论文标题
使用简单的参数势与矮卫星向后整合相关的不确定性
Uncertainties associated with the backward integration of dwarf satellites using simple parametric potentials
论文作者
论文摘要
为了向后整合银河系轨道(MW)矮星系,近年来已经投入了很多努力来限制其初始的相位坐标。同样重要的是,矮星系会随着时间的推移所经历的潜力的假设,尤其是考虑到MW目前正在积聚大型麦哲伦云(LMC)的事实。在这项工作中,使用仅暗物质的缩放模拟,我们测试了潜在的常见参数形式是否足以成功地向后整合subhaloes的轨道,从而从当今的位置整合了尺寸的轨道。我们参数恢复的轨道并将其与模拟中的轨道进行比较。我们发现,潜在的简单对称参数形式无法捕获亚李斯经历的真正潜力的复杂性和不均匀性。更具体地说,将最新的大量积聚像LMC一样建模为两个球形参数势的总和会导致轨道回收参数的实质性误差。这些误差与MW的病毒质量30 \%不确定性引起的那些误差匹配,并且b)不为最近积聚的大型卫星的潜力建模。我们的工作表明,i)某些MW矮人回收轨道的参数的不确定性可能被低估了,并且ii)ii)研究人员应表征他们选择整合技术的不确定性,以及他们选择的综合技术的假设和对宇宙学放大器的潜在假设,包括最近的MW,包括最近的MW,其中包括最近的ACCRETECECCRETED LMC。
In order to backward integrate the orbits of Milky Way (MW) dwarf galaxies, much effort has been invested in recent years to constrain their initial phase-space coordinates. Yet equally important are the assumptions on the potential that the dwarf galaxies experience over time, especially given the fact that the MW is currently accreting the Large Magellanic Cloud (LMC). In this work, using a dark matter-only zoom-in simulation, we test whether the use of common parametric forms of the potential is adequate to successfully backward integrate the orbits of the subhaloes from their present-day positions. We parametrise the recovered orbits and compare them with those from the simulations. We find that simple symmetric parametric forms of the potential fail to capture the complexities and the inhomogeneities of the true potential experienced by the subhaloes. More specifically, modelling a recent massive accretion like that of the LMC as a sum of two spherical parametric potentials leads to substantial errors in the recovered parameters of the orbits. These errors rival those caused due to a) a 30\% uncertainty in the virial mass of the MW and b) not modelling the potential of the recently accreted massive satellite. Our work suggests that i) the uncertainties in the parameters of the recovered orbits of some MW dwarfs may be under-estimated and that ii) researchers should characterise the uncertainties inherent to their choice of integration techniques and assumptions of the potential against cosmological zoom-in simulations of the MW, which include a recently-accreted LMC.