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Persistence of Plummer-Distributed Small Globular Clusters as a Function of Primordial-Binary Population Size

机译:Plummer分布的小球簇作为原始二元种群尺寸的函数

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Globular stellar clusters are relatively common. All globular clusters that have been observed are relatively large (~10~4 - 10~6 stars). In the absence of other influences, many if not all globular clusters continually lose mass as stars escape their gravitational hold. It has been hypothesized that the presence of primordial binaries helps to increase the persistence of small (~1000-star) globular clusters. Here I use N-body gravitational simulation of isotropic, Plummer-distributed, small globular clusters, with stellar evolution, to assess the persistence of such clusters as a function of initial populations of 100-500 primordial binaries (representing 0.1 - 0.5 of the initial cluster mass). The simulation predicts that in such clusters (a) star-loss is roughly linear in time up to ~300 Myr after t_0, (b) cluster persistence is, more or less, an increasing function of the fraction of primordial binaries at t_0, when such binaries account for 0.1-0.5 of the initial cluster mass.
机译:球状恒星簇相对普遍。已经观察到的所有球簇簇相对较大(〜10〜4-10〜6星)。在没有其他影响的情况下,许多如果不是全球簇都不持续失去群众,因为星星逃避他们的引力持有。已经假设原始二进制文件的存在有助于增加小(〜1000颗星星)球状簇的持续性。在这里,我使用各向同性,血压分布的小球囊的N-obbang重力模拟,具有恒星演化,以评估这种簇的持续存在,作为100-500原始二进制二进制文件的初始群体的函数(代表初始的0.1-0.5集群质量。模拟预测,在这种簇(a)星形损失在T_0,(b)群集持久性之后大致线性,大致线性,(b)群集持续性,或多或少地,在T_0时的原始二进制文件的分数越来越多的函数。这些二进制文件占初始簇质量的0.1-0.5。

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