2017
DOI: 10.1093/mnras/stx853
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Kinematical evolution of tidally limited star clusters: rotational properties

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Cited by 53 publications
(42 citation statements)
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“…1. In agreement with previous findings (e.g., see Einsel & Spurzem 1999;Ernst et al 2007;Hong et al 2013;Tiongco et al 2017), the overall rotation in the system decreases in magnitude over time, as determined by a general redistribution and loss of angular momentum in the system due to relaxation effects. As the system evolves, it gradually loses its intrinsic differential rotation and evolves towards a configuration dominated by an approximately solid-body rotation about the z-axis with angular speed equal to about 0.5Ω (models XZRLOC and XZRUNL take longer to converge to this value than the time shown in Fig.…”
Section: Resultssupporting
confidence: 93%
“…1. In agreement with previous findings (e.g., see Einsel & Spurzem 1999;Ernst et al 2007;Hong et al 2013;Tiongco et al 2017), the overall rotation in the system decreases in magnitude over time, as determined by a general redistribution and loss of angular momentum in the system due to relaxation effects. As the system evolves, it gradually loses its intrinsic differential rotation and evolves towards a configuration dominated by an approximately solid-body rotation about the z-axis with angular speed equal to about 0.5Ω (models XZRLOC and XZRUNL take longer to converge to this value than the time shown in Fig.…”
Section: Resultssupporting
confidence: 93%
“…The ratio of r max /r h is in agreement with both theoretical models (e.g. Tiongco et al 2017) and observations in other clusters (e.g. Bianchini et al 2018).…”
Section: Kinematicssupporting
confidence: 90%
“…After the rotational profiles of the two populations become indistinguishable, they share the same evolution towards smaller values of the rotational velocity, eventually converging towards a solid-body rotation, in agreement with what found in Tiongco et al (2016bTiongco et al ( , 2017. As shown in Tiongco et al (2016b), the combined effects due to the external tidal field and the preferential loss of prograde orbiting stars result in an internal rotation only partially synchronized with the external orbital rotation with an internal angular velocity ω 0.5Ω (see also Claydon et al 2017).…”
Section: Case Of the Rotation Axis Parallel To The Orbital Angular Vesupporting
confidence: 86%