1991
DOI: 10.1093/mnras/251.2.293
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The effects of unresolved binary stars on the determination of the stellar mass function

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Cited by 134 publications
(134 citation statements)
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“…First, neither local peaks shown in Trapezium ( Hillenbrand 1997) nor dips seen in the field and open clusters (Kroupa et al 1990) are clearly exhibited in these JLFs regardless of the extinction limit. Second, a turnover as seen in the Scalo (1986) IMF of the stellar population in the solar neighborhood does not occur.…”
Section: Luminosity Functions Of the Three Groupsmentioning
confidence: 89%
See 1 more Smart Citation
“…First, neither local peaks shown in Trapezium ( Hillenbrand 1997) nor dips seen in the field and open clusters (Kroupa et al 1990) are clearly exhibited in these JLFs regardless of the extinction limit. Second, a turnover as seen in the Scalo (1986) IMF of the stellar population in the solar neighborhood does not occur.…”
Section: Luminosity Functions Of the Three Groupsmentioning
confidence: 89%
“…On the other hand, the number of low-mass stars and BDs will be underestimated depending on the binary proportion. A single-star LF ( MF) may be somewhat steeper than one in which unresolved binaries are not accounted for (Kroupa et al 1991;Kroupa 2001). If we assume all groups have the same binary fraction, these LFs can be compared without correction for binaries.…”
Section: Luminosity Functions Of the Three Groupsmentioning
confidence: 99%
“…We note that for the Milky Way IMF, current data cannot significantly differentiate between these two function forms (Kroupa et al 2013). The shape of the IMF is somewhat degenerate with the presence of unresolved binary stars (Kroupa et al 1991). We have therefore opted to fit both the IMF shape and the binary fraction simultaneously.…”
Section: Constructing the Model Imfsmentioning
confidence: 99%
“…We find that a large proportion of unresolved binary systems can explain the difference between photographically determined luminosity functions and the nearby luminosity function (Kroupa et al 1991, Kroupa 1992, as shown in Fig where m is the stellar mass in solar units, a « 1.2 and £(m)dm is the number of stars per pc 3 in the mass range m to m + dm. The hydrogen-burning limit is taken to be Q.Q%M®.…”
Section: B I N a R Y S T A R Smentioning
confidence: 57%