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红移z = 2.186处一个致密大质量星系具有较高的恒星速度弥散。

A high stellar velocity dispersion for a compact massive galaxy at redshift z = 2.186.

作者信息

van Dokkum Pieter G, Kriek Mariska, Franx Marijn

机构信息

Astronomy Department, Yale University, 260 Whitney Avenue, New Haven, Connecticut 06511, USA.

出版信息

Nature. 2009 Aug 6;460(7256):717-9. doi: 10.1038/nature08220.

Abstract

Recent studies have found that the oldest and most luminous galaxies in the early Universe are surprisingly compact, having stellar masses similar to present-day elliptical galaxies but much smaller sizes. This finding has attracted considerable attention, as it suggests that massive galaxies have grown in size by a factor of about five over the past ten billion years (10 Gyr). A key test of these results is a determination of the stellar kinematics of one of the compact galaxies: if the sizes of these objects are as extreme as has been claimed, their stars are expected to have much higher velocities than those in present-day galaxies of the same mass. Here we report a measurement of the stellar velocity dispersion of a massive compact galaxy at redshift z = 2.186, corresponding to a look-back time of 10.7 Gyr. The velocity dispersion is very high at km s(-1), consistent with the mass and compactness of the galaxy inferred from photometric data. This would indicate significant recent structural and dynamical evolution of massive galaxies over the past 10 Gyr. The uncertainty in the dispersion was determined from simulations that include the effects of noise and template mismatch. However, we cannot exclude the possibility that some subtle systematic effect may have influenced the analysis, given the low signal-to-noise ratio of our spectrum.

摘要

最近的研究发现,早期宇宙中最古老、最明亮的星系惊人地紧凑,其恒星质量与当今的椭圆星系相似,但尺寸要小得多。这一发现引起了相当大的关注,因为它表明在过去的100亿年(100亿年)里,大质量星系的大小增长了约五倍。对这些结果的一个关键检验是确定其中一个紧凑星系的恒星运动学:如果这些天体的大小如所声称的那样极端,那么它们的恒星预计比相同质量的当今星系中的恒星具有更高的速度。在此,我们报告了对一个红移z = 2.186的大质量紧凑星系的恒星速度弥散的测量,这对应于107亿年的回溯时间。速度弥散非常高,为千米每秒(-1),与从光度数据推断出的星系质量和紧凑度一致。这将表明在过去的100亿年里,大质量星系发生了显著的近期结构和动力学演化。弥散的不确定性是通过包括噪声和模板不匹配影响的模拟确定的。然而,鉴于我们光谱的低信噪比,我们不能排除某些微妙的系统效应可能影响了分析的可能性。

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