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arXiv 2106.01347astro-ph.COgr-qc
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计数的宇宙学模拟

Cosmological Simulations of Number Counts

Francesca Lepori, Julian Adamek, Ruth Durrer

摘要:

在本文中,我们提出了第一次角功率谱$C_\ell(z,z')$数计数从相对论N体模拟。我们使用的相对论N体代码gevolution与它的类光测地线,其中包括所有的相对论标量贡献的数量计数的精确集成。我们比较我们的非微扰数值计算结果从类使用HMCODE近似的非线性物质功率谱的结果。我们发现,这个简单的描述是优秀的,密度和收敛。另一方面,目前在玻尔兹曼码中实现红移空间失真是不准确的。我们还发现,最大的贡献,不均匀的红移功率谱是互相关的密度和透镜贡献的计数,特别是对于红移箱是相距甚远。相关的数量计数与收敛映射,我们发现,该信号是由透镜透镜项的收敛场红移不高于数量计数1时,而它是由密度透镜项在相反的情况下占主导地位。在目前的研究中,星系偏差的问题被故意放在一边,只考虑模拟中无偏差的物质粒子样本。

英文摘要:

In this paper we present for the first time the angular power spectra $C_\ell(z,z')$ for number counts from relativistic N-body simulations. We use the relativistic N-body code gevolution with its exact integration of lightlike geodesics which include all relativistic scalar contributions to the number counts. We compare our non-perturbative numerical results with the results from CLASS using the HMCODE approximation for the non-linear matter power spectrum. We find that this simple description is excellent for both, the density and the convergence. On the other hand, the current implementation of redshift-space distortions in Boltzmann codes is not accurate. We also find that the largest contribution to the unequal-redshift power spectra is the cross-correlation of the density and the lensing contribution to the number counts, especially for redshift bins that are far apart. Correlating the number counts with the convergence map we find that the signal is dominated by the lensing-lensing term when the convergence field redshift is not higher than the number counts one, while it is dominated by the density-lensing term in the opposite case. In the present study, the issue of galaxy bias is deliberately left aside by considering only unbiased samples of matter particles from the simulations.

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