论文标题

Auriga模拟中的恒星迁移

Stellar migration in the Auriga simulations

论文作者

Okalidis, Periklis, Grand, Robert J. J., Yates, Robert M., Springel, Volker

论文摘要

We study the presence and importance of stellar migration in the evolution of 17 Milky-Way like disk galaxies with stellar mass $10 < \textrm{log}(M_{*}/{\rm M}_\odot) < 11$ from the Auriga suite of zoom-in cosmological hydrodynamical simulations.我们将恒星的出生半径与每个系统的$ z = 0 $在其半径上进行比较,并且恒星迁移强度的平均值是半径和恒星年龄的函数,在1-4 kpc之间变化。我们还研究了迁移对磁盘中年龄和金属性径向谱的影响。我们发现几例由于迁移而导致的年龄梯度变平,但金属性剖面的重大变化仅针对较老的恒星种群和磁盘发展出强棒。此外,我们从给定时间间隔之间恒星颗粒的恒星指导中心半径($ΔR_G$)的变化的角度研究了恒星迁移。我们发现,恒星仅在磁盘的外部和具有弱杆的特定星系中大约作为扩散过程迁移。在我们的样本中,强烈禁止星系显示出更大的恒星迁移,但其时间段的演变比扩散较慢。最后,我们给出参数化,将径向迁移的强度依赖于时间和半径的函数,以融入(半)分析模型的星系演化模型。

We study the presence and importance of stellar migration in the evolution of 17 Milky-Way like disk galaxies with stellar mass $10 < \textrm{log}(M_{*}/{\rm M}_\odot) < 11$ from the Auriga suite of zoom-in cosmological hydrodynamical simulations. We compare the birth radii of the stars to their radii at $z=0$ for each system and present mean values of the strength of stellar migration as a function of radius and stellar age which vary between 1-4 kpc. We also investigate the effect of migration on age and metallicity radial profiles in the disks. We find several cases of age gradient flattening due to migration, but significant changes to metallicity profiles only for older stellar populations and disks that develop a strong bar. Furthermore, we study stellar migration from the perspective of the change of the galactocentric radius ($ΔR$) and orbital guiding centre radius ($ΔR_g$) of stellar particles between given time intervals. We find that stars migrate approximately as a diffusion process only in the outer parts of the disks and for particular galaxies that have a weak bar. Strongly barred galaxies in our sample show larger stellar migration but its timestep evolution is slower-than-diffusion. Finally, we give parametrisations that encapsulate the dependence of the strength of the radial migration as a function of time and radius, for incorporation into (semi-)analytic models of galaxy evolution.

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