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Fractal cities study based on Remote Sensing images: —Take Huai'an, Jiangsu Province for example

机译:基于遥感图像的分形城市研究:—以江苏省淮安市为例

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Fractal theory promoted by the famous scientist Mandelbrot is widely used to research the fragment and irregular phenomena. Many urban geographers apply the fractal theory in the urban research. According to this, our researches utilize the fractal theory to Remote Sensing images to study the development of the city of Huai'an in Jiangsu Province. Firstly, we chooses the LandSat TM and ETM images in 1988 and 2000 as the main data sources. Then box-counting method is utilized to calculate the city's vector data and Peleg Double Blanket Method is used to get the fractal dimension of the city's image data. As we expected, the fractal dimension value become larger in 2000 compared with in 1988 which indicates that the city's structure needs to be changed exigently at that time. At last, the authors conclude the regularity between urbanization and fractal transformation and suggest some advices for the small city's development.
机译:由著名科学家曼德布罗特(Mandelbrot)提倡的分形理论被广泛用于研究碎片和不规则现象。许多城市地理学家在城市研究中应用了分形理论。据此,我们的研究利用分形理论对遥感影像进行了研究,以研究江苏省淮安市的发展。首先,我们选择1988年和2000年的LandSat TM和ETM图像作为主要数据源。然后使用盒数法计算城市的矢量数据,并使用Peleg Double Blanket方法获得城市图像数据的分形维数。正如我们所预期的那样,与1988年相比,分形维数值在2000年变得更大,这表明当时该城市的结构需要紧急改变。最后,作者总结了城市化与分形转型之间的规律性,并为小城市的发展提出了一些建议。

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