COMPACT GROUPS OF GALAXIES WITH COMPLETE SPECTROSCOPIC REDSHIFTS IN THE LOCAL UNIVERSE

IF 1.1 4区 物理与天体物理 Q3 ASTRONOMY & ASTROPHYSICS
J. Sohn, H. Hwang, M. Geller, A. Diaferio, K. Rines, M. Lee, Gwang-Ho Lee
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引用次数: 16

Abstract

Dynamical analysis of compact groups provides important tests of models of compact group formation and evolution. By compiling 2066 redshifts from FLWO/FAST, from the literature, and from SDSS DR12 in the fields of compact groups in McConnachie et al. (2009), we construct the largest sample of compact groups with complete spectroscopic redshifts in the redshift range 0.01 −1 kpc, smaller than the radii typically sampled by members of massive clusters of galaxies. The physical properties of our sample compact groups include size, number density, velocity dispersion, and local environment; these properties slightly differ from those derived for the original Hickson compact groups and for the DPOSS II compact groups. Differences result from subtle differences in the way the group candidates were originally selected. The abundance of the compact groups changes little with redshift over the range covered by this sample. The approximate constancy of the abundance for this sample is a potential constraint on the evolution of compact groups on a few Gigayear timescale .
在局部宇宙中具有完全光谱红移的致密星系群
紧群的动力学分析为紧群的形成和演化模型提供了重要的检验。通过编译来自FLWO/FAST、文献和SDSS DR12在McConnachie et al.(2009)的致密群领域的2066个红移,我们构建了最大的致密群样本,其完全光谱红移范围为0.01 - 1 kpc,小于大质量星系团成员通常采样的半径。我们的样品致密群的物理性质包括大小、数量密度、速度弥散和局部环境;这些性质与原始希克森紧群和DPOSS II紧群的性质略有不同。这些差异是由最初选择小组候选人的方式的细微差异造成的。在本样本覆盖的范围内,紧星团的丰度随红移变化不大。该样品丰度的近似恒定性是在几十亿年时间尺度上致密群演化的一个潜在约束。
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来源期刊
Journal of the Korean Astronomical Society
Journal of the Korean Astronomical Society 地学天文-天文与天体物理
CiteScore
1.30
自引率
10.00%
发文量
0
审稿时长
>12 weeks
期刊介绍: JKAS is an international scientific journal publishing papers in all fields of astronomy and astrophysics. All manuscripts are subject to the scrutiny of referees. Manuscripts submitted to JKAS must comply with the ethics policy of JKAS. Six regular issues are published each year on February 28, April 30, June 30, August 31, October 31, and December 31. One year''s issues compose one volume.
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