Using ZDI maps to determine magnetic forces and torques at the photospheres of Early-type stars
James MacDonald, Tali Natan, V’eronique Petit, Oleg Kochukhov, Matthew E. Shultz
arXiv:2404.10161v1 Announce Type: new
Abstract: We use the magnetic field components measured by Zeeman Doppler imaging (ZDI) to calculate the stellar surface force and torque due to magnetic stresses for the fast rotators $sigma$ Ori E, 36 Lyn and CU Vir, and the slow rotator $tau$ Sco. If we assume the stars have spherical photospheres, the estimated torques give spin down time scales no larger than $7 times 10^5$ yr. For $sigma$ Ori E, the predicted spin down time scale, $simeq 6000$ yr, is much less than the observationally measured time scale of $simeq 10^6$ yr. However, for CU Vir, we find that the spin down time scale from its ZDI map is $7 times 10^5$ yr in good agreement with its average rate of spin down from 1960 to 2010.
With the exception of $tau$ Sco, the net force due to magnetic stresses at the stellar surface are large compared to the surface-integrated pressure. We discuss possible reasons for the large values of the forces (and torques), and suggest that the likely explanation is that rotation and the magnetic stresses create significant departures from spherical symmetry.arXiv:2404.10161v1 Announce Type: new
Abstract: We use the magnetic field components measured by Zeeman Doppler imaging (ZDI) to calculate the stellar surface force and torque due to magnetic stresses for the fast rotators $sigma$ Ori E, 36 Lyn and CU Vir, and the slow rotator $tau$ Sco. If we assume the stars have spherical photospheres, the estimated torques give spin down time scales no larger than $7 times 10^5$ yr. For $sigma$ Ori E, the predicted spin down time scale, $simeq 6000$ yr, is much less than the observationally measured time scale of $simeq 10^6$ yr. However, for CU Vir, we find that the spin down time scale from its ZDI map is $7 times 10^5$ yr in good agreement with its average rate of spin down from 1960 to 2010.
With the exception of $tau$ Sco, the net force due to magnetic stresses at the stellar surface are large compared to the surface-integrated pressure. We discuss possible reasons for the large values of the forces (and torques), and suggest that the likely explanation is that rotation and the magnetic stresses create significant departures from spherical symmetry.