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Sharp H I Edges at High z: The Gas Distribution from Damped Lyα to Lyman Limit Absorption Systems

机译:高z处的锋利的H I边缘:从阻尼Lyα到Lyman极限吸收系统的气体分布

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We derive the distribution of neutral and ionized gas in high-redshift clouds, which are optically thick to hydrogen ionizing radiation, using published data on Lyman limit and damped Lyα absorption systems in the redshift range 1.75 ≤ z 3.25. We assume that the distribution of the hydrogen total (H I+H II) column density in the absorbers, NH, follows a power law KN, whereas the observed H I column density distribution deviates from a pure power law as a result of ionization from a background radiation field. We use an accurate radiative transfer code for computing the rapidly varying ratio NH/N as a function of NH. Comparison of the models and observations gave excellent fits with maximum likelihood solutions for the exponent α and X, the value of log when the Lyman limit optical depth along the line of sight is τLL = 1. The slope of the total gas column density distribution with its relative 3 σ errors is α = 2.7 and X = 2.75 ± 0.35. This value of X is much lower than what would be obtained for a gaseous distribution in equilibrium under its own gravity. The ratio η0 of dark matter to gas density, however, is not well constrained since log (η0) = 1.1 ± 0.8. An extrapolation of our derived power-law distribution toward systems of lower column density, the Lyα forest, tends to favor models with log(η0) 1.1 and α ~ 2.7-3.3. With α appreciably larger than 2, Lyman limit systems contain more gas than damped Lyα systems and Lyα forest clouds even more. Estimates of the cosmological gas and dark matter density due to absorbers of different column density at z ~ 2.5 are also given.
机译:我们使用关于Lyman极限和阻尼Redy吸收系统在Redshift范围1.75≤z <3.25中的已发布数据,得出高红移云中的中性和电离气体的分布,这些云在光学上比氢电离辐射厚。我们假设吸收塔中总氢(H I + H II)的柱密度分布遵循幂律KN,而观察到的HI柱密度分布由于纯净离子的电离而偏离纯幂律。背景辐射场。我们使用精确的辐射传递码来计算作为NH函数的快速变化比率NH / N。模型和观测值的比较给出了指数α和X的最大似然解的极佳拟合,当沿视线的Lyman极限光学深度为τLL= 1时,log的值为。其相对3σ误差为α= 2.7和X = 2.75±0.35。 X的该值远低于在其自身重力下平衡时的气体分布所获得的值。然而,由于log(η0)= 1.1±0.8,暗物质与气体密度的比η0并未受到很好的限制。将我们导出的幂律分布推算到较低列密度的系统Lyα林中,倾向于使用log(η0)1.1和α〜2.7-3.3的模型。当α明显大于2时,Lyman极限系统所包含的气体比阻尼的Lyα系统和Lyα森林云所含气体更多。还给出了z〜2.5时不同柱密度的吸收剂对宇宙气和暗物质密度的估计。

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