A Discrete Set of Possible Transit Ephemerides for Two Long Period Gas Giants Orbiting HIP 41378
Juliette C. Becker, Andrew Vanderburg, Joseph E. Rodriguez, Mark, Omohundro, Fred C. Adams, Keivan G. Stassun, Xinyu Yao, Joel Hartman, Joshua, Pepper, Gaspar Bakos, Geert Barentsen, Thomas G. Beatty, Waqas Bhatti, Ashley, Chontos, Andrew Collier Cameron, Coel Hellier

TL;DR
This paper identifies possible orbital periods for two long-period exoplanets around HIP 41378 using new and existing transit data, aiding future observations and demonstrating methods applicable to TESS discoveries.
Contribution
It introduces a method to determine discrete possible transit ephemerides for long-period exoplanets with limited transits, integrating multiple data sources and system dynamics.
Findings
Identified discrete possible orbital periods for HIP 41378 d and f.
Demonstrated the effectiveness of combining transit durations, stellar properties, and ground-based surveys.
Provided a framework for resolving period ambiguities in long-period exoplanets.
Abstract
In 2015, K2 observations of the bright (V = 8.9, K = 7.7) star HIP 41378 revealed a rich system of at least five transiting exoplanets, ranging in size from super-Earths to gas giants. The 2015 K2 observations only spanned 74.8 days, and the outer three long-period planets in the system were only detected with a single transit, so their orbital periods and transit ephemerides could not be determined at that time. Here, we report on 50.8 days of new K2 observations of HIP 41378 from summer 2018. These data reveal additional transits of the long-period planets HIP 41378 d and HIP 41378 f, yielding a set of discrete possible orbital periods for these two planets. We identify the most probable orbital periods for these two planets using our knowledge of the planets' transit durations, the host star's properties, the system's dynamics, and data from the ground-based HATNet, KELT, and WASP…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
