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首页> 外文期刊>The Astrophysical journal >FLAT DARK MATTER-DOMINATED MODELS WITH HYBRID ADIABATIC PLUS ISOCURVATURE INITIAL CONDITIONS
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FLAT DARK MATTER-DOMINATED MODELS WITH HYBRID ADIABATIC PLUS ISOCURVATURE INITIAL CONDITIONS

机译:混合绝热加等曲率初始条件的扁平暗物质主导模型

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摘要

We investigate the consequences of flat dark matter-dominated cosmogonies with hybrid isocurvature and adiabatic initial perturbations, and with a Harrison-Zel'dovich primordial spectrum normalized to the COBE-Differential Microwave Radiometer (DMR) 2 yr measurements. We show that, while the COBE-DMR data alone shows no preference for a specific admixture of these modes, acceptable combinations are strongly constrained by other observational data. Nevertneless, the character of the initial conditions cannot be uniquely resolved on that basis, and, in some cases, a suitable mixture of both modes still may be used in an attempt to avoid some of the observed problems of purely adiabatic models. Specifically, we consider critical density, cold dark matter (CDM) and mixed dark matter (MDM) models. In the latter case, we show that an isocurvature contribution of order ~50%-60% (when expressed in terms of the contribution to the present-day quadrupole) allows for a reasonably good fit to existing observational data. Low total density CDM-dominated models with any significant admixture of isocurvature mode are excluded, while CDM models with critical total density and hybrid initial conditions do not provide a significantly better fit to the data than purely adiabatic scalar models, and then only if the possibility of high-amplitude pairwise velocities on a 1 h~(-1) Mpc scale is considered.
机译:我们调查了杂色等曲率和绝热初始扰动,以及将哈里森-泽尔多维奇原始光谱归一化为COBE-差动微波辐射计(DMR)2年测量结果的平坦暗物质占主导的宇宙的后果。我们显示,虽然仅COBE-DMR数据不显示对这些模式的特定混合没有偏爱,但可接受的组合受到其他观测数据的强烈限制。不管怎样,不能在此基础上唯一地解决初始条件的特征,并且在某些情况下,仍可以使用两种模式的适当组合来尝试避免某些纯绝热模型的问题。具体来说,我们考虑临界密度,冷暗物质(CDM)和混合暗物质(MDM)模型。在后一种情况下,我们表明等曲率贡献约为50%-60%(用对当前四极的贡献表示)可以很好地拟合现有的观测数据。低总密度的CDM为主的模型(具有等曲率模式的任何显着混合)被排除在外,而具有临界总密度和混合初始条件的CDM模型没有比纯绝热标量模型更好地拟合数据,仅在可能的情况下考虑了1 h〜(-1)Mpc范围内的高振幅成对速度的变化。

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