The Distribution of Transit Durations for Kepler Planet Candidates and Implications for their Orbital Eccentricities
Althea V. Moorhead, Eric B. Ford, Robert C. Morehead, Jason Rowe,, William J. Borucki, Natalie M. Batalha, Stephen T. Bryson, Douglas A., Caldwell, Daniel C. Fabrycky, Thomas N. Gautier III, David G. Koch, Matthew, J. Holman, Jon M. Jenkins, Jie Li, Jack J. Lissauer

TL;DR
This study analyzes Kepler planet candidates' transit durations to infer their orbital eccentricity distribution, finding low to moderate eccentricities for certain star types and highlighting the need for improved stellar data.
Contribution
It introduces a method to estimate the eccentricity distribution from transit durations and applies it to Kepler data, revealing potential trends and limitations.
Findings
Best-fit mean eccentricity of 0.1-0.25 for stars with T_eff < 5100 K
Cannot reliably infer eccentricities for stars with T_eff > 5100 K due to uncertainties
Identifies candidates with likely high eccentricity or underestimated stellar radii
Abstract
Doppler planet searches have discovered that giant planets follow orbits with a wide range of orbital eccentricities, revolutionizing theories of planet formation. The discovery of hundreds of exoplanet candidates by NASA's Kepler mission enables astronomers to characterize the eccentricity distribution of small exoplanets. Measuring the eccentricity of individual planets is only practical in favorable cases that are amenable to complementary techniques (e.g., radial velocities, transit timing variations, occultation photometry). Yet even in the absence of individual eccentricities, it is possible to study the distribution of eccentricities based on the distribution of transit durations (relative to the maximum transit duration for a circular orbit). We analyze the transit duration distribution of Kepler planet candidates. We find that for host stars with T_eff > 5100 K we cannot invert…
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