论文标题
在宇宙时间和空间上平均与星系相关的重子的演变
The Evolution of the Baryons Associated with Galaxies Averaged over Cosmic Time and Space
论文作者
论文摘要
我们使用深层的体积调查结合了分子气体(H_2)宇宙密度的最近确定,并以前对恒星质量的宇宙密度,恒星形成速率和原子气(HI)的宇宙密度来限制与宇宙时间和空间平均相关的银河系相关的演化。宇宙HI和H_2密度在z〜1.5处大致相等。然后,H_2密度降低一个因子6^{+3} _ { - 2}到今天的值,而HI密度保持大约恒定。恒星质量密度随时间不断增加,并超过红移Z〜1.5处的总气体密度(HI和H_2)。恒星质量的生长不能通过宇宙H_2密度的降低来解释,因此需要在星系上显着积聚额外的气体。借助新的H_2约束,我们假设观察性约束在两步的气体吸积过程中:(i)从乳半型/近代/圆形培养基中的电离气体净插入,以加固扩展的HI储层,(II)HI的净流入HI,然后在Galaxy Centers中向H__2进行转换。自Z〜2起,进口和流入率密度几乎降低了一个数量级。假设当前的趋势继续下去,宇宙分子气体密度将进一步降低大约两倍,而下一个5 GYR则将增加约10%,并且随着气体输入和增值关闭,宇宙星形的形成活性将稳步下降。
We combine the recent determination of the evolution of the cosmic density of molecular gas (H_2) using deep, volumetric surveys, with previous estimates of the cosmic density of stellar mass, star formation rate and atomic gas (HI), to constrain the evolution of baryons associated with galaxies averaged over cosmic time and space. The cosmic HI and H_2 densities are roughly equal at z~1.5. The H_2 density then decreases by a factor 6^{+3}_{-2} to today's value, whereas the HI density stays approximately constant. The stellar mass density is increasing continuously with time and surpasses that of the total gas density (HI and H_2) at redshift z~1.5. The growth in stellar mass cannot be accounted for by the decrease in cosmic H_2 density, necessitating significant accretion of additional gas onto galaxies. With the new H_2 constraints, we postulate and put observational constraints on a two step gas accretion process: (i) a net infall of ionized gas from the intergalactic/circumgalactic medium to refuel the extended HI reservoirs, and (ii) a net inflow of HI and subsequent conversion to H_2 in the galaxy centers. Both the infall and inflow rate densities have decreased by almost an order of magnitude since z~2. Assuming that the current trends continue, the cosmic molecular gas density will further decrease by about a factor of two over the next 5 Gyr, the stellar mass will increase by approximately 10%, and cosmic star formation activity will decline steadily toward zero, as the gas infall and accretion shut down.