2008
DOI: 10.1086/521026
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Compact Object Modeling with the StarTrack Population Synthesis Code

Abstract: We present a comprehensive description of the population synthesis code StarTrack. The original code has been significantly modified and updated. Special emphasis is placed here on processes leading to the formation and further evolution of compact objects (white dwarfs, neutron stars, and black holes). Both single and binary star populations are considered. The code now incorporates detailed calculations of all mass transfer phases, a full implementation of orbital evolution due to tides, as well as the most … Show more

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Cited by 773 publications
(1,125 citation statements)
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References 156 publications
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“…We evolve a Galactic population of massive binaries using StarTrack stellar population synthesis code (Belczyński et al 2008). We adopt solar metallicity (Z = 0.02) for the 330 J. Zió lkowski & K. Belczyński Galactic population and low metallicity (Z = 0.008) for the Magellanic Clouds.…”
Section: Stellar Population Synthesis (Sps) Calculationsmentioning
confidence: 99%
“…We evolve a Galactic population of massive binaries using StarTrack stellar population synthesis code (Belczyński et al 2008). We adopt solar metallicity (Z = 0.02) for the 330 J. Zió lkowski & K. Belczyński Galactic population and low metallicity (Z = 0.008) for the Magellanic Clouds.…”
Section: Stellar Population Synthesis (Sps) Calculationsmentioning
confidence: 99%
“…Important to all of these investigations is the realization that massive black hole formation is suppressed in stellar populations with higher metallicites (Spera et al, 2015;Belczynski et al, 2008). For example, according to the calculations of Spera et al (2015), a star of mass M 90M will be required to produce a remnant of mass m bh = 30M if its metallicity is Z/Z = −0.5.…”
Section: Introductionmentioning
confidence: 99%
“…This simple scenario leads to an energy balance equation of CE evolution, of which the uncertainties are encapsulated into two parameters, the CE efficiency parameter, α CE , and the stellar structure parameter, λ, related to the binding energy of the CE. Much uncertainty surrounds the evaluation of α CE (Tutukov & Yungelson 1996;Kiel & Hurley 2006), however, typically α CE = 1 (Willems & Kolb 2002;Pfahl et al 2003;Voss & Tauris 2003;Kiel & Hurley 2006), α CE λ = 1 (Belczynski et al 2002;Nelemans & Tout 2005;Pfahl, Podsiadlowski & Rappaport 2005;Belczynski et al 2008) or α CE = 3 (Kiel & Hurley 2006;Kiel et al 2008;Kiel, Hurley & Bailes 2010;Hurley et al 2010).…”
Section: Population Synthesis Methodsmentioning
confidence: 99%