2017
DOI: 10.1093/mnras/stx3034
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Dynamical equivalence, the origin of the Galactic field stellar and binary population, and the initial radius–mass relation of embedded clusters

Abstract: In order to allow a better understanding of the origin of Galactic field populations, dynamical equivalence of stellar-dynamical systems has been postulated by Kroupa and Belloni et al. to allow mapping of solutions of the initial conditions of embedded clusters such that they yield, after a period of dynamical processing, the Galactic field population. Dynamically equivalent systems are defined to initially and finally have the same distribution functions of periods, mass ratios and eccentricities of binary s… Show more

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Cited by 22 publications
(15 citation statements)
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References 55 publications
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“…The Kroupa IBP has successfully explained the observational features of young clusters, stellar associations, and even binaries in old GCs (e.g. Kroupa 2011;Marks & Kroupa 2012;Leigh et al 2015;Belloni et al 2017cBelloni et al , 2018a, and references therein), and our results provide an additional support to this IBP.…”
Section: Discussionsupporting
confidence: 80%
“…The Kroupa IBP has successfully explained the observational features of young clusters, stellar associations, and even binaries in old GCs (e.g. Kroupa 2011;Marks & Kroupa 2012;Leigh et al 2015;Belloni et al 2017cBelloni et al , 2018a, and references therein), and our results provide an additional support to this IBP.…”
Section: Discussionsupporting
confidence: 80%
“…Moreover, within the framework of this initial binary population, the radius-mass relation inferred by Marks & Kroupa (2012 [167]) are in good agreement with the observed density of molecular cloud clumps, star-forming regions and GCs, and provide dynamical evolutionary time-scales for embedded clusters consistent with the life-time of ultra-compact H II regions and the time-scale needed for gas expulsion to be active in observed very young clusters, as based on their dynamical modelling (e.g. Belloni et al 2018a [160], and references therein).…”
Section: Simulations By Belloni Et Al (2019)supporting
confidence: 85%
“…In both cases, the initial mass function is now always preserved, applying a similar procedure as described in section 6.3 of Belloni et al (2017c [40], see also Oh, Kroupa & Pflamm-Altenburg 2015 [158] and Oh & Kroupa 2016 [159]). In addition, the Kroupa initial binary population was substantially improved (Belloni et al 2017c [40], 2018a [160]) in order to, not only solve the problem with respect to GC MS-MS binary distributions, but also provide a good agreement with respect to Galactic-field late-type MS binaries.…”
Section: Simulations By Belloni Et Al (2019)mentioning
confidence: 99%
“…But the IMF can be deduced from observations as a mathematical hilfskonstrukt (Kroupa and Jerabkova, 2018), to allow calculations and modelling of stellar populations. But in order to do so statistical corrections are necessary to account for the time evolving binary population in the embedded and exposed cluster (Belloni et al, 2017(Belloni et al, , 2018, loss of stars through ejections Oh et al, 2015;Oh and Kroupa, 2016), mergers and gas expulsion, as well as the corrections for the changes in stellar mass through stellar and binary evolution (Sana et al, 2012;Schneider et al, 2015) and energyequipartition-driven stellar-dynamical evolution (Baumgardt and Makino, 2003;Baumgardt et al, 2008).…”
Section: Can the Imf Be Measured?mentioning
confidence: 99%
“…Nevertheless, by dynamical equivalence, any two dynamical structures (e.g. the Plummer model and a filament) lead to comparable dynamical processing of the stars formed within them if the two structures are dynamically equivalent (Kroupa, 1995a;Belloni et al, 2018). By conservation of angular momentum, stars need to form in multiple systems, whereby most form as binaries (Goodwin and Kroupa, 2005) with well defined orbital parameter distributions and internal (eigen) evolutionary processes (Kroupa, 1995b;Belloni et al, 2017).…”
Section: Does the Imf Vary?mentioning
confidence: 99%