The multiplicity of massive stars

被引:178
|
作者
Sana, Hugues [1 ]
Evans, Christopher J. [2 ]
机构
[1] Univ Amsterdam, Sterrenkundig Inst Anton Pannekoek, Postbus 94249, NL-1090 GE Amsterdam, Netherlands
[2] Royal Observ Edinburgh, UK Astron Technol Ctr, Edinburgh EH9 3HJ, Midlothian, Scotland
关键词
binaries (including multiple): close; binaries: general; binaries: spectroscopic; binaries: visual; stars: early-type; open clusters and associations: individual (Col 228; IC1; 805; IC; 1848; 2944; NGC; 330; 346; 2004; 2244; 6231; 6611; N; 11; Tr; 14; 16; West; 1; 30; Dor); OPEN CLUSTER NGC-6231; YOUNG OPEN CLUSTERS; O-TYPE STARS; BINARY STARS; TRUMPLER; 14; SYSTEMS; NEBULA; ASSOCIATION; POPULATION; FREQUENCY;
D O I
10.1017/S1743921311011124
中图分类号
P1 [天文学];
学科分类号
0704 ;
摘要
Binaries are excellent astrophysical laboratories that provide us with direct measurements of fundamental stellar parameters. Compared to single isolated stars, multiplicity induces new processes, offering the opportunity to confront our understanding of a broad range of physics under the extreme conditions found in, and close to, astrophysical objects. In this contribution, we will discuss the parameter space occupied by massive binaries, and the observational means to investigate it. We will review the multiplicity fraction of OB stars within each regime, and in different astrophysical environments. In particular we will compare the O star spectroscopic binary fraction in nearby open clusters and we will show that the current data are adequately described by an homogeneous fraction of f approximate to 0.44. We will also summarize our current understanding of the observed parameter distributions of O + OB spectroscopic binaries. We will show that the period distribution is overabundant in short period binaries and that it can be described by a bi-modal Opik law with a break point around P approximate to 10 d. The distribution of the mass-ratios shows no indication for a twin population of equal mass binaries and seems rather uniform in the range 0.2 <= q = M-2/M-1 <= 1.0.
引用
收藏
页码:474 / +
页数:2
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