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The peculiar in-plane velocities in the outer disc of the Milky Way

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arxiv 1708.00784 v3 pith:QMWDI6HM submitted 2017-08-01 astro-ph.GA

The peculiar in-plane velocities in the outer disc of the Milky Way

classification astro-ph.GA
keywords azimuthalradialvelocitiesvelocitymeanpopulationsclumpin-plane
verification ladder T0 review T1 audit T2 compute T3 formal T4 reserved
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We present the peculiar in-plane velocities derived from the LAMOST red clump stars, which are purified and separated by a novel approach into two groups with different ages. The samples are mostly contributed around the Galactic anti-centre direction such that we are able to map the radial profiles of the radial and azimuthal velocities in the outer disc. From the variations of the in-plane velocities with the Galactocentric radius for the younger and older populations, we find that both radial and azimuthal velocities are not axisymmetric at $8<R<14\,kpc$. The two red clump populations show that the mean radial velocity is negative within $R\sim9\,kpc$ and positive beyond. This is likely because of the perturbation induced by the rotating bar. The cross-zero radius, $R\sim9$\, kpc, essentially indicates the rough location of the outer Lindblad resonance (OLR) radius. Given the circular speed of 238\,km$\rm s^{-1}$, then the pattern speed of the bar can be approximated as $45$\,km$\rm s^{-1}\rm kpc^{-1}$. The young red clump stars show larger mean radial velocity than the old population by about 3$\,km\rm s^{-1}$ between $R\sim9$ and 12\,kpc. This is possibly because the younger population is more sensitive to the perturbation than the older one. The radial profiles of the mean azimuthal velocity for the two populations show an interesting U-shape, i.e. at $R<10.5\,kpc$, the azimuthal velocity declines with $R$ by about 10$\,km\rm s^{-1}$, while at $R>10.5$ it increases with $R$ to 240-245$\,km\rm s^{-1}$. It is not clear why the mean azimuthal velocity shows the U-shape along the Galactic anti-centre direction. Meanwhile, the azimuthal velocity for the younger population is slightly larger than the older one and the difference moderately declines with $R$. Beyond $R\sim12\,kpc$, the azimuthal velocities for the two populations are indistinguishable.

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