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The bound fraction of young star clusters

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TLDR
In this paper, the authors investigate the bound fraction after gas expulsion as a function of initial cluster mass in stars and gauge the influence of primordial mass segregation, stellar evolution and the tidal field at the solar distance.
Abstract
The residual gas within newly formed star clusters is expelled through stellar feedback on timescales ~ 1 Myr. The subsequent expansion of the cluster results in an unbinding of a fraction of stars before the remaining cluster members can re-virialize and form a surviving cluster. We investigate the bound fraction after gas expulsion as a function of initial cluster mass in stars and gauge the influence of primordial mass segregation, stellar evolution and the tidal field at the solar distance. We also assess the impact of the star-formation efficiency and gas expulsion velocity. We perform N-body simulations using Sverre Aarseth's NBODY7 code, starting with compact clusters in their embedded phase and approximate the gas expulsion by means of an exponentially depleting external gravitational field. We follow the process of re-virialization through detailed monitoring of different Lagrange radii over several Myr, examining initial half-mass radii of 0.1 pc, 0.3 pc and 0.5 pc and initial masses usually ranging from $5\times10^3 M_\odot$ to $5\times10^4 M_\odot$. The adopted star-formation efficiency of 0.33 in the cluster volume results in a distinct sensitivity to the gas expulsion velocity over a wide mass range, while a variation of the star-formation efficiency can make the cluster robust to the rapidly decreasing external potential. We confirm that primordial mass segregation leads to a smaller bound fraction, its influence possibly decreasing with mass. Stellar evolution has a higher impact on lower mass clusters, but heating through dynamical friction could expand the cluster to a similar extent. The examined clusters expand well within their tidal radii and would survive gas expulsion even in a strong tidal field.

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Kinematics in Young Star Clusters and Associations with Gaia DR2

TL;DR: In this paper, the internal kinematics of young star clusters at sub-km/s level were studied, with implications for understanding how star clusters form and evolve, and they used a sample of 28 star clusters and associations with ages from 1-5 Myr.
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The impact of the metallicity and star formation rate on the time-dependent galaxy-wide stellar initial mass function

TL;DR: In this paper, the authors used the IMF determined in resolved star clusters and applied the IGIMF-theory to calculate a grid of gwIMF models for metallicities, which is a common condition in the early Universe.
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Star cluster formation in cosmological simulations - III. Dynamical and chemical evolution

TL;DR: In this article, the authors investigated how dissolution of bound star clusters affects the shape of the cluster mass function and the metallicity distribution of surviving clusters and developed a new algorithm for modeling the formation of star clusters in galaxy formation simulations.
References
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Journal ArticleDOI

Embedded Clusters in Molecular Clouds

TL;DR: The first extensive catalog of galactic embedded clusters is compiled, finding that the embedded cluster birthrate exceeds that of visible open clusters by an order of magnitude or more indicating a high infant mortality rate for protocluster systems.
Journal ArticleDOI

Evolution of binary stars and the effect of tides on binary populations

TL;DR: In this paper, a rapid binary-evolution algorithm was proposed to model the formation and evolution of binary systems, including all aspects of single-star evolution, features such as mass transfer, mass accretion, common envelope evolution, collisions, supernova kicks and angular momentum loss mechanisms.
Journal ArticleDOI

Comprehensive analytic formulae for stellar evolution as a function of mass and metallicity

TL;DR: In this article, the authors present analytic formulae that approximate the evolution of stars for a wide range of mass M and metallicity Z, including all phases from the zero-age main sequence up to, and including, the remnant stages.
Book

Gravitational N-Body Simulations

TL;DR: The N-body problem has been studied in a wide range of applications, e.g., prediction-corrector methods, neighbor treatments, tree codes, chain procedures, and chain procedures with GRAPE as mentioned in this paper.
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