论文标题
使用Apogee红色巨人,富含N的恒星对银河恒星光环的贡献
The contribution of N-rich stars to the Galactic stellar halo using APOGEE red giants
论文作者
论文摘要
溶解的球状簇(GC)对银河系光环的恒星含量的贡献是对GC形成和破坏模型的关键限制,以及银河系的质量组装历史。 Apogee的早期结果表明,被破坏的GC对内部光环的恒星含量的贡献高达25 $ \%$,这是对光环更遥远区域的先前估计的数量级。我们着手通过在Apogee DR16中执行光晕场种群的密度建模来测量富含N的富含光环和正常晕场恒星之间的比率。我们的结果表明,在银河中心的1.5 kpc时,富含N的恒星的贡献要高于16.8 $^{+10.0} _ { - 7.0} $$ \%$ $ \%$分数比2.7 $^{+1.0} _ { - 0.8} _ { - 0.8} $ $ $ $ $ $ $ $ $ $ $ $ $ $ $ $ $ $ $ $ ratio,假设富含N的恒星是前GC成员,现在居住在恒星Halo Field中,并且假设第一和第二个人口组合GC恒星之间的比率为1:2,我们估计GC恒星的总贡献为27.5 $^{+15.4} _ {+15.4} _ { - 11.5} 4.2 $^{+1.5} _ { - 1.3} $$ \%$在r = 10 kpc。此外,由于我们的方法需要将密度模型拟合到恒星光环中,因此我们将这种密度从半径为1.5-15 kpc中整合在球形外壳中,并找到溶解和/或蒸发的GC产生的总恒星质量,该质量为$ M _ {\ MATHRM {\ MATHRM {gc,总计} 9.6 $^{+4.0} _ { - 2.6} $ $ \ times $ 10 $^{7} $ m $ \ odot $。
The contribution of dissolved globular clusters (GCs) to the stellar content of the Galactic halo is a key constraint on models for GC formation and destruction, and the mass assembly history of the Milky Way. Earlier results from APOGEE pointed to a large contribution of destroyed GCs to the stellar content of the inner halo, by as much as 25$\%$, which is an order of magnitude larger than previous estimates for more distant regions of the halo. We set out to measure the ratio between N-rich and normal halo field stars, as a function of distance, by performing density modelling of halo field populations in APOGEE DR16. Our results show that at 1.5 kpc from the Galactic Centre, N-rich stars contribute a much higher 16.8$^{+10.0}_{-7.0}$$\%$ fraction to the total stellar halo mass budget than the 2.7$^{+1.0}_{-0.8}$$\%$ ratio contributed at 10 kpc. Under the assumption that N-rich stars are former GC members that now reside in the stellar halo field, and assuming the ratio between first-and second-population GC stars being 1:2, we estimate a total contribution from disrupted GC stars of the order of 27.5$^{+15.4}_{-11.5}$$\%$ at r = 1.5 kpc and 4.2$^{+1.5}_{-1.3}$$\%$ at r = 10 kpc. Furthermore, since our methodology requires fitting a density model to the stellar halo, we integrate such density within a spherical shell from 1.5-15 kpc in radius, and find a total stellar mass arising from dissolved and/or evaporated GCs of $M_{\mathrm{GC,total}}$ = 9.6$^{+4.0}_{-2.6}$ $\times$ 10$^{7}$ M$\odot$.