AI Article Synopsis

  • The study focuses on urban spatial form analysis, emphasizing the limitations of traditional fractal research in visualizing architectural spaces and their development trends.
  • The research simplifies urban architectural forms, establishing correlations with fractal dimensions, and finds that Zhengzhou City exhibits distinct fractal characteristics in its layout.
  • The findings reveal a decreasing fractal dimension from the inner to outer urban rings, akin to tree growth rings, highlighting differences in building fractal dimensions based on urban expansion directions, thereby offering insights for optimizing urban spatial forms.

Article Abstract

The analysis of urban spatial form is the basic research of urban development. Traditional fractal research often focuses on the urban spatial layout, which cannot visually express the specific form, change characteristics and development trend of urban architectural spaces.The urban architectural form is simplified and the basic architectural form templates are extracted, and then, the correlations between architecture form and fractal dimension are built. The results of the case study show that the architectural layout of Zhengzhou City exhibits obvious fractal characteristics, and the combination of the two-dimensional and three-dimensional fractal dimensions is helpful for comprehensively revealing the architectural layout information. Moreover, the fractal dimension of buildings shows that the gradient from the inner to outer ring decreases, similar to the 'annual growth rings' of trees. Obvious differences exist in the fractal dimensions of urban buildings in different directions, reflecting the urban expansion direction. This study promotes the visualization of fractal theory and the expression of fractal theory in spatial gradient, providing theoretical and data reference for urban spatial form optimization.

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Source
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC9733843PMC
http://journals.plos.org/plosone/article?id=10.1371/journal.pone.0277169PLOS

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