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首页> 外文期刊>Chinese Journal of Astronomy and Astrophysics >Rhombic Cell Analysis-A New Way of Probing the Large-Scale Structure of the Universe. I. General Considerations
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Rhombic Cell Analysis-A New Way of Probing the Large-Scale Structure of the Universe. I. General Considerations

机译:菱形细胞分析-探索宇宙大型结构的新方法。一,一般考虑

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摘要

A new way of probing the large-scale structure of the universe is proposed. Space is partitioned into cells the shape of rhombic dodecahedron. The cells are labelled "filled" or "empty" according as they contain galaxies or not. The cell size is so chosen as to have nearly equal numbers of filled and empty cells for the given galaxy sample. Two observables on each cell are definable: the number of its like neighbors, n_1, and a two-suffixed topological type τ, the suffixes being the numbers of its like and unlike neighbor-groups. The frequency distributions of n_1 and τ in the observed set of filled (empty) cells are then considered as indicators of the morphology of the set. The method is applied to the CfA catalogue of galaxies as an illustration. Despite its limited size, the data offers evidence 1) that the empty cells are more strongly clustered than the filled cells, and 2) that the filled cells, but not the empty cells, have a tendency to occur in sheets. Further directions of development both in theory and application are indicated.
机译:提出了一种探索宇宙大规模结构的新方法。空间被分成菱形十二面体形状的细胞。这些细胞根据是否包含星系而被标记为“已填充”或“空”。像元大小的选择应使给定星系样本的填充和空像元数量几乎相等。每个单元上的两个可观察对象是可定义的:其相似邻居的数量n_1,以及两个后缀的拓扑类型τ,后缀是其相似但不相似的邻居组的数量。然后将观察到的填充(空)单元格集合中n_1和τ的频率分布视为该集合形态的指标。该方法作为示例应用于星系CfA目录。尽管其大小有限,但数据提供了以下证据:1)空单元比填充单元更强地聚集,以及2)填充单元(而不是空单元)倾向于在薄片中发生。指出了理论和应用的进一步发展方向。

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