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3. Radial extension

Setteducati & Weaver (1962) estimated the angular diameter of Be 18 at 20 arcmin. The cluster is located relatively close to the plane of the Milky Way and therefore its field is strongly contaminated by the background/foreground stars. To study the radial extension and richness of Be 18 we use data obtained with the 0.9-m telescope. In Fig. 4 (click here) we show the observed luminosity function for stars with the available V-band photometry. This figure shows that our photometry becomes significantly incomplete for V>21.0. On the other hand, the upper main-sequence of the cluster terminates at tex2html_wrap_inline1031 (see Figs. 1-3). Consequently, we limited our attention to stars with 18.0<V<21.0 while studying the radial extend of Be 18. The cluster center was determined at tex2html_wrap_inline1035, where rectangular coordinates are given in pixels (as we describe in Appendix A all photometric data used in this paper are available in electronic form from editors of A&A). The average stellar density was calculated in successive 47.6 arcsec (70 pixels) wide annuli around the cluster center. Figure 5 (click here) shows the stellar surface density as a function of distance from the cluster center. The density profile flattens at radius tex2html_wrap_inline1037 arcsec. Adopting r=809 arcsec for the cluster radius we derived tex2html_wrap_inline1041 stars/arcsectex2html_wrap_inline1043 for the average surface density of the field stars. Adopting the above listed parameters we may estimate that about 4060 stars with 18.0<V<21.0 populate an upper main-sequence of the cluster. This estimate is in fact just a conservative lower limit. First of all we made no correction for the incompleteness of the photometry. Moreover, open clusters often possess extended coronas harboring a significant fraction of their member stars. Considering the number of upper-main sequence stars possessed by Be 18 we may conclude that it is one of the richest objects, if not the richest, in the whole sample of know old open clusters.


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