English

Gaia DR3 features of the phase spiral and its possible relation to internal perturbations

Astrophysics of Galaxies 2023-08-02 v2

Abstract

Disc stars from the Gaia DR3 RVS catalogue are selected to explore the phase spiral as a function of position in the Galaxy. The data reveal a two-armed phase spiral pattern in the local zvzz-v_z plane inside the solar radius, which appears clearly when colour-coded by vR(z,vz)\langle v_R \rangle (z,v_z): this is characteristic of a breathing mode that can in principle be produced by in-plane non-axisymmetric perturbations. We note the phase spiral pattern becomes single armed outside the solar radius. When a realistic analytic model with an axisymmetric background potential plus a steadily rotating bar and 2-armed spiral arms as perturbation is used to perform particle test integrations, the pseudo stars get a prominent spiral pattern in the vR\langle v_R \rangle map in the xyx-y plane. Additionally, clear breathing mode evidence at a few kms1\rm{kms}^{-1} level can be seen in the vz\langle v_z \rangle map on the xzx-z plane, confirming that such breathing modes are non-negligible in the joint presence of a bar and spiral arms. However, no phase-spiral is perceptible in the (z,vz)(z, v_z) plane. When an initial vertical perturbation is added to all pseudo stars to carry out the simulation, the one-armed phase spirals can clearly be seen 500~Myr after the perturbation and gradually disappear inside-out. Finally, we show as a proof of concept how a toy model of a time-varying non-axisymmetric in-plane perturbation with varying amplitude and pattern speed can produce a strong two-armed phase-spiral. We conclude a time-varying strong internal perturbation together with an external vertical perturbation could perhaps explain the transition between the two-armed and one-armed phase-spirals around the Solar radius.

Keywords

Cite

@article{arxiv.2303.06393,
  title  = {Gaia DR3 features of the phase spiral and its possible relation to internal perturbations},
  author = {Chengdong Li and Arnaud Siebert and Giacomo Monari and Benoit Famaey and Simon Rozier},
  journal= {arXiv preprint arXiv:2303.06393},
  year   = {2023}
}

Comments

14 pages, 15 figures, accepted by MNRAS