2010
DOI: 10.1002/asna.201011452
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Oscillations in rapidly rotating stars

Abstract: Spurred by the spectroscopic and interferometric observations of rapidly rotating stars and the highly accurate pulsation data coming from asteroseismology space missions, theoreticians have spent many years developing models for such stars and studying their oscillations. This has led to the discovery of new phenomena and new types of pulsation modes. In what follows, a review is given of the different methods used to model the effects of rotation on stellar pulsations, as well as a description of these effec… Show more

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Cited by 13 publications
(9 citation statements)
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“…Finally, we note that all of these methods can also be used to account for the effects of rotation or magnetic fields (e.g. Shibahashi & Takata 1993;Reese 2010). Coupling between modes of different also occurs in rotating stars, but the axisymmetry of that problem means that the mode amplitude is not modulated with rotational phase.…”
Section: Mathematical Formalismmentioning
confidence: 99%
“…Finally, we note that all of these methods can also be used to account for the effects of rotation or magnetic fields (e.g. Shibahashi & Takata 1993;Reese 2010). Coupling between modes of different also occurs in rotating stars, but the axisymmetry of that problem means that the mode amplitude is not modulated with rotational phase.…”
Section: Mathematical Formalismmentioning
confidence: 99%
“…3.1.2), to model the non-radial pulsations of the two rapidly rotating Be stars. This code includes the effects of the centrifugal acceleration (which breaks the spherical symmetry of the star as described above) and of the Coriolis acceleration, which have to be taken into account in our seismic modelling since Ω Ω c = 0.9 (see Lee 2008;Reese 2010). With this non-adiabatic oscillation code, we performed a non-radial pulsation stability analysis for rapidly rotating star models, whose evolutionary track passes close to the position of the Be stars in the HR diagram.…”
Section: Tohoku Non-adiabatic Oscillation Codementioning
confidence: 99%
“…Also, the rotational splitting becomes comparable with the frequency separation between different multiplets (n, l), greatly complicating the interpretation of the observed spectra. As reviewed by Reese (2010) the perturbative description, in which Eq. (3) is the lowest order, breaks down for sufficiently rapid rotation, leading to more complex types of oscillation; in practice this happens at rotation rates such as to be relevant for many asteroseismically interesting stars.…”
Section: Effects Of Rotationmentioning
confidence: 99%