Instrumentation and Research Programmes for Small Telescopes 1986
DOI: 10.1007/978-94-010-9433-7_53
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The Structure of Globular Clusters

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Cited by 15 publications
(13 citation statements)
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“…Besides the different definitions, all these normalisations account for the different cluster richness (i.e, total luminosity or mass). However, as discussed in [23], particular caution is needed when looking for correlations among BSS specific frequencies and cluster structural parameters, since the concentration parameter and central density are intrinsically related to the cluster luminosity (see, e.g., [18]); hence spurious correlations can emerge simply because of the BSS "normalisation".…”
Section: Bss Specific Frequency and Primordial Binary Fractionmentioning
confidence: 99%
“…Besides the different definitions, all these normalisations account for the different cluster richness (i.e, total luminosity or mass). However, as discussed in [23], particular caution is needed when looking for correlations among BSS specific frequencies and cluster structural parameters, since the concentration parameter and central density are intrinsically related to the cluster luminosity (see, e.g., [18]); hence spurious correlations can emerge simply because of the BSS "normalisation".…”
Section: Bss Specific Frequency and Primordial Binary Fractionmentioning
confidence: 99%
“…However, other clues complicate the picture. For example, the unusually high ellipticity of ω Cen, which has been demonstrated to be sustained by rotation (Merritt & Tremblay 1994), is compatible with the flattened shapes resulting from the merger of two globular clusters (Makino, Akiyama & Sugimoto 1991), and anyway the long relaxation time (Djorgovski 1993; Merritt, Meylan & Mayor 1997) grants that ω Centauri is not completely relaxed dynamically. Moreover, Norris et al (1997) showed that only stars with [Fe/H]≤−1.2 in ω Cen do rotate, while the more metal‐rich components show no evident sign of rotation.…”
Section: Introductionmentioning
confidence: 97%
“…Because star clusters are collisionsdominated systems, we have a relatively advanced understanding of the distribution of their stars in phase space from theory and numerical simulations, and the choice of distribution function-based models is justified. The most popular model of this kind is the King (1966) model which proved to be quite effective in reproducing the surface brightness profiles of many GCs, open clusters and dwarf galaxies (Djorgovski 1993;McLaughlin & van der Marel 2005;CarballoBello et al 2012;Miocchi et al 2013). A generalization of this model accounting for radial anisotropy and a degree of equipartition among an arbitrary number of mass components has been provided by Gunn & Griffin (1979;see also Da Costa & Freeman 1976;Merritt 1981).…”
Section: Introductionmentioning
confidence: 99%