1998A&A...336...63A


Query : 1998A&A...336...63A

1998A&A...336...63A - Astronomy and Astrophysics, volume 33663-82 (1998/8-1)

The ESO nearby Abell cluster survey. VII. Galaxy density profiles of rich clusters of galaxies.

ADAMI C., MAZURE A., KATGERT P. and BIVIANO A.

Abstract (from CDS):

We have analyzed the projected galaxy distributions in a subset of the ENACS cluster sample, viz. in those 77 clusters that have z<0.1 and RACO≥1 and for which ENACS and COSMOS data are available. For 20% of these, the distribution of galaxies in the COSMOS catalogue does not allow a reliable centre position to be determined. For the other 62 clusters, we first determined the centre and elongation of the galaxy distribution. Subsequently, we made Maximum-Likelihood fits to the distribution of COSMOS galaxies for 4 theoretical profiles, two with `cores' (generalized King- and Hubble-profiles) and two with `cusps' (generalized Navarro, Frenk and White, or NFW, and de Vaucouleurs profiles). We obtain average core radii (or characteristic radii for the profiles without core) of 128, 189, 292 and 1582kpc for fits with King, Hubble, NFW and de Vaucouleurs profiles respectively, with dispersions around these average values of 88, 116, 191 and 771kpc. The surface density of background galaxies is about 4x10–5gals/arcsec2 (with a spread of about 2x10–5), and there is very good agreement between the values found for the 4 profiles. There is also very good agreement on the outer logarithmic slope of the projected galaxy distribution, which is that for the non-generalized King- and Hubble-profile (i.e. βKing=βHubble=1, with the corresponding values for the two other model-profiles). We use the Likelihood ratio to investigate whether the observations are significantly better described by profiles with cusps or by profiles with cores. Taking the King and NFW profiles as `model' of either class, we find that about 75% of the clusters are better fit by the King profile than by the NFW profile. However, for the individual clusters the preference for the King profile is rarely significant at a confidence level of more than 90%. When we limit ourselves to the central regions it appears that the signifance increases drastically, with 65 % of the clusters showing a strong preference for a King over an NFW profile. At the same time, about 10 King profile in their centres. We constructed composite clusters from the COSMOS and ENACS data, taking special care to avoid the creation of artificial cusps (due to ellipticity), and the destruction of real cusps (due to non-perfect centering). When adding the galaxy distributions to produce a composite cluster, we either applied no scaling of the projected distances, scaling with the core radii of the individual clusters or scaling with r200, which is designed to take differences in mass into account. In all three cases we find that the King profile is clearly preferred (at more than 95% confidence) over the NFW profile (over the entire aperture of 5 core-radii). However, this `preference' is not shared by the brightest (Mbj≲-18.4) galaxies. We conclude that the brighter galaxies are represented almost equally well by King and NFW profiles, but that the distribution of the fainter galaxies clearly shows a core rather than a cusp. Finally, we compared the outer slope of the galaxy distributions in our clusters with results for model calculations for various choices of fluctuation spectrum and cosmological parameters. We conclude that the observed profile slope indicates a low value for Ω0. This is consistent with the direct estimate of Ω0 based on the M/L-ratios of the individual clusters.

Abstract Copyright: ∼

Journal keyword(s): galaxies: clusters: general - galaxies: kinematics and dynamics - cosmology: observations - cosmology: large-scale structure of the Universe

Simbad objects: 26

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Number of rows : 26
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 ACO 2721 ClG 00 05 57.0 -34 43 09           ~ 99 0
2 ACO 2799 ClG 00 37 28.1 -39 08 59           ~ 40 0
3 ACO 2871 ClG 01 08 04.1 -36 47 03           ~ 32 0
4 ACO 151 ClG 01 08 52.3 -15 25 01           ~ 199 1
5 ACO 2915 ClG 01 28 57.00 -29 00 41.4           ~ 18 0
6 ACO 2933 ClG 01 40 41.2 -54 33 26           ~ 28 0
7 ACO 295 ClG 02 02 27 -01 04.6           ~ 67 0
8 ACO 303 ClG 02 06 13 -03 18.7           ~ 16 0
9 ACO 3009 ClG 02 22 07 -48 34.4           ~ 18 0
10 ACO 380 ClG 02 45 19.44 -26 24 58.1           ~ 24 0
11 ACO 420 ClG 03 09 17 -11 31.6           ~ 25 0
12 ACO 3108 ClG 03 15 14 -47 38.0           ~ 18 0
13 ACO 3128 ClG 03 29 50.6 -52 34 48           ~ 183 3
14 ACO 3264 ClG 04 31 19.3 -49 17 38           ~ 15 0
15 ACO 514 ClG 04 48 18 -20 28.7           ~ 149 0
16 ACO 524 ClG 04 57.8 -19 43           ~ 25 0
17 ACO 543 ClG 05 30 36.1584 -22 27 33.665           ~ 34 0
18 ACO 3354 ClG 05 34 39 -28 30.1           ~ 22 0
19 ACO 3559 ClG 13 29 53.9 -29 31 29           ~ 74 0
20 ACO 2354 ClG 21 35 50 -14 54.6           ~ 17 0
21 ACO 2361 ClG 21 39 07 -14 19.4           ~ 35 0
22 ACO 3809 ClG 21 46 57.5 -43 54 06           ~ 99 0
23 ACO 3825 ClG 21 58 22.4 -60 23 39           ~ 66 0
24 ACO 2401 ClG 21 58 22.6 -20 06 13           ~ 71 0
25 ACO 3921 ClG 22 49 59.0 -64 25 48           ~ 165 1
26 ACO 2569 ClG 23 17 54 -12 51.6           ~ 31 0

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