Chromospheric activity is known to suppress the overall oscillation amplitudes of solar-like oscillators. This is due to overall changes in the convective properties of the star, and therefore on the excitation and damping of modes. By analyzing the radial modes exclusively, rather than the overall oscillation power (which is also sensitive to the suppression of dipole modes), we explicitly show the relationship between mode excitation/damping and the surface chromospheric activity levels. Conclusion: Surface magnetic fields directly weaken the power of the radial modes. This is a confirmation of previous results. ßSee the high-mass paper here C. Crawford+ (2025) [preprint] Courtney Crawford1, Yaguang Li2, Josh Ferguson1, Jie Yu3, Tim Bedding1, Dan Huber1,2 1 University of Sydney, 2 University of Hawai’i, 3 Australian National University The Activity-Amplitude-Visibility Relation in Kepler Red Giants Contact:
[email protected] Chromospheric Activity and Radial Mode Amplitudes Chromospheric Activity and Dipole Mode Visibilities High-mass sample (Crawford+ 2024, 2025) Full Kepler Red Giant Sample (Yu+ 2018) Dipole modes visibilities decrease as the core magnetic field strength increases, due to their mixed-mode character that carries information about the near-core region of the star. However, comparing the dipole mode visibilities to the surface chromospheric activity reveals that there is no correlation between the visibilities and the surface magnetic fields. Conclusion: If the dipole mode visibility depends on the core magnetic field strength but not the surface magnetic field strength, then it follows that the surface and core magnetic fields are not correlated with each other. TheS-index Stars with active chromospheres (i.e. surface magnetic activity) show emission features in the Ca II H & K line cores. The strength of this emission feature is measured in a flux ratio called the Sindex. RadialModeAmplitude In a solar-like oscillator, the excited modes are arranged in a regular pattern, making the identification of the radial modes fairly straightforward. We measure the amplitudes of these radial modes by integrating the power spectrum density under these radial modes. DipoleModeVisibility As mentioned with radial modes, the dipole modes are straightforward to identify in solar-like oscillators. To measure the dipole mode visibility, we integrate under the dipole mode region of the power spectrum density and divide it by the radial mode amplitudes. Some definitions Duncan+ (1991) Stello+ (2016) Stello+ (2016) PhotometricModulation (Sph) One can also estimate the surface chromospheric activity of a star by measuring the photometric modulation of the light curve (Sph). This is measured as the standard deviation of the light curve and is sometimes also called the spot modulation. Sph is correlated with the S-index of a star. Gaulme+ (2020),Gehan+ (2024) High-mass sample (Crawford+ 2024, 2025) Full Kepler Red Giant Sample (Yu+ 2018) See also e.g.: Gehan+ (2024) Gaulme+ (2020) Gehan+ (2022) Stello+ (2016) Fuller+ (2015) Huber+ (2011)