The radio galaxy K-z relation: The $\mathsf{10^{12}}~$M$\mathsf{_\odot}$ mass limit - Masses of galaxies from the L$\mathsf{_{K}}$ luminosity, up to z $\mathsf{> 4}$
The radio galaxy K-z relation: The $\mathsf{10^{12}}~$M$\mathsf{_\odot}$ mass limit - Masses of galaxies from the L$\mathsf{_{K}}$ luminosity, up to z $\mathsf{> 4}$
复制标题
射电星系 K-z 关系: $mathsf{10^{12}}~$M$mathsf{_odot}$ 质量极限 - 来自 L$mathsf{_{K}}$ 光度的星系质量,
DOI:
10.1051/0004-6361:20031717
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发表时间:
2003
影响因子:
6.5
通讯作者:
E. Moy
中科院分区:
文献类型:
--
作者:
B. Rocca;D. L. Borgne;C. Breuck;M. Fioc;E. Moy
The narrow K - z relation of powerful radio galaxies in the Hubble K -band diagram is often attributed to the stellar populations of massive elliptical galaxies. Because it extends over a large range of redshifts ($0 z , used to estimate valid photometric redshifts. The baryonic mass of the initial gas cloud $M_{{\rm bar}}$ is then derived. The K - z relation is remarkably reproduced by our evolutionary scenario for elliptical galaxies of baryonic mass $M_{{\rm bar,max}} \simeq 10^{12}~M_\odot$, at all z up to $z = 4$. $M_{{\rm bar,max}}$ is also the maximum mass limit of all types of galaxies. Using another initial mass function (IMF), even a top-heavy one, does not alter our conclusions. The high value of $M_{{\rm bar,max}}$ observed at $z > 4$ implies that massive clouds were already formed at early epochs. We also find that the $M_{{\rm bar,max}}$ limit is similar to the critical mass $M_{{\rm crit}}$ of a self-gravitating cloud regulated by cooling (Rees & Ostriker [CITE]; Silk [CITE]). Moreover, the critical size $r_{{\rm crit}}\simeq 75~{\rm kpc}$ is remarkably close to the typical diameter of Ly α haloes surrounding distant radio galaxies. This confirms the validity of the method of baryonic mass determination based on the K -band luminosity. A puzzling question that remains to be answered is the short time-scale of mass-accumulation required to form such massive galaxies at $z = 4$. We discuss the dispersion of the K - z relation in terms of uncertainties on the mass limit. The link between the presence of the active nucleus and a large stellar mass is also discussed.