2009
DOI: 10.1111/j.1365-2966.2009.14764.x
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The formation and survival of discs in a ΛCDM universe

Abstract: We study the formation of galaxies in a Λ cold dark matter (ΛCDM) universe using high‐resolution hydrodynamical simulations with a multiphase treatment of gas, cooling and feedback, focusing on the formation of discs. Our simulations follow eight isolated haloes similar in mass to the Milky Way and extracted from a large cosmological simulation without restriction on spin parameter or merger history. This allows us to investigate how the final properties of the simulated galaxies correlate with the formation h… Show more

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Cited by 294 publications
(500 citation statements)
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“…In fact, throughout this paper κrot will represent a whole class of kinematic morphological parameters, most of which are based on the distribution of the 'orbital circularity' parameter . This parameter is usually defined as = jz/j(E), where j(E) is the maximum specific angular momentum possible for a star with specific binding energy E (Abadi et al 2003), or as V = jz/rvc(r), where vc(r) = GM (< r)/r is the circular velocity at the distance r (Scannapieco et al 2009(Scannapieco et al , 2012. Some examples of such circularity-based morphological parameters include the discto-total ratio, defined as the fraction of stars with sufficiently circular orbits, typically D/T = f ( > 0.7) ≈ f ( V > 0.8) (Aumer et al 2013;Marinacci, Pakmor & Springel 2014), or the bulge-tototal fraction, usually defined as B/T = 2 × f ( < 0) (but see Martig et al 2012;Zavala et al 2016, for an improved B/T measurement).…”
Section: The Amount Of Rotational Supportmentioning
confidence: 99%
“…In fact, throughout this paper κrot will represent a whole class of kinematic morphological parameters, most of which are based on the distribution of the 'orbital circularity' parameter . This parameter is usually defined as = jz/j(E), where j(E) is the maximum specific angular momentum possible for a star with specific binding energy E (Abadi et al 2003), or as V = jz/rvc(r), where vc(r) = GM (< r)/r is the circular velocity at the distance r (Scannapieco et al 2009(Scannapieco et al , 2012. Some examples of such circularity-based morphological parameters include the discto-total ratio, defined as the fraction of stars with sufficiently circular orbits, typically D/T = f ( > 0.7) ≈ f ( V > 0.8) (Aumer et al 2013;Marinacci, Pakmor & Springel 2014), or the bulge-tototal fraction, usually defined as B/T = 2 × f ( < 0) (but see Martig et al 2012;Zavala et al 2016, for an improved B/T measurement).…”
Section: The Amount Of Rotational Supportmentioning
confidence: 99%
“…In particular, the results discussed here correspond to the simulations presented in Scannapieco et al (2009) and extensively described in Scannapieco et al (2009Scannapieco et al ( , 2010Scannapieco et al ( , 2011. Additional papers describe the effects of baryons on the dark matter distributions (Tissera et al 2010) and the chemical patterns of simulated galaxies (Tissera, White & Scannapieco 2012).…”
Section: Methodsologymentioning
confidence: 99%
“…For more details on the simulation code, we refer the reader to Scannapieco et al (2005Scannapieco et al ( , 2006. The code has been already applied to the study of Milky Way-mass galaxies (Scannapieco et al 2008(Scannapieco et al , 2009, as discussed in this paper, and to the study of dwarf galaxies (Sawala et al 2010(Sawala et al , 2011.…”
Section: The Simulation Codementioning
confidence: 99%
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