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Astron. Astrophys. 328, 5-11 (1997) 1. IntroductionThe abundance and nature of dark matter in the halo of our Galaxy is rapidly making the transition from theoretical hypothesis to observational science. This has been facilitated by the deep surveys that are now achievable with instruments such as the Hubble Space Telescope (HST) and by several gravitational microlensing searches that are currently in progress. The 2nd-year results from the MACHO microlensing experiment (Alcock
et al. 1997) towards the Large Magellanic Cloud (LMC), a direction
which is sensitive to lenses residing in the dark halo, indicate that
a substantial fraction of the halo ( However, both of these candidates appear unattractive when other observational and theoretical results are taken into consideration. The number density, age and mass function of white dwarfs in the Galaxy is strongly constrained by number counts of high-velocity dwarfs in the Solar neighbourhood, and by their helium production (Carr et al. 1984; Ryu et al. 1990; Adams & Laughlin 1996; Chabrier et al. 1996; Graff et al. 1997). In particular, Chabrier et al. (1996) find that a halo fraction compatible with MACHO results requires that white dwarfs be older than 18 Gyr, though more recently Graff et al. (1997) have argued for a lower limit closer to 15.5 Gyr based upon reasonable white-dwarf model assumptions and a halo fraction of 30%. The situation for low-mass stars appears at least as pessimistic with recent HST results indicating that a smoothly distributed population of low-mass stars can contribute no more than a few percent to the halo dark matter density, regardless of stellar metallicity (Bahcall et al. 1994; Graff & Freese 1996; Flynn et al. 1996; Kerins 1997). It has been suggested (Kerins 1997, hereafter Paper I) that
if low-mass stars are clumped into globular-cluster configurations
then HST limits can be considerably weakened, since this introduces
large fluctuations in number counts and also may prevent a significant
fraction of sources within the cores of clusters from being resolved.
Motivation for the cluster scenario comes from the predictions of some
baryonic dark matter formation theories, which are discussed in
Paper I. However, such clusters are required to have masses and
radii consistent with existing dynamical constraints on clusters and
other massive objects residing in the halo. In Paper I it was
shown that agreement between HST counts, dynamical limits and the
central value for the halo fraction inferred by MACHO (40% for the
halo model assumed) is possible if clusters have a mass around
In this paper the model dependency of such conclusions is investigated using the same set of reference halo models employed in the MACHO collaboration's analysis of its results. One of these models is similar, though not identical, to the model investigated in Paper I, whilst the other models are constructed from the self-consistent set of `power-law' halo models presented by Evans (1994). All models are normalised to be consistent with observational constraints on the Galactic rotation curve and local column surface density. New data from the Hubble Deep Field (Flynn et al. 1996) and Groth Strip (Gould et al. 1997) are also incorporated, as well as two other new fields analysed by Gould et al., extending the analysis from 20 HST fields in Paper I to 51 in this study. ![]() ![]() ![]() ![]() © European Southern Observatory (ESO) 1997 Online publication: March 24, 1998 ![]() |