English

Time-distance helioseismology of solar Rossby waves

Solar and Stellar Astrophysics 2019-06-05 v4

Abstract

Context. Solar Rossby waves (r modes) have recently been discovered in the near-surface horizontal flow field using the techniques of granulation-tracking and ring-diagram analysis applied to six years of SDO/HMI data. Aims. Here we apply time-distance helioseismology to the combined SOHO/MDI and SDO/HMI data sets, which cover 21 years of observations from May 1996 to April 2017. The goal of this study is to provide an independent confirmation over two solar cycles and in deeper layers of the Sun. Methods. We have measured south-north helioseismic travel times along the equator, which are sensitive to subsurface north-south flows. To reduce noise, the travel times were averaged over travel distances from 6^\circ to 30^\circ; the mean distance corresponds to a p-mode lower turning point of 0.91 RR_\odot. The 21-year time series of travel-time measurements was split into three seven-year subsets and transformed to obtain power spectra in a corotating frame. Results. The power spectra all show peaks near the frequencies of the classical sectoral Rossby waves for azimuthal wavenumbers in the range 3m153 \leq m \leq 15. The mode frequencies and linewidths of the modes with m9m \leq 9 are consistent with a previous study whereas modes with m10m \geq 10 are shifted toward less negative frequencies by 10--20 nHz. While most of these modes have e-folding lifetimes on the order of a few months, the longest lived mode, m=3m=3, has an e-folding lifetime of more than one year. For each mode, the rms velocity at the equator is in the range of 1--3 m s1^{-1} , with the largest values for m10m\sim10. No evidence for the m=2m=2 sectoral mode is found in the power spectrum, implying that the rms velocity of this mode is below \sim0.5 m s1^{-1}.

Keywords

Cite

@article{arxiv.1812.07413,
  title  = {Time-distance helioseismology of solar Rossby waves},
  author = {Zhi-Chao Liang and Laurent Gizon and Aaron C. Birch and Thomas L. Duvall},
  journal= {arXiv preprint arXiv:1812.07413},
  year   = {2019}
}

Comments

accepted for publication in A&A