Low-Mass Eclipsing Binaries in the Initial Kepler Data Release

TL;DR

This paper reports the discovery and analysis of 231 low-mass eclipsing binary systems from Kepler data, doubling known systems and exploring period-dependent stellar radii, with implications for stellar evolution theories.

Contribution

It introduces a new sample of low-mass eclipsing binaries, extending the period range and providing novel techniques for their identification and modeling.

Findings

Identified 95 new low-mass binary systems suitable for follow-up.

Found evidence that stellar radii decrease with orbital period.

Discovered 7 new transiting planet candidates.

Abstract

We identify 231 objects in the newly released Cycle 0 dataset from the Kepler Mission as double-eclipse, detached eclipsing binary systems with Teff < 5500 K and orbital periods shorter than ~32 days. We model each light curve using the JKTEBOP code with a genetic algorithm to obtain precise values for each system. We identify 95 new systems with both components below 1.0 M_sun and eclipses of at least 0.1 magnitudes, suitable for ground-based follow-up. Of these, 14 have periods less than 1.0 day, 52 have periods between 1.0 and 10.0 days, and 29 have periods greater than 10.0 days. This new sample of main-sequence, low-mass, double-eclipse, detached eclipsing binary candidates more than doubles the number of previously known systems, and extends the sample into the completely heretofore unexplored P > 10.0 day period regime. We find preliminary evidence from these systems that the radii of low-mass stars in binary systems decrease with period. This supports the theory that binary spin-up is the primary cause of inflated radii in low-mass binary systems, although a full analysis of each system with radial-velocity and multi-color light curves is needed to fully explore this hypothesis. As well, we present 7 new transiting planet candidates that do not appear among the recently released list of 706 candidates by the Kepler team, nor in the Kepler False Positive Catalog, along with several other new and interesting systems. We also present novel techniques for the identification, period analysis, and modeling of eclipsing binaries.