论文标题

Otelo调查。 ii。 h $α$光度功能的微弱末端在z $ \ sim $ 0.40

The OTELO survey. II. The faint-end of the H$α$ luminosity function at z $\sim$ 0.40

论文作者

Ramón-Pérez, Marina, Bongiovanni, Ángel, García, Ana María Pérez, Cepa, Jordi, Lara-López, Maritza A., de Diego, José Antonio, Navarro, Emilio J. Alfaro, Castañeda, Héctor O., Cerviño, Miguel, Fernández-Lorenzo, Mirian, Gallego, Jesús, González, J. Jesús, González-Serrano, J. Ignacio, Nadolny, Jakub, Gómez, Iván Oteo, Martínez, Ricardo Pérez, Pintos-Castro, I., Pović, Mirjana, Sánchez-Portal, Miguel

论文摘要

我们利用Otelo调查的功能以$ {\ rm z} \ sim0.40 $获得H $α$ Luminosity功能(LF)。由于Otelo的最深覆盖范围,我们能够确定LF的微弱末端,从而更好地限制了恒星的形成速率和低亮度处的星系数量。也估计对该LF的AGN贡献。我们利用Otelo调查汇编的字段中对象的多波长目录,该物体在最小通量和等效宽度方面是独一无二的。我们还利用了为每个源构建的伪谱,允许识别排放线和歧视不同类型的对象。获得了$ z \ sim0.40 $的h $α$光度函数,它将当前的微弱终端扩展到近1个dex,达到了$ \ log_ {10} l _ {\ rm lim} = 38.5 $ ERG S $^{ - 1} $^{ - 1} $(或$ \ sim 0.002} = 38.5 $ rm lim} = 38.5 $ \ sim0..cim, \text{M}_\odot\text{ yr}^{-1})$.估计对总H $α$光度的AGN贡献。我们发现,在$ \ log_ {10} l = 38.6 $ erg s $^{ - 1} $的光度下,不应期望无需agn。从$ z \ sim0.40 $的非AGN(可能是纯SFG)的样本中,我们估计了$ρ_{\ rm sfr} = 0.012 \ pm0.005 \ {\ rm \ {\ rm \ rm \ rm \ text {m} {m} _ {\ odot} { mpc^{ - 3}} $。

We take advantage of the capability of the OTELO survey to obtain the H$α$ luminosity function (LF) at ${\rm z}\sim0.40$. Because of the deepest coverage of OTELO, we are able to determine the faint end of the LF, and thus better constrain the star formation rate and the number of galaxies at low luminosities. The AGN contribution to this LF is estimated as well. We make use of the multi-wavelength catalogue of objects in the field compiled by the OTELO survey, which is unique in terms of minimum flux and equivalent width. We also take advantage of the pseudo-spectra built for each source, which allow the identification of emission lines and the discrimination of different types of objects. The H$α$ luminosity function at $z\sim0.40$ is obtained, which extends the current faint end by almost 1 dex, reaching minimal luminosities of $\log_{10}L_{\rm lim}=38.5$ erg s$^{-1}$ (or $\sim0.002\, \text{M}_\odot\text{ yr}^{-1})$. The AGN contribution to the total H$α$ luminosity is estimated. We find that no AGN should be expected below a luminosity of $\log_{10}L=38.6$ erg s$^{-1}$. From the sample of non-AGN (presumably, pure SFG) at $z\sim0.40$ we estimated a star formation rate density of $ρ_{\rm SFR}=0.012\pm0.005\ {\rm \text{M}_{\odot}\ yr^{-1}\ Mpc^{-3}}$.

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