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Tidally perturbed g-mode pulsations in a sample of close eclipsing binaries

<p>Description:<br> &nbsp;&nbsp;&nbsp; Reduced Kepler and TESS light curves of KIC 3228863, KIC 3341457, KIC 4947528, KIC 9108579, and<br> &nbsp;&nbsp;&nbsp; KIC 12785282, as well as various data products obtained at different steps of the analysis presented in Van Reeth<br> &nbsp;&nbsp;&nbsp; et al. (2023): the residual pulsation light curves (after subtracting the harmonic model for the binarity), the<br> &nbsp;&nbsp;&nbsp; optimised prewhitened (Kepler) frequency lists, measured g-mode patterns, and detected tidal g-mode<br> &nbsp;&nbsp;&nbsp; perturbations (both measured directly from orbital-phase-binned data and reconstructed using detected<br> &nbsp;&nbsp;&nbsp; orbital-frequency-spaced multiplets).</p> <p>Abstract:<br> &nbsp;&nbsp;&nbsp; Context. Thanks to the high-precision photometry from space missions such as Kepler and TESS, tidal<br> &nbsp;&nbsp;&nbsp; perturbations and tilting of pulsations have been detected in more than a dozen binary systems. However, only<br> &nbsp;&nbsp;&nbsp; two of these were gravity-mode (g-mode) pulsators.<br> &nbsp;&nbsp;&nbsp; Aims. We aim to detect tidally perturbed g modes in additional binary systems and characterise them<br> &nbsp;&nbsp;&nbsp; observationally.<br> &nbsp;&nbsp;&nbsp; Methods. We perform a custom data reduction of the available Kepler and TESS photometry of a well-studied,<br> &nbsp;&nbsp;&nbsp; published sample of 35 binary systems with gamma Doradus (gamma Dor) pulsators. For each target, we model<br> &nbsp;&nbsp;&nbsp; the binary signal using a sum of 100 sine waves, with frequencies at orbital harmonics, and measure significant<br> &nbsp;&nbsp;&nbsp; pulsation frequencies in an iterative prewhitening analysis of the residual light curve. Pulsations are<br> &nbsp;&nbsp;&nbsp; labelled as tidally perturbed g modes if they are part of both period-spacing patterns and multiplets spaced by<br> &nbsp;&nbsp;&nbsp; integer multiples of the orbital frequency. After visual inspection and confirmation, the properties of these<br> &nbsp;&nbsp;&nbsp; targets and g modes are characterised.<br> &nbsp;&nbsp;&nbsp; Results. We detect tidally perturbed g-mode pulsations for five short-period binaries that are circularised and<br> &nbsp;&nbsp;&nbsp; (almost) synchronously rotating: KIC 3228863, KIC 3341457, KIC 4947528, KIC 9108579, and KIC 12785282.<br> &nbsp;&nbsp;&nbsp; Tidally perturbed g modes that occur within the same star and have the same mode identification (k,m), are found<br> &nbsp;&nbsp;&nbsp; to have near-identical relative amplitude and phase modulations, which are within their respective 1-sigma<br> &nbsp;&nbsp;&nbsp; uncertainties also identical for the Kepler and TESS photometric passbands. By contrast, pulsations with<br> &nbsp;&nbsp;&nbsp; different mode identification (k,m) are found to exhibit different modulations. Moreover, the observed<br> &nbsp;&nbsp;&nbsp; amplitude and phase modulations are correlated, indicating that the binary tides primarily distort the g-mode<br> &nbsp;&nbsp;&nbsp; amplitudes on the stellar surface. The phase modulations are then primarily a geometric effect of the<br> &nbsp;&nbsp;&nbsp; integration of the stellar flux over the visible stellar surface. All selected binaries also exhibit signal<br> &nbsp;&nbsp;&nbsp; that resembles rotational modulation in the Fourier domain. In the case of KIC 3228863, this is caused by the<br> &nbsp;&nbsp;&nbsp; presence of the known tertiary component, and for the other systems we hypothesise that it is caused by<br> &nbsp;&nbsp;&nbsp; temperature variations on the stellar surface. Alternatively, the signal can be overstable convective modes in<br> &nbsp;&nbsp;&nbsp; the stellar core or belong to the non-pulsating companion.<br> &nbsp;&nbsp;&nbsp; Conclusions. While g-mode pulsation periods are known to be a direct probe of the deep interior stellar<br> &nbsp;&nbsp;&nbsp; structure, the binary tides which cause the pulsation modulations are dominant in the outer stellar layers.<br> &nbsp;&nbsp;&nbsp; Hence, in future tidally perturbed g modes may allow us to do core-to-surface asteroseismic modelling of<br> &nbsp;&nbsp;&nbsp; tidally distorted stars.</p>

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36/100

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8
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4
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16
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8
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