2018MNRAS.473.2060J


Query : 2018MNRAS.473.2060J

2018MNRAS.473.2060J - Mon. Not. R. Astron. Soc., 473, 2060-2083 (2018)

The upper bound on the lowest mass halo.

JETHWA P., ERKAL D. and BELOKUROV V.

Abstract (from CDS):

We explore the connection between galaxies and dark matter haloes in the Milky Way (MW) and quantify the implications on properties of the dark matter particle and the phenomenology of low-mass galaxy formation. This is done through a probabilistic comparison of the luminosity function of MW dwarf satellite galaxies to models based on two suites of zoom-in simulations. One suite is dark-matter-only, while the other includes a disc component, therefore we can quantify the effect of the MW's baryonic disc on our results. We apply numerous stellar-mass-halo-mass (SMHM) relations allowing for multiple complexities: scatter, a characteristic break scale, and subhaloes which host no galaxy. In contrast to previous works, we push the model/data comparison to the faintest dwarfs by modelling observational incompleteness, allowing us to draw three new conclusions. First, we constrain the SMHM relation for 102 < M*/ M☉ < 108 galaxies, allowing us to bound the peak halo mass of the faintest MW satellite to Mvir > 2.4 x 108 M☉ (1σ). Secondly, by translating to a warm dark matter (WDM) cosmology, we bound the thermal relic mass mWDM > 2.9 keV at 95 per cent confidence, on a par with recent constraints from the Lyman-α forest. Lastly, we find that the observed number of ultra-faint MW dwarfs is in tension with the theoretical prediction that reionization prevents galaxy formation in almost all 108 M☉ haloes. This can be tested with the next generation of deep imaging surveys. To this end, we predict the likely number of detectable satellite galaxies in the Subaru/Hyper Suprime-Cam survey and the Large Synoptic Survey Telescope. Confronting these predictions with future observations will be amongst our strongest tests of WDM and the effect reionization on low-mass systems.

Abstract Copyright: ∼

Journal keyword(s): Galaxy: halo - galaxies: dwarf - galaxies: Local Group - cosmology: dark matter

Simbad objects: 27

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Number of rows : 27
N Identifier Otype ICRS (J2000)
RA
ICRS (J2000)
DEC
Mag U Mag B Mag V Mag R Mag I Sp type #ref
1850 - 2026
#notes
1 NAME SMC G 00 52 38.0 -72 48 01   2.79 2.2     ~ 12317 1
2 NAME Sculptor Dwarf Galaxy G 01 00 09.4 -33 42 32   9.79 8.6 8.81   ~ 1498 4
3 NAME Segue 2 G 02 19 16.0 +20 10 31     15.2     ~ 299 0
4 NAME LMC G 05 23 34.6 -69 45 22     0.4     ~ 19090 0
5 ESO 206-20A G 06 41 36.7 -50 57 58   22.14 11.0 19.47   ~ 1190 0
6 NAME UMa II Galaxy G 08 51 30.0 +63 07 48     13.3     ~ 410 0
7 NAME Leo T G 09 34 53.4 +17 03 05     15.1     ~ 434 0
8 NAME Segue 1 G 10 07 03.2 +16 04 25     15.3     ~ 517 1
9 Z 64-73 G 10 08 28.12 +12 18 23.4   11.3 10.0     ~ 1284 1
10 NAME Sextans dSph LSB 10 13 02.9 -01 36 53   12 10.4     ~ 921 0
11 NAME UMa I Galaxy G 10 34 52.80 +51 55 12.0     14.4     ~ 355 1
12 NAME Willman 1 G 10 49 21.0 +51 03 00     15.2     ~ 345 0
13 Z 126-111 G 11 13 28.13 +22 09 10.1   12.9 12.0     ~ 899 0
14 NAME Leo V LSB 11 31 09.60 +02 13 12.0     16.0     ~ 234 0
15 NAME Leo IV LSB 11 32 57.0 -00 32 00     15.1     ~ 419 1
16 NAME Vir I Dwarf Galaxy LSB 12 00 09.6 -00 40 48           ~ 40 0
17 NAME Coma Dwarf Galaxy G 12 26 59.0 +23 54 15     14.1     ~ 482 1
18 NAME CVn II dSph G 12 57 09.6 +34 19 12     16.1     ~ 287 2
19 NAME CVn I dSph G 13 28 03.5 +33 33 21     13.1     ~ 352 1
20 NAME Bootes II G 13 58 00.0 +12 51 00     15.4     ~ 269 0
21 NAME Bootes Dwarf Spheroidal Galaxy G 14 00 00.0 +14 30 00     12.8     ~ 491 0
22 Z 318-18 G 15 09 08.0 +67 13 21   13.60 10.6     ~ 1459 0
23 NAME Hercules Dwarf Galaxy G 16 31 02.0 +12 47 30     14.0     ~ 379 1
24 Z 300-12 G 17 20 14.335 +57 55 16.39   12.40 10.6     ~ 1428 1
25 NAME SDG G 18 55 19.0 -30 32 43   4.5 3.6     ~ 2438 2
26 NAME Pisces II G 22 58 31.0 +05 57 09     16.3     ~ 283 0
27 NAME Local Group GrG ~ ~           ~ 9325 0

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