城市地理

以建成区面积表征的中国城市规模分布

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  • 中国科学院地理科学与资源研究所,北京100101
谈明洪 (1970-), 男, 博士生。主要从事土地利用/土地覆被变化研究. E-mail: tanmh@igsnrr.ac.cn

收稿日期: 2002-08-17

  修回日期: 2003-01-10

  网络出版日期: 2003-03-25

基金资助

中国科学院知识创新工程项目 (KZCX2-310); 欧盟项目 (ICA4-CT-2001-10085); 中国科学院研究生科学与社会实践资助专项创新类

Distribution of China City Size Expressed by Urban Built-up Area

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  • Institute of Geographic Sciences and Natural Resources Research, CAS, Beijing 100101, China

Received date: 2002-08-17

  Revised date: 2003-01-10

  Online published: 2003-03-25

Supported by

Knowledge Innovation Project of CAS, No.KZCX2-310; EU project, No.ICA4-CT-2001-10085; Special support project of CAS for post-graduate practice

摘要

选择1990~2000年中国城市用地面积位于前200位的地级及地级以上的城市用地资料,把运用在城市人口规模上的位序-规模法则移植到城市用地上,分析了城市土地利用规模的变化规律。然后运用分形理论,阐释了城市用地的位序-规模曲线。结果显示:(1)以建成区面积作为衡量城市规模的指标,中国城市规模分布符合位序-规模法则,拟合曲线的判定系数都在0.95以上;(2)根据位序-规模曲线的形态,中国城市按建成区面积可分为3类:用地面积>200 km2的大城市,50~200 km2的中等城市和<50 km2的小城市;(3)城市建成区用地的位序-规模曲线有平行向前推进的特点,这为预测我国未来城市建成区用地规模提供很好的基础;(4)中国位于前200位的城市用地规模分布的均衡度不断增强,城市建成区用地规模总量持续增加。

本文引用格式

谈明洪,吕昌河 . 以建成区面积表征的中国城市规模分布[J]. 地理学报, 2003 , 58(2) : 285 -293 . DOI: 10.11821/xb200302016

Abstract

China has experienced a rapid urbanization process during the past two decades because of its fast-growing economy. In the near future, the urbanization process will be accelerated due to promotion of governments at different levels. As a major type of land use change, urban expansion, because of its potential impact on croplands, has become one of the top concerns in land planning, land management and food security of China. This paper analyzed changes in urban built-up area of 200 major cities in the 1990s, using the rank-size law, which is often employed in the study of city's population size distribution. Then, we explained the rank-size curves using theory of fractal and the results include the following several aspects. Firstly, the city size distribution in terms of urban built-up area perfectly accorded with rank-size rule, and the coefficient of determination (R2) were all more than 0.95. Secondly, according to the curve shape, we claimed that Chinese cities could be divided into three categories, i.e., large cities with an area of more than 200 km2, medium-sized cities with an area between 50 and 200 km2, and small cities, with an area of less than 50 km2. Thirdly, the China's city system in terms of built-up area is relatively well developed. and the rank-size distribution curve therefore moved in a parallel evolution manner from 1990 to 2000. Fourthly, the rank-size distribution curve revealed that the rate of urban land expansion was markedly different among these three groups of cities during the past decade. At last, this study suggested that the rank-size law could be a good tool to predict future urban expansion in China.

参考文献


[1] Cai Yunlong, Fu Zeqiang, Dai Erfu. The minimum areas per capita of cultivated land and its implication for the optimization of land resources allocation. Acta Geographica Sinica, 2002, 57(2): 127-134.
[蔡运龙, 傅泽强, 戴尔阜. 区域最小人均耕地面积与耕地资源的调控. 地理学报, 2002, 57(2): 127-134.]

[2] Zhao Yongge. The significant of a talk during the century supersession: the state of Chinese cultivated land, grain and land-use. Urban Research, 1999, (4): 5-11.
[赵永革. 世纪之交的重大话题, 城市研究, 1999, (4): 5-11.]

[3] Makse A H. Modeling urban growth patterns with correlated percolation. Physical Review E, 1998, 58(6): 7054-7062.

[4] Dami?仳n H Z, Susanna C M. Role of intermittency in urban development: a model of large-scale city formation. Physical Review Letters, 1998, 79(3): 523-526.

[5] Schweitzer F, Steinbrink J. Estimation of megacity growth: simple rules versus complex phenomena. Applied Geography, 1998, 18(1): 69-81.

[6] David T H, Colin J T. Urban Geography, 1982, 91-96.

[7] Zhou Yixing. Urban Geography. Beijing: The Commercial Press, 1995. 255-275; 287-294.
[周一星. 城市地理学. 北京: 商务印书馆, 1995. 255-275; 287-294.]

[8] Carlos M U. A simple and efficient test for Zipf's law. Economics Letters, 2000, 66: 257-260.

[9] Chen Yanguang, Liu Jisheng. Reconstructing Steindl's model: from the law of allometric growth to the rank-size of urban system. Scientia Geographica Sinica, 2001, 21(5): 412-416.
[陈彦光, 刘继生. 城市系统的异速生长关系与位序-规模法则——对Steindl模型的修正与发展. 地理科学, 2001, 21(5): 412-416.]

[10] Wu Zongqing, Dai Xuezhen, Yang Wuyang. On rconstruction of Pareto formal and its relationship with development of urban system. Human Geography, 2000, 15(1): 15-19.
[仵宗卿, 戴学珍, 杨吾扬. 帕雷托公式重构及其与城市体系演化. 人文地理, 2000, 15(1): 15-19.]

[11] Chen Yanguang, Yu Bin. Fractal models of interaction among the cities in the urban system of north Henan Province. Journal of Xinyang Teachers College (Natural Science Edition), 1997, 10(4): 38-43.
[陈彦光, 余斌. 豫北地区城市体系相关作用的分形模式. 信阳师范学院学报 (自然科学版), 1997, 10(4): 38-43.]

[12] John R S. An Introduction to Urban Geography. Routledge & Kegan Paul, 1984. 50-51.

[13] Matteo Marsili, Yi-Cheng Zhang. Interacting individuals leading to Zipf's Law. Physical Review Letters, 1998, 80(12): 2741-2744.

[14] Liu Jisheng, Chen Yanguang. A preliminary study of fractal features size distribution of cities in Northeast China. Human Geography, 1999, 14(3): 1-6.
[刘继生, 陈彦光. 东北地区城市规模分布的分形特征. 人文地理, 1999, 14(3): 1-6.]

[15] Liu Jisheng, Chen Yanguang. Fractal studies of urban geography in the past and future. Scientia Geographica Sinica, 2000, 20(2): 166-171.
[刘继生, 陈彦光. 城市地理学的分形研究的回顾与前瞻. 地理科学, 2000, 20(2): 166-171.]

[16] Dai Hezhi. Study on the type of urban scale distribution and its developing mechanism in China. Human Geography, 2001, 16(5): 40-43.
[代合治. 中国城市规模分布类型及其形成机制研究. 人文地理, 2001, 16(5): 40-43.]

[17] Chen Yanguang, Huang Kun. The fractal dimension of urban form: theoretical approach and practical significance. Journal of Xinyang Teacher's College (Natural Science Edition), 2002, 15(1): 62-67.
[陈彦光, 黄昆. 城市形态的分形维数——理论探讨和实践教益. 信阳师范学院学报 (自然科学版), 2002, 15(1): 62-67.]

[18] Chen Yong, Chen Rong, Ai Nanshan et al. Fractal study of urban size. Economic Geography, 1993, 13(3): 48-53.
[陈勇, 陈嵘, 艾南山 等. 城市规模的分形研究. 经济地理, 1993, 13(3): 48-53.]

[19] Yue Wenze, Xu Jianhua. Application of fractal geometry theory in the study of human geography. Geography and Territorial Research, 2001, 17: 48-53.
[岳文泽, 徐建华. 分形理论在人文地理学忠的应用研究. 地理学与国土研究, 2001, 17(2): 51-56.]

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