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Power Spectrum of Cosmic Momentum Field Measured from the SFI Galaxy Sample

机译:从SFI星系样本测量的宇宙动量场的功率谱

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We have measured the cosmic momentum power spectrum from the peculiar velocities of galaxies in the SFI sample. The SFI catalog contains field spiral galaxies with radial peculiar velocities derived from the I-band Tully-Fisher relation. As a natural measure of the large-scale peculiar velocity field, we use the cosmic momentum field that is defined as the peculiar velocity field weighted by the local number of galaxies. We have shown that the momentum power spectrum can be derived from the density power spectrum for the constant linear biasing of galaxy formation, which makes it possible to estimate the βS = Ω/bS parameter precisely, where Ωm is the matter density parameter and bS is the bias factor for optical spiral galaxies. At each wavenumber k we estimate βS(k) as the ratio of the measured to the derived momentum power over a wide range of scales (0.026 h-1 Mpc k 0.157 h-1 Mpc) that spans the linear to the quasi-linear regimes. The estimated βS(k) have stable values around 0.5, which demonstrates the constancy of the βS parameter at scales down to 40?h-1 Mpc. We have obtained βS = 0.49 or Ωm = 0.30b and the amplitude of the mass fluctuation to be σ8Ω = 0.56. The 68% confidence limits include the cosmic variance. We have also estimated the mass density power spectrum. For example, at k = 0.1047?h Mpc-1 (λ = 60?h-1 Mpc) we measure ΩPδ(k) = 2.51 × 103 (h-1 Mpc)3, which is lower than the high-amplitude power spectra found from the previous maximum likelihood analyses of peculiar velocity samples such as Mark III, SFI, and ENEAR.
机译:我们已经从SFI样本中星系的特殊速度测量了宇宙动量功率谱。 SFI目录包含具有自I波段Tully-Fisher关系得出的径向速度的场旋星系。作为大规模奇特速度场的自然度量,我们使用宇宙动量场,该动量场定义为由银河系局部数加权的奇特速度场。我们已经表明,动量功率谱可以从星系形成的恒定线性偏置的密度功率谱中得出,这使得可以精确估计βS=Ω/ bS参数,其中Ωm是物质密度参数,bS是光学旋涡星系的偏置因子。在每个波数k处,我们将βS(k)估计为跨线性和准线性范围的较宽范围内(0.026 h-1 Mpc k 0.157 h-1 Mpc)的实测功率与推导动量功率之比。 。估计的βS(k)的稳定值约为0.5,这表明βS参数在小至40?h-1 Mpc的范围内保持恒定。我们获得了βS= 0.49或Ωm= 0.30b,质量波动幅度为σ8Ω= 0.56。 68%的置信度极限包括宇宙方差。我们还估计了质量密度功率谱。例如,在k = 0.1047?h Mpc-1(λ= 60?h-1 Mpc)时,我们测得ΩPδ(k)= 2.51×103(h-1 Mpc)3,这低于高振幅功率谱从以前的特殊速度样本(例如Mark III,SFI和ENEAR)的最大似然分析中发现。

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