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arXiv 1509.03310astro-ph.CO
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时延宇宙学:增加角直径距离的杠杆作用

Time-delay Cosmography: Increased Leverage with Angular Diameter Distances

Inh Jee, Eiichiro Komatsu, Sherry H. Suyu, Dragan Huterer

摘要:

强透镜时滞系统通过所谓的时滞距离和到透镜的角直径距离来约束宇宙学参数。在以前的研究中,只使用了以前的信息。在本文中,我们表明,宇宙学约束显着改善时,后者的信息也包括在内。具体来说,角直径距离在打破宇宙曲率和暗能量的时变状态方程之间的简并性方面起着至关重要的作用。基于对正在进行的/未来的成像调查的期望,使用55个明亮的四极透镜系统的模拟样本,我们发现,将角直径距离信息添加到普朗克的时延距离信息和宇宙微波背景数据中,将对常数状态方程的约束提高了30%,对状态方程中的时间变化的约束提高了两倍,而在平坦的$Λ$ CDM模型中,哈勃常数的系数为2。因此,以前对时滞系统的统计能力的预测被大大低估了,即,时间延迟系统比以前认识到的更强大。

英文摘要:

Strong lensing time-delay systems constrain cosmological parameters via the so-called time-delay distance and the angular diameter distance to the lens. In previous studies, only the former information was used. In this paper, we show that the cosmological constraints improve significantly when the latter information is also included. Specifically, the angular diameter distance plays a crucial role in breaking the degeneracy between the curvature of the Universe and the time-varying equation of state of dark energy. Using a mock sample of 55 bright quadruple lens systems based on expectations for ongoing/future imaging surveys, we find that adding the angular diameter distance information to the time-delay distance information and the cosmic microwave background data of Planck improves the constraint on the constant equation of state by 30%, on the time variation in the equation of state by a factor of two, and on the Hubble constant in the flat $Λ$CDM model by a factor of two. Therefore, previous forecasts for the statistical power of time-delay systems were significantly underestimated, i.e., time-delay systems are more powerful than previously appreciated.

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