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Star clusters, self-interacting dark matter halos, and black hole cusps: The fluid conduction model and its extension to general relativity

机译:星簇,自相互作用的暗物质晕,黑洞尖瓣:流体传导模型及其扩展到一般相对性

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We adopt the fluid conduction approximation to study the evolution of spherical star clusters and selfinteracting dark matter (SIDM) halos. We also explore the formation and dynamical impact of density cusps that arise in both systems due to the presence of a massive, central black hole. The large N-body, selfgravitating systems we treat are "weakly collisional": the mean free time between star or SIDM particle collisions is much longer than their characteristic crossing (dynamical) time scale, but shorter than the system lifetime. The fluid conduction model reliably tracks the "gravothermal catastrophe" in star clusters and SIDM halos without black holes. For a star cluster with a massive, central black hole, this approximation reproduces the familiar Bahcall-Wolf quasistatic density cusp for the stars bound to the black hole and shows how the cusp halts the "gravothermal catastrophe" and causes the cluster to reexpand. An SIDM halo with an initial black hole central density spike that matches onto to an exterior NFW profile relaxes to a core-halo structure with a central density cusp determined by the velocity dependence of the SIDM interaction cross section. The success and relative simplicity of the fluid conduction approach in evolving such "weakly collisional," quasiequilibrium Newtonian systems motivates its extension to relativistic systems. We present a general relativistic extension here.
机译:我们采用导流近似球形研究星团和selfinteracting暗物质(SIDM)光晕的演变。我们还探索的形成和在两个系统中,由于大规模的,中心黑洞的存在中出现的密度尖的动力学的影响。大N体,selfgravitating我们对待是“弱碰撞”系统:星或SIDM粒子碰撞之间的平均自由时间比其特有的交叉(动力)的时间尺度长得多,但比系统寿命短。流体传导模型可靠地跟踪星团和SIDM光晕的“gravothermal灾难”无黑洞。对于一个庞大的,中心黑洞的一个星团,这个近似再现绑定到黑洞的恒星,并显示了风口浪尖暂停了“gravothermal灾难”,以及如何使群集再膨胀熟悉的巴考 - 沃尔夫准静态密度风口浪尖。一个SIDM卤代具有初始黑洞中央密度尖峰到到外部NFW轮廓松弛到与中央尖密度的核 - 卤素结构的匹配判定由SIDM相互作用横截面的速度依赖性。在不断发展的诸如“弱碰撞,” quasiequilibrium牛顿体系,该流体传导方法的成功和相对简单激励其延伸到相对论系统。我们在这里提出一个广义相对论延伸。

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