2003
DOI: 10.1086/378316
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Simulations of Galaxy Formation in a Λ Cold Dark Matter Universe. II. The Fine Structure of Simulated Galactic Disks

Abstract: We present a detailed analysis of the dynamical properties of a simulated disk galaxy assembled hierarchically in the ΛCDM cosmogony. At z = 0, two distinct dynamical components are easily identified solely on the basis of the orbital parameters of stars in the galaxy: a slowly rotating, centrally concentrated spheroid and a disk-like component largely supported by rotation. These components are also clearly recognized in the surface brightness profile of the galaxy, which can be very well approximated by the … Show more

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Cited by 639 publications
(793 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%
“…They could also have been created through accretion of galaxy satellites (Abadi et al 2003;Meza et al 2005), where thick disc stars then have an extragalactic origin.…”
Section: The Galactic Thick Discmentioning
confidence: 99%
“…Snyder et al 2015) or quantifying the rotational support based on stellar motions (e.g. Abadi et al 2003;Sales et al 2012;Dubois et al 2016;Rodriguez-Gomez et al 2017). Although the results of these methods correlate, the scatter is large and photometric decompositions tend to result in lower bulge-to-disc ratios (e.g.…”
Section: Introductionmentioning
confidence: 99%