论文标题

按照恒星形成对星系生长的调节,如h $α$ in kmos $^{3d} $ galaxies所追踪的,0.7 <z <2.7

The regulation of galaxy growth along the size-mass relation by star-formation, as traced by H$α$ in KMOS$^{3D}$ galaxies at 0.7 < z < 2.7

论文作者

Wilman, D. J., Fossati, M., Mendel, J. T., Saglia, R., Wisnioski, E., Wuyts, S., Schreiber, N. Förster, Beifiori, A., Bender, R., Belli, S., Übler, H., Lang, P., Chan, J. C. C., Davies, R. L., Nelson, E. J., Genzel, R., Tacconi, L. J., Galametz, A., Davies, R. I., Lutz, D., Price, S., Burkert, A., Tadaki, K., Herrera-Camus, R., Brammer, G., Momcheva, I., van Dokkum, P.

论文摘要

我们提出了从H $α$排放跟踪恒星形成中的半光尺寸,在KMOS3D调查中的281个星形星系中,尺寸为0.7 <z <2.7。大小是通过拟合2D指数磁盘模型来得出的,但引导错误平均为20%。 h $α$尺寸的中位数(平均值)为1.19(1.26)的中位数比恒星连续体大的中位数(1.26)倍,由于径向灰尘梯度通过恒星形成对恒星大小的增长占据了上限,只有43%的内在散射。在固定的连续性大小时,h $α$尺寸没有显示出恒星质量,恒星形成率,红移或形态的残留趋势。唯一重要的残留趋势是,在固定的连续体晦涩中,灰尘h $α$的遮阳度过剩。固定恒星质量处的连续大小的散射可能是由光环旋转参数中的散射驱动的。 H $α$大小与连续大小的比率的稳定性表明,在光环自旋以及在各种物理条件和宇宙时间内将角动量转移到磁盘的稳定性。这可能需要通过反馈过程进行本地法规。正如我们使用玩具模型所证明的那样,我们对恒星形成驱动的生长的上限仅足以在观察到的大小质量之间的关系大约进化,与恒定累积共同移动数量的星系尺寸生长一致,我们的结果的含义是,我们对恒星形成驱动的生长的限制足以进化恒星形成的星系。为了解释恒星磁盘星系的尺寸质量关系的演变,可能需要其他过程,例如紧凑星系或星系合并的优先淬火。

We present half-light sizes measured from H$α$ emission tracing star-formation in 281 star-forming galaxies from the KMOS3D survey at 0.7 < z < 2.7. Sizes are derived by fitting 2D exponential disk models, with bootstrap errors averaging 20%. H$α$ sizes are a median (mean) of 1.19 (1.26) times larger than those of the stellar continuum, which due to radial dust gradients places an upper limit on the growth in stellar size via star formation, with just 43% intrinsic scatter. At fixed continuum size the H$α$ size shows no residual trend with stellar mass, star formation rate, redshift or morphology. The only significant residual trend is with the excess obscuration of H$α$ by dust, at fixed continuum obscuration. The scatter in continuum size at fixed stellar mass is likely driven by the scatter in halo spin parameters. The stability of the ratio of H$α$ size to continuum size demonstrates a high degree of stability in halo spin and in the transfer of angular momentum to the disk over a wide range of physical conditions and cosmic time. This may require local regulation by feedback processes. The implication of our results, as we demonstrate using a toy model, is that our upper limit on star-formation driven growth is sufficient only to evolve star-forming galaxies approximately along the observed size-mass relation, consistent with the size growth of galaxies at constant cumulative co-moving number density. To explain the observed evolution of the size-mass relation of star-forming disk galaxies other processes, such as the preferential quenching of compact galaxies or galaxy mergers, may be required.

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