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arxiv: astro-ph/0608069 · v1 · pith:R6M4EZT5new · submitted 2006-08-03 · 🌌 astro-ph

Dynamical Evolution of Globular Clusters in Hierarchical Cosmology

classification 🌌 astro-ph
keywords clustersevolutionformationglobularmodelgalaxiesgalaxymass
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We test the hypothesis that metal-poor globular clusters form within disk galaxies at redshifts z>3. Numerical simulations demonstrate that giant gas clouds, which are cold and dense enough to produce massive star clusters, assemble naturally in hierarchical models of galaxy formation at high redshift. Do model clusters evolve into observed globular clusters or are they disrupted before present as a result of the dynamical evolution? To address this question, we calculate the orbits of model clusters in the time-variable gravitational potential of a Milky Way-sized galaxy, using the outputs of a cosmological N-body simulation. We find that at present the orbits are isotropic in the inner 50 kpc of the Galaxy and preferentially radial at larger distances. All clusters located outside 10 kpc from the center formed in satellite galaxies, some of which are now tidally disrupted and some of which survive as dwarf galaxies. The spatial distribution of model clusters is spheroidal and the fit to the density profile has a power-law slope of 2.7. The combination of two-body relaxation, tidal shocks, and stellar evolution drives the evolution of the cluster mass function from an initial power law to a peaked distribution, in agreement with observations. However, not all initial conditions and not all evolution scenarios are consistent with the observed mass function of the Galactic globular clusters. The successful models require the average cluster density to be constant initially for clusters of all mass and to remain constant with time. Synchronous formation of all clusters at a single epoch (z=4) and continuous formation over a span of 1.6 Gyr (between z=9 and z=3) are both consistent with the data. For both formation scenarios, we provide online catalogs of the main physical properties of model clusters.

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Cited by 2 Pith papers

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