The Kepler view of magnetic chemically peculiar stars
Stefan H\"ummerich (1, 2), Zdenek Mikul\'a\v{s}ek (3), Ernst, Paunzen (3), Klaus Bernhard (1, 2), Jan Jan\'ik (3), Ilya A. Yakunin (4),, Theodor Pribulla (5), Martin Va\v{n}ko (5), Lenka Mat\v{e}chov\'a (3) ((1)

TL;DR
This study used Kepler space telescope data to identify and analyze magnetic chemically peculiar stars, revealing their variability properties, surface structures, and confirming most candidates spectroscopically, with 39 new discoveries.
Contribution
The paper introduces a novel method for identifying mCP stars using light curve properties and confirms their nature spectroscopically, expanding the known sample significantly.
Findings
41 spectroscopically confirmed mCP stars, 39 are new discoveries
Approximately 25% show complex surface structures in light curves
Light curve stability is a reliable criterion for candidate selection
Abstract
Magnetic chemically peculiar (mCP) stars exhibit complex atmospheres that allow the investigation of such diverse phenomena as atomic diffusion, magnetic fields, and stellar rotation. The advent of space-based photometry provides the opportunity for the first precise characterizations of the photometric variability properties of these stars. We carried out a search for new mCP stars in the Kepler field with the ultimate aim of investigating their photometric variability properties using Kepler data. As an aside, we describe criteria for selecting mCP star candidates based on light curve properties, and assess the accuracy of the spectral classifications provided by the MKCLASS code. As only very few known mCP stars are situated in the Kepler field, we had to depend largely on alternative (nonspectroscopic) means of identifying suitable candidates that rely mostly on light curve…
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.
