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arXiv 2603.05049astro-ph.CO
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双流体动力学暗能量中的声模与尺度依赖增长

Sound Mode and Scale-Dependent Growth in Two-Fluid Dynamical Dark Energy

Physics department, Technion(海法理工学院物理系)

Frans van Die, Vincent Desjacques

AI总结:

研究利用双流体模型探讨动力学暗能量对宇宙结构增长的影响,通过分析功率谱和双谱检测暗能量声模引起的尺度依赖性,给出不同声速下的探测情况及对晕引力拖曳力和增长率测量的影响。

摘要:

我们使用双流体模型研究动力学暗能量(DDE)对宇宙结构增长的影响。该框架允许暗能量状态方程平滑穿越幻像分界线,与近期DESI结果一致。在这种有效描述中,DDE支持类似声波传播的微扰。这些微扰在物质涨落增长和晕偏置中引入尺度依赖性,可用于在暗能量涨落层面测试其动力学性质。对于星系团大小的晕,尺度依赖晕偏置幅度与ΛCDM中无质量中微子产生的相当。利用费舍尔预测对星系数计数的功率谱(P)和双谱(B)进行多示踪分析,发现双谱信息对检测DDE声模引起的尺度依赖性至关重要。对于红移z = 0.5 - 1、体积V ∼ 10 h−3Gpc3的巡天,双示踪P + B分析若暗能量流体声速在cs2 ∼ 10−2 - 10−4范围内可检测到这种尺度依赖性。更低声速会使晕通过声波激发经历引力拖曳力,若一种流体声速极低cs2 ∼ 10−5,此效应会在10%水平影响从星系团大小晕推断的增长率测量。更大声速cs2 > 10−2可用减少散粒噪声并增加有效偏置的最优加权方案探测。

英文摘要:

We investigate the effects of dynamical dark energy (DDE) on the growth of cosmic structure using a two-fluid model. This framework allows the dark energy equation of state to smoothly cross the phantom divide, in agreement with recent DESI results. In this effective description, DDE supports propagating perturbations that behave like sound waves. These perturbations induce a scale dependence in the growth of matter fluctuations and in halo bias, which can be exploited to test the dynamical nature of dark energy at the level of its fluctuations. For cluster-sized halos, the amplitude of the scale-dependent halo bias is comparable to that produced by massless neutrinos in $Λ$CDM. Using a Fisher forecast for a multi-tracer analysis of the power spectrum (P) and bispectrum (B) of galaxy number counts, we find that bispectrum information is essential to detect the scale dependence induced by the DDE sound mode. For a survey of volume $V\sim 10\, h^{-3}{\rm Gpc}^3$ at redshift $z=0.5 - 1$, a two-tracer P+B analysis could detect this scale dependence if the sound speeds of the dark energy fluids are in the range $c_s^2\sim 10^{-2} - 10^{-4}$. Lower sound speeds cause halos to experience a gravitational drag force through the excitations of sound waves. This effect impacts measurements of the growth rate inferred from cluster-sized halos at the 10\% level if one of the fluids has a very low sound speed $c_s^2\sim 10^{-5}$. Larger sound speeds $c_s^2 > 10^{-2}$ could be probed with optimal weighting schemes that reduce shot noise and increase the effective bias.

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