2000
DOI: 10.1146/annurev.astro.38.1.113
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Common Envelope Evolution of Massive Binary Stars

Abstract: ▪ Abstract  The common envelope phase of binary star evolution plays an essential role in the formation of short period systems containing a compact object. In this process, significant mass and angular momentum are lost, transforming a wide progenitor system into a close remnant binary. The pathways leading to this phase and the outcomes are described. Emphasis is placed on the conditions that are required for survival of the binary according to the results of three-dimensional hydrodynamics calculations. The… Show more

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Cited by 283 publications
(249 citation statements)
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References 133 publications
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“…Chaty and Rahoui (2012) estimated the size of the infrared emitting disk to ∼ 70 R * . If the compact object orbits in the external regions of that disk, the system may end up in a BH/NS binary (Taam and Sandquist, 2000).…”
Section: Igr J16318-4848mentioning
confidence: 99%
“…Chaty and Rahoui (2012) estimated the size of the infrared emitting disk to ∼ 70 R * . If the compact object orbits in the external regions of that disk, the system may end up in a BH/NS binary (Taam and Sandquist, 2000).…”
Section: Igr J16318-4848mentioning
confidence: 99%
“…Due to the close-to-spherical orbits, the system NN Ser provides a particularly strong case against a purely orbital change of pre-existing planets, while an eccentricity of 20% as in HU Aqr is potentially still compatible with semi-adiabatic orbital expansion (Portegies Zwart 2013). The CE model originally put forward by Paczynski (1976) is the central ingredient for the formation of many close binary systems, as discussed for instance by Meyer & MeyerHofmeister (1979), Iben & Livio (1993), Taam & Sandquist (2000), Webbink (2008) and Taam & Ricker (2010). A CE is defined as a structure where two stars share the envelope.…”
Section: Introductionmentioning
confidence: 99%
“…Detailed treatment of the CE process with hydrodynamic models has been attempted (Bodenheimer & Taam 1984;Taam & Sandquist 2000;Ricker & Taam 2008;Podsiadlowski et al 2010), but has yet to produce a cohesive physical understanding of the entire process. Podiadlowski et al (2010) present an intriguing scenario which shows the simplicity of the α-formalism (Nelmans & Tout 2005).…”
Section: Population Synthesis Methodsmentioning
confidence: 99%