4.7 Article

Binary stars in the Galactic thick disc

期刊

出版社

OXFORD UNIV PRESS
DOI: 10.1093/mnras/stx2355

关键词

binaries: general; Galaxy: disc; Galaxy: stellar content

资金

  1. Science and Technology Facilities Council (STFC) [ST/L003910/1]
  2. Churchill College, Cambridge
  3. STFC [ST/M003892/1]
  4. STFC
  5. European Union Framework Programme 7 (FP7) programme through European Research Council (ERC) grant [320360]
  6. Spanish Ministry of Economy and Competitiveness (MINECO) [AYA-2014-58082-P, AYA2014-56359-P]
  7. STFC [ST/L003910/1, ST/L003910/2] Funding Source: UKRI
  8. Science and Technology Facilities Council [ST/N000927/1, ST/L003910/1, ST/L003910/2, ST/M003892/1] Funding Source: researchfish

向作者/读者索取更多资源

The combination of asteroseismologically measured masses with abundances from detailed analyses of stellar atmospheres challenges our fundamental knowledge of stars and our ability to model them. Ancient red-giant stars in the Galactic thick disc are proving to be most troublesome in this regard. They are older than 5Gyr, a lifetime corresponding to an initial stellar mass of about 1.2M(circle dot). So why do the masses of a sizeable fraction of thick-disc stars exceed 1.3M(circle dot), with some as massive as 2.3M(circle dot)? We answer this question by considering duplicity in the thick-disc stellar population using a binary population-nucleosynthesis model. We examine how mass transfer and merging affect the stellar mass distribution and surface abundances of carbon and nitrogen. We show that a few per cent of thick-disc stars can interact in binary star systems and become more massive than 1.3M(circle dot). Of these stars, most are single because they are merged binaries. Some stars more massive than 1.3M(circle dot) form in binaries by wind mass transfer. We compare our results to a sample of the APOKASC data set and find reasonable agreement except in the number of these thick-disc stars more massive than 1.3M(circle dot). This problem is resolved by the use of a logarithmically flat orbital-period distribution and a large binary fraction.

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