论文标题
弱透镜放大倍率的混合和晦涩
Blending and obscuration in weak lensing magnification
论文作者
论文摘要
我们使用Cosmos 30频段照片 - $ z $ susperial Flux限制为$ i_ {auto} <25.0 $限制了cosmos photo- $ z $ sublice flux在弱透镜放大测量中的某些系统错误的影响。通过比较计数和放大相关性来衡量系统的遮掩效应。我们使用ACS-HST目录来识别潜在的混合对象(关闭对),并使用和没有混合对象进行放大分析。我们发现,在小于0.1 Arcmin的角度尺度上,混合效果开始变得重要($ \ sim $ 0.04〜MAG遮挡)。灭绝和其他系统的模糊效应可能大至0.10〜MAG(U波段),但通常小于0.02〜MAG,具体取决于频带。应用这些校正后,我们测量了$3.9σ$放大信号,该信号对于计数和大小都一致。红移$ z \ simeq 0.6 $($ m_i \ simeq -21 $)的相应的预测质量概况为$σ= 25 \ 25 \ pm 6 m_ {sun} h^3/pc^3/pc^2 $ at 0.1 mpc/h at 0.1 mpc/h H/PC^2 $。在相同镜头上的切向剪切和通量大小的放大倍数显示出相似的质量曲线。我们得出的结论是,使用光度红移的计数和通量放大倍数有可能在未来的宽场调查中提供互补的弱透镜信息,一旦我们仔细考虑了系统的效果,例如晦涩和混合。
We test the impact of some systematic errors in weak lensing magnification measurements with the COSMOS 30-band photo-$z$ Survey flux limited to $I_{auto}<25.0$ using correlations of both source galaxy counts and magnitudes. Systematic obscuration effects are measured by comparing counts and magnification correlations. We use the ACS-HST catalogs to identify potential blending objects (close pairs) and perform the magnification analyses with and without blended objects. We find that blending effects start to be important ($\sim$ 0.04~mag obscuration) at angular scales smaller than 0.1 arcmin. Extinction and other systematic obscuration effects can be as large as 0.10~mag (U-band) but are typically smaller than 0.02~mag depending on the band. After applying these corrections, we measure a $3.9σ$ magnification signal that is consistent for both counts and magnitudes. The corresponding projected mass profiles of galaxies at redshift $z \simeq 0.6$ ($M_I \simeq -21$) is $Σ= 25\pm 6 M_{sun}h^3/pc^2$ at 0.1 Mpc/h, consistent with NFW type profile with $M_{200} \simeq 2 \times 10^{12} M_{sun} h/pc^2$. Tangential shear and flux-size magnification over the same lenses show similar mass profiles. We conclude that magnification from counts and fluxes using photometric redshifts has the potential to provide complementary weak lensing information in future wide field surveys once we carefully take into account systematic effects, such as obscuration and blending.