Stormy Weather in Galaxy Clusters

Author:

Burns Jack O.1

Affiliation:

1. The author is at the Office of Research, 205 Jesse Hall, and Department of Physics and Astronomy, University of Missouri, Columbia, MO 65211, USA.

Abstract

Recent x-ray, optical, and radio observations coupled with particle and gas dynamics numerical simulations reveal an unexpectedly complex environment within clusters of galaxies, driven by ongoing accretion of matter from large-scale supercluster filaments. Mergers between clusters and continuous infall of dark matter and baryons from the cluster periphery produce long-lived “stormy weather” within the gaseous cluster atmosphere—shocks, turbulence, and winds of more than 1000 kilometers per second. This weather may be responsible for shaping a rich variety of extended radio sources, which in turn act as “barometers” and “anemometers” of cluster weather.

Publisher

American Association for the Advancement of Science (AAAS)

Subject

Multidisciplinary

Reference50 articles.

1. The difference between a group and a cluster of galaxies is not rigorously defined. The division is often based on the Abell catalog [Abell G. O., Corwin H. G., Olowin R. P., Astrophys. J. Suppl. 70, 1 (1989)]. Systems of galaxies with richness class <0 (that is, <30 member galaxies) are usually termed groups, whereas their richer counterparts are called clusters. As defined by Abell et al., richness is a measure of the number of galaxies within a radius of 2h 75 −1 Mpc of the cluster center (whereh 75 =H 0/75, andH 0 is the Hubble constant).

2. The density parameter Ω 0 is defined as ρ 0 /ρ c = 8π G ρ 0 /(3 H 0 2 ) where G is the gravitational constant H 0 is the Hubble constant at the present epoch (75 km s −1 Mpc −1 is assumed throughout this paper) ρ 0 is the true mass density of the universe and ρ c is the critical density (48). For ρ 0 > ρ c (Ω 0 > 1) the universe will collapse into a big crunch whereas for ρ 0 < ρ c (Ω 0 < 1) the universe will continue monotonic expansion.

3. The evolution of clusters is driven by mass accretion from large-scale structures. The accretion rate depends on Ω0because clusters must form earlier [that is, at larger redshifts or look-back times (5)] in a low density universe. Estimates of the density parameter from cluster properties can be found, for example, in D. Richstone, A. Loeb, E. L. Turner, Astrophys. J. 393, 477 (1992); A. Evrard, J. Mohr, D. Fabricant, M. Geller, Astrophys. J. Lett. 419, L9 (1993); N. A. Bahcall, X. Fan, R. Cen, ibid 485, L53 (1997); J. P. Henry, ibid. 489, L1 (1997); Evrard A. E., Mon. Not. R. Astron. Soc. 292, 289 (1997).

4. For Ω 0 = 1 (flat universe) the universal expansion rate declines exponentially but for Ω 0 < 1 the universe is open and will expand forever (48).

5. Look-back time, Δt, is defined as the time measured back from the present and is a nonlinear function of the redshift (z) [in (48), p. 313]. For Δt = 6 Gy (corresponding to z = 0.9 forH 0 = 75 km s−1 Mpc−1and Ω0 = 0.2), the fraction of blue galaxies is measured to be ∼80% of the observed galaxies in each cluster [K. Rakos, J. Schombert, Astrophys. J. 439, 47 (1995)]. This diminishes to ∼20% for Δt = 3 Gy (z = 0.4) and ∼4% at present [Butcher H., Oemler A., ibid 285, 426 (1984). . The trend is generally known as the Butcher-Oemler effect].

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