分形几何在景德镇古窑区巷弄空间量化分析中的应用

Application of Fractal Geometry in Quantitative Analysis of the Spatial Alleys in the Ancient Kiln Area of Jingdezhen

目前,国内对于传统村落空间的研究呈现出细致化、科学化、量化的发展趋势.在此背景下,本文以景德镇御窑厂古窑区内的9条主要巷弄作为重点研究对象,引入分形几何的理论,重点探讨了分维值的计算方法,以与巷弄本身发生关系的建筑边界作为巷弄空间的边界,对古窑区内巷弄空间的复杂程度进行量化研究,并分析了影响巷弄空间形态复杂的主要因素.研究结论对于传统巷弄的保护与更新设计提供了数据支持和建议.

Presently,the research of the domestic traditional village space shows a detailed,scientific,quantitative trend.In such contest this study selects nine main alleyways in the ancient kiln area of the Jingdezhen Imperial Kiln Factory as the key research object.Based on the theory of fractal geometry,the calculation method of fractal dimension is emphatically discussed.And a quantitative research is performed on the complexity of alley space in the ancient kiln area,taking the lines separating the alleyways space from the buildings around as the boundary.and the factors that affect the complexity of alley space are analyzed.The research results provide data supports and some suggestionsfor the protection of traditional alleys.