论文标题
使用亚毫米级星系放大偏置得出的准星对象和星系质量密度曲线
Quasi-stellar objects and galaxy mass density profiles derived using the submillimetre galaxies magnification bias
论文作者
论文摘要
在这项工作中,我们希望使用两个不同的前景样品:准恒星对象(QSOS)和星系来利用SMG的放大偏置。我们的目的是研究和比较其质量密度谱并估计其质量和浓度。背景SMG示例由\ textit {herschel}观察到的对象,其中1.2 <z <4.0。前景样品是QSOS和大型星系,具有光谱红移在0.2到1.0之间。通过分别在两个分析情况下堆叠SMG-QSO和SMG-GALAXY对,通过戴维斯杂货估计器估算互相关测量值。这种方法使我们可以研究质量密度概况从$ \ sim2 $到$ \ sim250 $ arcsec。此外,通过结合两个最常见的理论质量密度谱以适合互相关测量来进行分析。将可用的角度尺度分解为内部和外部,使用每个区域的独立质量密度曲线,将测量值正确拟合。对于QSO,我们获得了$ \ log_ {10}(m/m _ {\ odot})= 13.51 \ pm0.04; C = 6.85 \ PM0.34 $用于内部零件,$ \ log_ {10}(m/m _ {\ odot})= 13.44 \ pm0.17; C = 0.36 \ PM0.18 $用于外部零件。对于星系样本为$ \ log_ {10}(m/m _ {\ odot})= 13.32 \ pm0.08; C = 8.23 \ pm0.77 $和$ \ log_ {10}(m/m _ {\ odot})= 12.78 \ pm0.21; C = 1.21 \ PM1.01 $分别为内部和外部部件。在这两个样品中,内部部分的质量密度谱均过多,相对于外部部分的浓度较高。我们获得了与两个样品的中央质量相似的值,与星系簇结果一致。但是,外部区域的估计质量和内部区域的浓度都随透镜样品而变化。这可能与银河相互作用和/或不同进化阶段的概率有关。
In this work, we want to exploit the magnification bias of the SMGs using two different foreground samples, quasi-stellar objects (QSOs) and galaxies. Our aim is to study and compare their mass density profiles and estimate their masses and concentrations. The background SMG sample consists of objects observed by \textit{Herschel} with 1.2<z<4.0. The foreground samples are QSOs and massive galaxies with spectroscopic redshifts between 0.2 and 1.0. The cross-correlation measurements are estimated with the Davis-Peebles estimator by stacking the SMG-QSO and SMG-galaxy pairs for the two analysed cases, respectively. This approach allows us to study the mass density profile from $\sim2$ to $\sim250$ arcsec. Moreover, the analysis is carried out by combining two of the most common theoretical mass density profiles in order to fit the cross-correlation measurements. The measurements are correctly fitted after splitting the available angular scales into an inner and an outer part using independent mass density profiles for each region. For the QSOs, we obtain masses and concentrations of $\log_{10}(M/M_{\odot})=13.51\pm0.04; C=6.85\pm0.34$ for the inner part and $\log_{10}(M/M_{\odot})=13.44\pm0.17; C=0.36\pm0.18$ for outer parts. For the galaxy sample are $\log_{10}(M/M_{\odot})=13.32\pm0.08; C=8.23\pm0.77$ and $\log_{10}(M/M_{\odot})=12.78\pm0.21; C=1.21\pm1.01$ for the inner and outer parts, respectively. In both samples, the inner part has an excess in the mass density profile and much higher concentration with respect to the outer part. We obtain similar values for the central mass with both samples, in agreement with those of galaxy clusters results. However, the estimated masses for the outer region and the concentrations of the inner region both vary with lens sample. This could be related to the probability of galactic interactions and/or the different evolutionary stages.