2023
DOI: 10.1051/0004-6361/202245634
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Frequency analysis of the first-overtone RR Lyrae stars based on Extended Aperture Photometry from K2 data

Abstract: Context. Additional low-amplitude signals have been observed in many RR Lyrae stars separate from pulsations in radial modes. The most common of these are short-period signals forming a period ratio of around 0.60–0.65 with the first overtone and long-period signals forming a period ratio of around 0.68. The RR Lyrae stars may also exhibit quasi-periodic modulation in their light curves, the so-called Blazhko effect. Aims. We used the extensive sample of the first-overtone RR Lyrae stars observed by the Kepler… Show more

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Cited by 7 publications
(7 citation statements)
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“…The first frequency that did not fit into the previously known frequency structure of RR Lyrae stars was detected by Gruberbauer et al (2007) from the MOST data of the doublemode (RRd) star AQ Leo. Later, similar frequencies were found in other RRd stars, and in many RRc stars that pulsate purely in the overtone mode (Olech & Moskalik 2009;Chadid 2012;Szabó et al 2014;Moskalik et al 2015). After analysing the large number of RR Lyrae stars of the OGLE survey, it became clear that these frequencies are located in three horizontal roughly parallel sequences on the Petersen diagram, where the frequency ratio f 1 / f x of each sequence is 0.613, 0.622, and 0.631, respectively (Netzel et al 2015;Netzel & Smolec 2019); from now on, these frequencies are referred to as f 61 , f 62 , and f 63 .…”
Section: Introductionsupporting
confidence: 72%
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“…The first frequency that did not fit into the previously known frequency structure of RR Lyrae stars was detected by Gruberbauer et al (2007) from the MOST data of the doublemode (RRd) star AQ Leo. Later, similar frequencies were found in other RRd stars, and in many RRc stars that pulsate purely in the overtone mode (Olech & Moskalik 2009;Chadid 2012;Szabó et al 2014;Moskalik et al 2015). After analysing the large number of RR Lyrae stars of the OGLE survey, it became clear that these frequencies are located in three horizontal roughly parallel sequences on the Petersen diagram, where the frequency ratio f 1 / f x of each sequence is 0.613, 0.622, and 0.631, respectively (Netzel et al 2015;Netzel & Smolec 2019); from now on, these frequencies are referred to as f 61 , f 62 , and f 63 .…”
Section: Introductionsupporting
confidence: 72%
“…The frequencies of the modes themselves are 0.5 f 61 and 0.5 f 63 . This picture was confirmed by further theoretical and observational studies (Netzel & Kolenberg 2021;Netzel & Smolec 2022;Molnár et al 2022;Benkő et al 2023;Netzel et al 2023).…”
Section: Introductionmentioning
confidence: 53%
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