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arXiv 1411.7897astro-ph.GA
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基于Action的球状星系分量分布函数

Action-based distribution functions for spheroidal galaxy components

Lorenzo Posti, James Binney, Carlo Nipoti, Luca Ciotti

摘要:

我们提出了一种方法来设计的分布函数,依赖于相空间坐标通过的作用积分。该方法使得构造一个给定恒星成分的动力学模型变得容易。我们说明的方法,通过推导自洽产生几个流行的恒星系统,包括赫恩奎斯特,贾菲,纳瓦罗,弗伦克和怀特模型的分布函数。我们专注于非旋转的球形系统,但扩展到扁平和旋转系统是微不足道的。我们的分布函数很容易添加到彼此和以前公布的光盘的分布函数,以创建自洽的多组分星系。这种方法使可能的模型应该证明有价值的观测数据的解释和探索通过N体模拟星系的非平衡动力学。

英文摘要:

We present an approach to the design of distribution functions that depend on the phase-space coordinates through the action integrals. The approach makes it easy to construct a dynamical model of a given stellar component. We illustrate the approach by deriving distribution functions that self-consistently generate several popular stellar systems, including the Hernquist, Jaffe, and Navarro, Frenk and White models. We focus on non-rotating spherical systems, but extension to flattened and rotating systems is trivial. Our distribution functions are easily added to each other and to previously published distribution functions for discs to create self-consistent multi-component galaxies. The models this approach makes possible should prove valuable both for the interpretation of observational data and for exploring the non-equilibrium dynamics of galaxies via N-body simulation.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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