The molecular mass function of the local Universe
The molecular mass function of the local Universe
复制标题
局部宇宙的分子质量函数
DOI:
10.1051/0004-6361/202038675
复制
发表时间:
2020
影响因子:
6.5
通讯作者:
Vio R.
中科院分区:
文献类型:
--
作者:
Andreani P.;Miyamoto Y.;Kaneko H.;Boselli A.;Tatematsu K.;Sorai K.;Vio R.
AimsWe construct the molecular mass function using the bivariateK-band-mass function (BMF) of theHerschelReference Survey (HRS), which is a volume-limited sample that has already been widely studied at the entire electromagnetic spectrum.MethodsThe molecular mass function was derived from theK-band and the gas mass cumulative distribution using a copula method, which is described in detail in our previous papers.ResultsThe H2mass is relatively strongly correlated with theK-band luminosity because of the tight relation between the stellar mass and the molecular gas mass within the sample with a scatter, which is likely due to those galaxies which have lost their molecular content because of environmental effects or because of a larger gas consumption due to past star formation processes. The derived H2MF samples the molecular mass range from ∼4 × 106M⊙to ∼1010M⊙, and when compared with theoretical models, it agrees well with the theoretical predictions at the lower end of the mass values; whereas at masses larger than 1010M⊙, the HRS sample may miss galaxies with a large content of molecular hydrogen and the outcomes are not conclusive. The value of the local density of the molecular gas mass inferred from our analysis is ∼1.5 × 107M⊙Mpc−3, and it is compared with the results at larger redshifts, confirming the lack of strong evolution for the molecular mass density betweenz= 0 andz= 4.ConclusionsThis is the first molecular mass function that has been derived on a complete sample in the local Universe, which can be used as a reliable calibration at redshiftz= 0 for models aiming to predict the evolution of the molecular mass density.
DOI:
10.3847/2041-8213/ab9595
发表时间:
2020-05
期刊:
The Astrophysical Journal Letters
影响因子:
--
作者:
D. Riechers;L. Boogaard;R. Decarli;J. González-López;I. Smail;F. Walter;M. Aravena;C. Carilli;P. Cortés;P. Cox;T. Díaz-Santos;J. Hodge;H. Inami;R. Ivison;M. Kaasinen;J. Wagg;A. Weiss;P. Werf
通讯作者:
D. Riechers;L. Boogaard;R. Decarli;J. González-López;I. Smail;F. Walter;M. Aravena;C. Carilli;P. Cortés;P. Cox;T. Díaz-Santos;J. Hodge;H. Inami;R. Ivison;M. Kaasinen;J. Wagg;A. Weiss;P. Werf
影响因子:
6.5
作者:
A. Boselli;L. Ciesla;L. Cortese;V. Buat;M. Boquien;G. Bendo;S. Boissier;S. Eales;G. Gavazzi;T. Hughes;M. Pohlen;Matthew W. L. Smith;M. Baes;S. Bianchi;D. Clements;A. Cooray;J. Davies;W. Gear;S. Madden;L. Magrini;P. Panuzzo;A. Rémy;L. Spinoglio;S. Zibetti
通讯作者:
A. Boselli;L. Ciesla;L. Cortese;V. Buat;M. Boquien;G. Bendo;S. Boissier;S. Eales;G. Gavazzi;T. Hughes;M. Pohlen;Matthew W. L. Smith;M. Baes;S. Bianchi;D. Clements;A. Cooray;J. Davies;W. Gear;S. Madden;L. Magrini;P. Panuzzo;A. Rémy;L. Spinoglio;S. Zibetti
影响因子:
6.5
作者:
P. Andreani;A. Boselli;L. Ciesla;R. Vio;L. Cortese;V. Buat;Y. Miyamoto
通讯作者:
Y. Miyamoto