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arXiv 0912.0916astro-ph.CO
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折叠晶状体光通量异常的几何方法

Fold Lens Flux Anomalies: A Geometric Approach

David M. Goldberg, Mary K. Chessey, Wendy B. Harris, Gordon T. Richards

摘要:

我们发展了一种新的方法来研究四倍成像折叠透镜系统中的通量异常。我们表明,在没有子结构,微透镜,或差分吸收,预期的通量比的折叠对可以严格约束,仅使用几何参数。我们将这种技术应用于11个已知的四透镜系统在无线电和红外线,并比较我们的估计的Monte Carlo的基顿,高迪,和彼得斯的结果。我们表明,一个强大的估计从一个平稳变化的潜在的通量比,可以找到,在长波长,这些镜头偏离这个比例几乎肯定包含显着的子结构。

英文摘要:

We develop a new approach for studying flux anomalies in quadruply-imaged fold lens systems. We show that in the absence of substructure, microlensing, or differential absorption, the expected flux ratios of a fold pair can be tightly constrained using only geometric arguments. We apply this technique to 11 known quadruple lens systems in the radio and infrared, and compare our estimates to the Monte Carlo based results of Keeton, Gaudi, and Petters. We show that a robust estimate for a flux ratio from a smoothly varying potential can be found, and at long wavelengths those lenses deviating from from this ratio almost certainly contain significant substructure.

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