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A method for determining the radius of an open cluster from stellar proper motions

机译:一种从恒星确定疏散星团半径的方法   适当的动作

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摘要

We propose a method for calculating the radius of an open cluster in anobjective way from an astrometric catalogue containing, at least, positions andproper motions. It uses the minimum spanning tree (hereinafter MST) in theproper motion space to discriminate cluster stars from field stars and itquantifies the strength of the cluster-field separation by means of astatistical parameter defined for the first time in this paper. This is donefor a range of different sampling radii from where the cluster radius isobtained as the size at which the best cluster-field separation is achieved.The novelty of this strategy is that the cluster radius is obtainedindependently of how its stars are spatially distributed. We test thereliability and robustness of the method with both simulated and real data froma well-studied open cluster (NGC 188), and apply it to UCAC4 data for fiveother open clusters with different catalogued radius values. NGC 188, NGC 1647,NGC 6603 and Ruprecht 155 yielded unambiguous radius values of 15.2+/-1.8,29.4+/-3.4, 4.2+/-1.7 and 7.0+/-0.3 arcmin, respectively. ASCC 19 and Collinder471 showed more than one possible solution but it is not possible to knowwhether this is due to the involved uncertainties or to the presence of complexpatterns in their proper motion distributions, something that could be inherentto the physical object or due to the way in which the catalogue was sampled.
机译:我们提出了一种用于从至少包含位置和适当运动的天文目录中客观地计算开放星团半径的方法。它使用适当运动空间中的最小生成树(以下简称MST)来区分星团星和场星,并通过首次定义的统计参数量化星团场分离的强度。这是针对一系列不同的采样半径而完成的,从该半径获得簇半径作为实现最佳簇场分离的大小。该策略的新颖之处在于,获得簇半径的方式与它的恒星在空间上的分布方式无关。我们使用来自经过充分研究的开放聚类(NGC 188)的模拟数据和真实数据测试该方法的可靠性和鲁棒性,并将其应用于具有不同分类半径值的其他五个开放聚类的UCAC4数据。 NGC 188,NGC 1647,NGC 6603和Ruprecht 155产生的明确半径值分别为15.2 +/- 1.8、29.4 +/- 3.4、4.2 +/- 1.7和7.0 +/- 0.3 arcmin。 ASCC 19和Collinder471显示了不止一种解决方案,但不可能知道这是由于不确定性所致还是由于其正确运动分布中存在复杂模式而引起的,这可能是物理对象固有的,也可能是由于该目录是抽样的。

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