2015
DOI: 10.1051/0004-6361/201424585
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Detecting non-uniform period spacings in theKeplerphotometry ofγDoradus stars: methodology and case studies

Abstract: Context. The analysis of stellar oscillations is one of the most reliable ways to probe stellar interiors. Recent space missions such as Kepler have provided us with an opportunity to study these oscillations with unprecedented detail. For many multi-periodic pulsators such as γ Doradus stars, this led to the detection of dozens to hundreds of oscillation frequencies that could not be found from groundbased observations. Aims. We aim to detect non-uniform period spacings in the Fourier spectra of a sample of γ… Show more

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Cited by 84 publications
(78 citation statements)
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“…We confirm previous trends detected by Ouazzani et al (2016) and Van Reeth et al (2015. We also find that the m = −1 modes may provide a useful diagnostic of rotation rate, as the upward slope of the period spacings becomes steeper as the rotation rate increases.…”
Section: Resultssupporting
confidence: 89%
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“…We confirm previous trends detected by Ouazzani et al (2016) and Van Reeth et al (2015. We also find that the m = −1 modes may provide a useful diagnostic of rotation rate, as the upward slope of the period spacings becomes steeper as the rotation rate increases.…”
Section: Resultssupporting
confidence: 89%
“…The γ Doradus variables are expected to display regular patterns in the period spacing (Van Reeth et al 2015Ouazzani et al 2016). As found by these previous studies, we find that in non-rotating models, the period spacings are nearly flat as a function of period, as shown in Figure 7.…”
Section: Period Spacingssupporting
confidence: 87%
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“…ν k = νi + νj, which are known to exist in g mode pulsators Van Reeth et al 2015b). This possibility cannot be definitively ruled out because a large number of potential parent modes allows virtually any peak to be explained as a linear combination, but the absence of strong combinations at frequencies with simple relationships to their parent modes (such as 2ν1 or ν1 + ν2) argues against this origin (Pápics 2012).…”
Section: At 3 D −1 -Low-order G Modes?mentioning
confidence: 99%
“…Spurious extracted frequencies may be caused by, e.g., the attempted prewhitening of unresolved pulsation frequencies and/or the residuals of imperfect preceding prewhitening. Hence, to facilitate the search for period spacing patterns in the data, we used the evaluation criterion defined by Van Reeth et al (2015a) to help assess the reliability of the extracted signal, and classified the pulsation periods in nine different groups accordingly. In this evaluation we compared the amplitudes of the extracted pulsations with the local value of the Lomb-Scargle periodogram at that pulsation period.…”
Section: Identification Of a Period Spacing Patternmentioning
confidence: 99%