Understanding the demographics of close-in planets is crucial for insights into exoplanet formation and evolution. We present a detailed analysis of occurrence rates for close-in (0.5-16 day) planets with radii between 2 and 20$\,R_{\oplus}$ around FGK main-sequence stars. Our study uses a comprehensive sample from four years of TESS Science Processing Operations Center full-frame image data cross-matched with Gaia, analysed through our rigorous detection, vetting, and validation pipeline. Using high-confidence planet candidates, we apply a hierarchical Bayesian model to determine occurrence rates in the two-dimensional orbital period-radius plane. Our results are presented using 10-by-10 bins across the period-radius parameter space, offering unprecedented resolution and statistical precision. We find an overall occurrence rate of $9.4^{+0.7}_{-0.6}\%$. When using identical binning, our occurrence rate posteriors distributions align with Kepler's but have a magnitude smaller uncertainties on average. For hot Jupiters, we estimate the overall occurrence rate of $0.39^{+0.03}_{-0.02}\%$. This value is consistent with the previous Kepler FGK-type result within $1σ$. We find an overall occurrence rate of Neptunian desert planets of $0.08\pm0.01\%$, to our knowledge the first such determination. Additionally, in a volume-limited Gaia subsample within 100 pc in the same parameter region, we measure an overall planet occurrence rate of $15.4^{+1.6}_{-1.5}\%$ and a hot Jupiter occurrence rate of $0.42^{+0.16}_{-0.12}\%$. Our results establishes an improved foundation for constraining theoretical models of exoplanet populations.
