Constraining Orbital Periods from Nonconsecutive Observations: Period Estimates for Long-Period Planets in Six Systems Observed by K2 During Multiple Campaigns
S. Dholakia, S. Dholakia, Andrew W. Mayo, Courtney D. Dressing

TL;DR
This paper presents a method to estimate the orbital periods of long-period planets from nonconsecutive observations, demonstrated on six systems observed by K2, with implications for future TESS discoveries.
Contribution
It introduces a generalized procedure to constrain planetary periods using multiple observations with gaps, applicable to long-baseline, temporally gapped data from missions like K2 and TESS.
Findings
Derived period constraints for six long-period planetary systems.
Identified multimodal period distributions due to observational gaps.
Provided a template method for future long-baseline planet period estimation.
Abstract
Most planetary discoveries with the K2 and TESS missions are restricted to short periods because of the limited duration of observation. However, the re-observation of sky area allows for the detection of longer period planets. We describe new transits detected in six candidate planetary systems which were observed by multiple K2 mission campaigns. One of these systems is a multiplanet system with four candidate planets; we present new period constraints for two planets in this system. In the other five systems, only one transit is observed in each campaign, and we derive period constraints from this new data. The period distributions are highly multimodal resulting from missed potential transits in the gap between observations. Each peak in the distribution corresponds to transits at an integer harmonic of the two observed transits. We further detail a generalized procedure to…
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