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JEANS ANALYSIS OF THE GALACTIC THICK DISK AND THE LOCAL DARK MATTER DENSITY

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posted on 2024-07-26, 14:09 authored by F. J. Sánchez-Salcedo, Christopher FlynnChristopher Flynn, J. A. de Diego
Dynamical estimates of the mass surface density at the solar radius can be made up to a height of 4 kpc using thick disk stars as tracers of the potential. We investigate why different Jeans estimators of the local surface density lead to puzzling and conflicting results. Using the Jeans equations, we compute the vertical (Fz) and radial (FR) components of the gravitational force, as well as Γ(z), which is defined as , with . If we assume that the thick disk does not flare and that all the components of the velocity dispersion tensor of the thick disk have a uniform radial scalelength of 3.5 kpc, Γ takes implausibly large negative values when using the currently available kinematical data of the thick disk. This implies that the input parameters or the model assumptions must be revised. We have explored, using a simulated thick disk, the impact of the assumption that the scalelengths of the density and velocity dispersions do not depend on the vertical height z above the midplane. In the absence of any information about how these scale radii depend on z, we define a different strategy. By using a parameterized Galactic potential, we find that acceptable fits to Fz, FR, and Γ are obtained for a flaring thick disk and a spherical dark matter (DM) halo with a local density 0.0064 Mo pc-3. Disk-like DM distributions may be also compatible with the current data of the thick disk. A precise measurement of Γ at the midplane could be very useful for discriminating between models.

Funding

Consejo Nacional de Humanidades, Ciencias y Tecnologías

History

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ISSN

1538-4357

Journal title

The Astrophysical Journal

Volume

817

Issue

1

Article number

article no. 13

Pagination

17 pp

Publisher

IOP Publishing

Copyright statement

Copyright © 2016 The American Astronomical Society. The published version is reproduced in accordance with the copyright policy of the publisher and can be also be located at https://doi.org/10.3847/0004-637X/817/1/13

Language

eng

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