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The impact of massive neutrinos on the abundance of massive clusters

机译:大质量中微子对大量星团丰度的影响

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摘要

We study the spherical, top-hat collapse model for a mixed dark matter modelincluding cold dark matter (CDM) and massive neutrinos of mass scales rangingfrom m_nu= 0.05 to a few 0.1eV, the range of lower- and upper-bounds impliedfrom the neutrino oscillation experiments and the cosmological constraints. Todevelop this model, we properly take into account relative differences betweenthe density perturbation amplitudes of different components (radiation, baryon,CDM and neutrinos) around the top-hat CDM overdensity region assuming theadiabatic initial conditions. Furthermore, we solve the linearized Boltzmannhierarchy equations to obtain time evolution of the lineariezed neutrinoperturbations, yet including the effect of nonlinear gravitational potentialdue to the nonlinear CDM and baryon overdensities in the late stage. We findthat the presence of massive neutrinos slows down the collapse of CDM (plusbaryon) overdensity, however, that the neutrinos cannot fully catch up with thethe nonlinear CDM perturbation due to its large free-streaming velocity for theranges of neutrino masses and halo masses we consider. We find that, just likeCDM models, the collapse time of CDM overdensity is well monitored by thelinear-theory extrapolated overdensity of CDM plus baryon perturbation,smoothed with a given halo mass scale, if taking into account the suppressioneffect of the massive neutrinos on the linear growth rate. Using thesefindings, we argue that the presence of massive neutrinos of mass scales 0.05or 0.1eV may cause a significant decrease in the abundance of massive haloscompared to the model without the massive neutrinos; e.g., by 25% or factor 2,respectively, for halos with 10^15Ms and at z=1.
机译:我们研究了一个混合暗物质模型的球形高顶塌陷模型,该模型包括冷暗物质(CDM)和大规模中微子,其质量尺度范围从m_nu = 0.05到几个0.1eV,中微子所隐含的上下界范围振荡实验和宇宙​​学约束。为了开发该模型,我们假设顶峰CDM的超密度区域周围适当地考虑了高帽CDM超密度区域周围不同成分(辐射,重子,CDM和中微子)的密度摄动幅度之间的相对差异。此外,我们求解了线性化的玻尔兹曼层级方程,获得了线性化的中微动量的时间演化,但还包括了由于非线性CDM和后期重子密度过大而引起的非线性引力的影响。我们发现大量中微子的存在减慢了CDM(正重子)密度的崩溃,但是,由于中微子质量和晕质量的自由流速度很大,中微子无法完全赶上非线性CDM扰动。 。我们发现,就像CDM模型一样,如果考虑到大量中微子对线性的抑制作用,则CDM超密度的崩溃时间可以通过CDM的线性理论外推超密度加上重子扰动来很好地监控,并在给定的晕圈质量规模下得到平滑。增长率。使用这些发现,我们认为质量尺度为0.05或0.1eV的大规模中微子的存在可能会导致大量晕圈的丰度显着下降(与没有大规模中微子的模型相比)。例如,对于具有10 ^ 15Ms且z = 1的光晕,分别降低25%或因子2。

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