论文标题
完成的SDSS-IV扩展BARYON振荡光谱调查:1000个带红移演化的多跟踪模拟目录,用于最终数据发布的星系和类星体的系统和系统
The completed SDSS-IV extended Baryon Oscillation Spectroscopic Survey: 1000 multi-tracer mock catalogues with redshift evolution and systematics for galaxies and quasars of the final data release
论文作者
论文摘要
我们为每种用于Baryon声学振荡的示踪剂和红移空间变形分析的示踪剂的合成聚类目录实现1000个实现。分析管道相对于观察系统学的鲁棒性。通过使用观察数据的聚类测量值校准的有效示踪偏置模型扩展Zel'Dovich近似密度场,我们可以准确地重现EBOSS DR16示踪剂的两点和三点聚类统计,包括它们在非常低的计算机成本的红山空间中的交叉相关。此外,我们还包括不同红移处的结构和样品选择偏见的重力演化,以及各种光度和光谱系统效应。数据和模拟之间的自动群集统计信息的协议通常在从模拟中推断出的1 $σ$ roviances以内,缩放到配置空间中的几个$ H^{ - 1} \,{\ rm mpc} $,以及最高$ 0.3 \,H \,h \,h \,{\ rm mpc} $} $}对于不同的示踪剂之间的跨相关性,在配置空间中的一致性相同,而在傅立叶空间中仅差异,以高于$ 0.15 \,h \,h \,{\ rm mpc}^{ - 1} $。数据聚类统计数据的准确再现允许可靠的协方差进行多跟踪分析。
We produce 1000 realizations of synthetic clustering catalogues for each type of the tracers used for the baryon acoustic oscillation and redshift space distortion analysis of the Sloan Digital Sky Surveys-IV extended Baryon Oscillation Spectroscopic Survey final data release (eBOSS DR16), covering the redshift range from 0.6 to 2.2, to provide reliable estimates of covariance matrices and test the robustness of the analysis pipeline with respect to observational systematics. By extending the Zel'dovich approximation density field with an effective tracer bias model calibrated with the clustering measurements from the observational data, we accurately reproduce the two- and three-point clustering statistics of the eBOSS DR16 tracers, including their cross-correlations in redshift space with very low computational costs. In addition, we include the gravitational evolution of structures and sample selection biases at different redshifts, as well as various photometric and spectroscopic systematic effects. The agreements on the auto-clustering statistics between the data and mocks are generally within 1 $σ$ variances inferred from the mocks, for scales down to a few $h^{-1}\,{\rm Mpc}$ in configuration space, and up to $0.3\,h\,{\rm Mpc}^{-1}$ in Fourier space. For the cross correlations between different tracers, the same level of consistency presents in configuration space, while there are only discrepancies in Fourier space for scales above $0.15\,h\,{\rm Mpc}^{-1}$. The accurate reproduction of the data clustering statistics permits reliable covariances for multi-tracer analysis.