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AN OBSERVATIONAL SIGNAL OF THE VOID SHAPE CORRELATION AND ITS LINK TO THE COSMIC WEB

机译:无效形状相关性的观测信号及其与宇宙Web的链接

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The shapes of cosmic voids are prone to distortions caused by external tidal forces since their low densities imply a lower internal resistance. This susceptibility of the void shapes to tidal distortions makes them useful as indicators of large-scale tidal and density fields, despite the practical difficulty in defining them. Using the void catalog constructed by Pan et al. from the Seventh Data Release of the Sloan Digital Sky Survey (SDSS DR7), we detect a clear signal of spatial correlations of the void shapes on a scale of Mpc and show that the signal is robust against the projection of the void shapes onto the plane of sky. By constructing a simple analytic model for the void shape correlation, within the framework of tidal torque theory, we demonstrate that the void shape correlation function scales linearly with the two-point correlation function of the linear density field. We also find direct observational evidence for the cross-correlation of the void shapes with the large-scale velocity shear field that was linearly reconstructed by Lee et al. from SDSS DR7. We discuss the possibility of using the void shape correlation function to break the degeneracy between the density parameter and the power spectrum amplitude and to independently constrain the neutrino mass as well.
机译:宇宙空隙的形状很容易因外部潮汐力而变形,因为它们的低密度意味着较低的内部阻力。尽管很难定义空隙形状,但空隙形状对潮汐变形的敏感性使它们可用作大规模潮汐和密度场的指标。使用Pan等人构建的void目录。从斯隆数字天空调查(SDSS DR7)的第七次数据发布中,我们在Mpc的尺度上检测到了空洞形状的空间相关性的清晰信号,并表明该信号对于空洞形状到平面上的投影具有鲁棒性天空。通过在潮汐转矩理论的框架内为空隙形状相关性建立一个简单的分析模型,我们证明空隙形状相关性函数与线性密度场的两点相关性函数成线性比例关系。我们还发现了直接的观测证据,表明空隙形状与Lee等人线性重构的大规模速度剪切场的互相关。来自SDSS DR7。我们讨论了使用空隙形状相关函数打破密度参数和功率谱幅值之间的简并性以及独立约束中微子质量的可能性。

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