论文标题

$ \ gtrsim {4} $ gyr timescales from gyr timescales of Galactic考古学

Evidence for $\gtrsim{4}$ Gyr timescales of neutron star mergers from Galactic archaeology

论文作者

Skúladóttir, Ása, Salvadori, Stefania

论文摘要

当前正在争论快速($ r $)中子捕获过程的核合成点。通过引力波和电磁辐射的中子星合并GW170817的直接检测已证实了$ r $ process元素的重要来源的事件。但是,当假定中子星星合并是唯一的$ r $ process网站,并且考虑到此类事件的现实时间分布时,化学演化模型无法以银河系的方式重现观测到的化学丰度。现在,我们第一次将银河系的所有可用观察证据及其矮星卫星结合在一起,以证明只有(至少)(至少)(至少)(至少)(至少)(至少)(至少)(至少)(至少)(至少)(至少)(至少)(至少)(至少)与核心倒数超级Novae的快速源,与核心超级Novae相当的快速源,$ t_ p_ figical} { $ t_ {delayed} \ gtrsim4 $ gyr。延迟的$ r $ process源很可能起源于中子星星合并,因为时间表非常适合估计的GW170817。鉴于快速源的时间尺度很短,它可能与大型恒星相关联,尽管此时不能排除紧凑型对象合并的特定快速通道。我们的方法表明,只有查看所有可用数据,我们才能解决$ r $ - 过程的难题。

The nucleosynthetic site of the rapid ($r$) neutron-capture process is currently being debated. The direct detection of the neutron star merger GW170817, through gravitational waves and electromagnetic radiation, has confirmed such events as important sources of the $r$-process elements. However, chemical evolution models are not able to reproduce the observed chemical abundances in the Milky Way when neutron star mergers are assumed to be the only $r$-process site and realistic time distributions of such events are taken into account. Now for the first time, we combine all the available observational evidence of the Milky Way and its dwarf galaxy satellites to show that the data can only be explained if there are (at least) two distinct $r$-process sites: a quick source with timescales comparable to core-collapse supernovae, $t_{quick}\lesssim10^8$ yr, and a delayed source with characteristic timescales $t_{delayed}\gtrsim4$ Gyr. The delayed $r$-process source most probably originates in neutron star mergers, as the timescale fits well with that estimated for GW170817. Given the short timescales of the quick source, it is likely associated with massive stars, though a specific fast-track channel for compact object mergers cannot be excluded at this point. Our approach demonstrates that only by looking at all the available data will we be able to solve the puzzle that is the $r$-process.

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