论文标题
银河核中恒星盘的数值研究
A numerical study of stellar discs in galactic nuclei
论文作者
论文摘要
我们通过直接$ n $ body模拟在超级质量黑洞(SMBH)附近探索恒星光盘的动态。我们表明,一个孤立的核恒星圆盘表现出各向异性质量隔离,这意味着与光星相比,巨大的恒星定居于低轨道倾斜和更多的圆形轨道。但是,在将恒星圆盘嵌入更大的各向同性恒星簇中的系统中,各向异性质量分离往往会被抑制。在这两种情况下,最初的恒星盘都变得更厚,尤其是在球形分量中波动的各向异性上的内部部分。我们发现矢量谐振放松在圆盘中被节点分解在光盘中淬灭,但这仍然是围绕质量$ 10^6m_ \ odot $及更高的SMBH的最有效的放松过程。在矮星系中发现的较少的SMBH可能会占主导地位。嵌入在各向同性的恒星簇中的恒星盘最终倾向于在局部两体弛豫时间尺度上成为各向同性。我们的模拟表明,银河系中心的年轻恒星的动力学主要是由矢量谐振放松驱动的,从而导致轨道倾斜的散射与距SMBH的距离之间存在反相关。如果$ s $标明是在不到10个Myr之前的光盘中形成的,则它们可能与恒星质量黑洞或中间质量黑洞共存,质量高达$ 1000m_ \ odot $,以复制观察到的Angular Momenta的散布。
We explore the dynamics of stellar discs in the close vicinity of a supermassive black hole (SMBH) by means of direct $N$-body simulations. We show that an isolated nuclear stellar disc exhibits anisotropic mass segregation meaning that massive stars settle to lower orbital inclinations and more circular orbits than the light stars. However, in systems in which the stellar disc is embedded in a much more massive isotropic stellar cluster, anisotropic mass segregation tends to be suppressed. In both cases, an initially thin stellar disc becomes thicker, especially in the inner parts due to the fluctuating anisotropy in the spherical component. We find that vector resonant relaxation is quenched in the disc by nodal precession, but it is still the most efficient relaxation process around SMBHs of mass $10^6M_\odot$ and above. Two body relaxation may dominate for less massive SMBHs found in dwarf galaxies. Stellar discs embedded in massive isotropic stellar clusters ultimately tend to become isotropic on the local two-body relaxation time-scale. Our simulations show that the dynamics of young stars at the centre of the Milky Way is mostly driven by vector resonant relaxation leading to an anticorrelation between the scatter of orbital inclinations and distance from the SMBH. If the $S$-stars formed in a disc less than 10 Myr ago, they may coexist with a cusp of stellar mass black holes or an intermediate mass black hole with mass up to $1000M_\odot$ to reproduce the observed scatter of angular momenta.