2011
DOI: 10.1063/1.3597593
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Simulating multiple stars in preparation for Gaia

Abstract: Abstract. The scientific preparation of the Gaia mission encompasses both the data reduction algorithms and the generation of simulated data which have to be as realistic as possible. In this respect, binaries and multiple stars are a mandatory component in the simulation of the Milky Way as they impact on the performance tests of the on-ground data processing. The ingredients for the simulation of multiple stars are described and the predictions are compared to observed data or outcomes from stellar multiplic… Show more

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Cited by 41 publications
(52 citation statements)
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“…For physical binaries, some tests were developed to estimate the change in their photometric indexes and in turn the error introduced when ignoring binarity. Their binarity ratio is debated, but according to Arenou (2010) 1) it can reach up to 80% for the more massive stars; and 2) the mass ratio between the stars has a probability peak around M 2 /M 1 = 0.6, with about 10% of cases with a mass ratio higher than M 2 /M 1 = 0.8.…”
Section: Appendix B: Binarity Effectmentioning
confidence: 99%
“…For physical binaries, some tests were developed to estimate the change in their photometric indexes and in turn the error introduced when ignoring binarity. Their binarity ratio is debated, but according to Arenou (2010) 1) it can reach up to 80% for the more massive stars; and 2) the mass ratio between the stars has a probability peak around M 2 /M 1 = 0.6, with about 10% of cases with a mass ratio higher than M 2 /M 1 = 0.8.…”
Section: Appendix B: Binarity Effectmentioning
confidence: 99%
“…Binaries are implemented by following the scheme proposed by Arenou (2011), which is applied in the Gaia simulator (Robin et al 2012a). The thorough explanation of the algorithm and the observational data, which were used to set the empirical relations adopted in this scheme, can be found in those articles.…”
Section: Binaritymentioning
confidence: 99%
“…This version of BGM does not take binary and multiple stars into account, but a new revision by Czekaj et al (2014) builds in binary populations as well, following the formalism of Arenou (2011). For the purpose of this simulation only single stars are generated, so for remote populations the luminosity functions represent more systems than single stars.…”
Section: The New Besançon Modelmentioning
confidence: 99%