Theoretical light curves of dipole oscillations in roAp stars
L. Bigot, D. W. Kurtz

TL;DR
This paper develops a theoretical framework to analyze the light curves of dipole oscillations in roAp stars, considering magnetic and rotational effects, and applies it to several well-known stars to interpret their pulsation properties.
Contribution
It introduces a formalism based on the revisited oblique pulsator model to explain the photometric light curves of dipole modes in roAp stars, accounting for magnetic and rotational influences.
Findings
Dipole modes can have maxima in phase with magnetic maxima despite inclination.
The formalism successfully explains observed light curve properties of several roAp stars.
Modes are found to be quasi linearly polarized.
Abstract
Context. The dipole modes are the most common geometry of oscillations in roAp stars inferred from photometric measurements and are therefore of special interest for asteroseismic purposes. Aims. We present a theoretical and analytical study of the light curves associated with dipole (l = 1) pulsations of roAp stars in the framework of the revisited oblique pulsator model. Methods. We describe the light curves in terms of the inclination and polarization of the elliptical displacement vector of the dipole modes. We study the influence of the magnetic field and rotation on the shape of these light curves for both amplitudes and phases. Results. Despite the inclination of dipole mode with respect to the magnetic axis, we find that the dipole mode can have maxima that are in phase with the magnetic maxima. We apply our formalism to the well-known roAp star HR 3831 (HD 83368) to derive its…
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