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arXiv 2602.04765astro-ph.GA
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恒星形成星系中尘埃吸收的演化:基于紫外斜率、恒星质量及红移至$z \sim 5$

Evolution of dust attenuation in star-forming galaxies with UV slope, stellar mass, and redshift out to $z \sim 5$

Nicolaus Copernicus University(尼古拉·哥白尼大学);University of Edinburgh(爱丁堡大学);National Centre for Nuclear Research(国家核研究中心);Adam Mickiewicz University(亚当·密茨凯维奇大学)

J. V. Wijesekera, M. P. Koprowski, J. S. Dunlop, K. Lisiecki, D. J. McLeod, R. J. McLure, M. J. Michałowski, M. Solar

AI总结:

研究通过分析恒星形成星系的尘埃吸收,推导出IRX与紫外斜率、恒星质量及红移的关系,揭示了质量增长与尘埃吸收的关联。

摘要:

目标。我们推导出红外辐射强度(IRX)与紫外斜率$β$、恒星质量$M_*$及红移至$z \simeq 5$之间的依赖关系,并建立了一种可以用于校正紫外/光学选定星系样本中尘埃吸收效应的连续函数关系。方法。本研究基于$K$波段选定的约$10^5$个恒星形成星系样本,这些星系在UDS和COSMOS区域被检测到。静止源和已知的恒星burst被去除,通过在远红外Herschel和JCMT地图上进行堆叠来确定红外辐射强度。紫外斜率通过光谱能量分布(SED)拟合找到,堆叠的IRX值通过在$β$、$M_*$和红移的bin中取个体IRX测量值的中位数来推导。结果。虽然我们最佳拟合的IRX-$β$关系与Calzetti型吸收曲线在$β\gtrsim -1$时一致,但在更蓝的值下,IRX似乎由于不同的质量完整性限制而随红移增加。当在恒星质量分箱中推导IRX-$β$关系时,发现系统性的趋势,其中消光定律的有效斜率随着质量的增加而逐渐变浅。我们通过将红光定律的斜率$ dA_{1600}/dβ $作为$\log(M_*/{\rm M}_\odot)$的二次函数纳入IRX-$β$关系中。将IRX表示为恒星质量的函数,我们发现一种紧密的相关性,其中IRX随着质量单调上升,但在$z\lesssim 2-3$时表现出明显的高质量转折点,这与大质量系统中冷气体吸积受抑制和尘埃增长一致。

英文摘要:

Aims. We derive a dependence of the IRX on UV slope $β$, stellar mass $M_\ast$, and redshift out to $z \simeq 5$, and establish consistent functional relations that can be used for correcting the UV/optical-selected galaxy samples for the effects of dust absorption. Methods. This work is based on a $K$-band selected sample of $\sim 10^5$ star-forming galaxies detected in the UDS and COSMOS fields. Quiescent sources and known starbursts are removed, and the IR luminosities are established through stacking in FIR {\it Herschel} and JCMT maps. UV slopes are found from SED fits and stacked IRX values are derived by taking the median of individual IRX measurements in bins of $β$, $M_\ast$ and redshift. Results. While our best-fit IRX-$β$ relation is consistent with a Calzetti-like attenuation curve at $β\gtrsim -1$, at bluer values the IRX seems to increase with redshift due to different mass-completeness limits imposed. When deriving the IRX-$β$ relation in stellar-mass bins, a systematic trend is found, where the effective slope of the attenuation law becomes progressively shallower with increasing mass. We incorporate this into the IRX-$β$ relation through the slope of the underlying reddening law, $dA_{1600}/dβ$, being a quadratic function of $\log(M_\ast/{\rm M_\odot})$. Expressing IRX as a function of the stellar mass we find a tight correlation, with IRX rising monotonically with mass but exhibiting a clear high-mass turnover at $z\lesssim 2-3$, consistent with suppressed cold-gas accretion and dust growth in massive systems.

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