土地利用

土地利用监测适宜尺度选择方法研究 ———以塔里木河流域为例

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  • 1. 中国科学院新疆生态与地理研究所, 乌鲁木齐830011;
    2. 新疆塔里木河流域管理局, 库尔勒841300;
    3. 中国科学院研究生院, 北京100039
赵金(1980-), 女, 在读博士, 主要研究方向定量遥感及尺度效应。E-mail: zhao_jin@yeah.net

收稿日期: 2006-12-20

  修回日期: 2007-03-12

  网络出版日期: 2007-06-25

基金资助

国家自然科学基金项目(40571030); 中国科学院西部行动计划(KZCX2-XB2-03); 世界银行及国家重点工程项 目(TTTQ-126; TTTQ-128); 中科院知识创新工程项目

Choice of Appropr iate Scale for Land Use Monitoring: A Case of the Tarim River Basin

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  • 1. Xinjiang Institute of Ecology and Geography, CAS, Urumqi 830011, China;
    2. Xinjiang Management Bureau of Tarim River, Korla 841300, China;
    3. Graduate School of the Chinese Academy of Sciences, Beijing 100039, China

Received date: 2006-12-20

  Revised date: 2007-03-12

  Online published: 2007-06-25

Supported by

National Natural Science Foundation of China, No.40571030; Western Action Program of CAS (KZCX2-XB2-03); World Bank and National Key Project, No.TTTQ-126; No.TTTQ-128; Knowledge Innovation Program of CAS

摘要

适宜尺度选择是生态学、地理学等学科的重要问题之一。在不同的研究目的下, 尺度选择的方法和标准也随之变化。以塔里木河流域20 世纪50 年代土地利用数据为例, 将面积 作为尺度选择的参数, 统计斑块面积分布直方图, 然后计算9 种比例尺(1:2 000 000, 1:1 000 000, 1:500 000, 1:250 000, 1:100 000, 1:50 000, 1:25 000, 1:10 000 和1:5 000) 下的归一化尺度方差, 最后结合Shannon-Weaver 景观多样性指数、Simpson 多样性指数和分维 数补充归一化尺度方差的结果, 探讨塔里木河流域土地利用的空间分布特征和尺度规律。结果如下: ① 归一化尺度方差值显示塔里木河干流50 年代土地利用监测适宜尺度为1:50 000 比例尺(约20km×20km 网格大小), 除沙地适宜尺度在1:100 000 比例尺外, 有林地、灌木林地和盐碱地的适宜比例尺均在1:50 000 比例尺上; ② Shannon-Weaver 多样性指数、Simpson 多样性指数和分维数结果表明盐碱地的多样性指数的适宜尺度与归一化尺度方差结果相同, 沙地的多样性指数与归一化尺度方差的适宜尺度域相同, 有林地和灌木林地多样性指数最优尺度在1:10 000 比例尺与归一化尺度方差结果不同; ③ 沙地和盐碱地的分维数在1:10 000 比 例尺处有明显的上升, 沙地达到最大值1.35, 而在其他尺度分维数值接近, 有林地和灌木林地则在各个尺度分维数值接近, 且值不超过1.2。

本文引用格式

赵金, 陈曦, 包安明, 段远斌 . 土地利用监测适宜尺度选择方法研究 ———以塔里木河流域为例[J]. 地理学报, 2007 , 62(6) : 659 -668 . DOI: 10.11821/xb200706011

Abstract

After wastelands reclamation in the Tarim River Basin in recent 50 years, one third of the stream flow in the Tarim River (the longest continental river in China) has been cut off. The natural ecosystems are seriously degenerated, and the situation of land use is tempestuously changed. Therefore, it is urgent to resolve the problems that whether there exist the changing laws of scales and what kinds of scales are suitable in monitoring land use. Adaptive choice of scale is one of the important issues in ecology and geography. In different studies, the choice of methods and standards vary with purpose. This article summarized methods on how to choose appropriate scale based on land-use data of the Tarim River Basin in Xinjiang of China in the 1950s. Regarding the areas of land use types as the scales, the parameters are selected, the histograms of the areas of patches are charted, and then normalized scale variance calculated under 9 scales (1:2 000 000, 1:1 000 000, 1:500 000, 1: 250 000, 1:100 000, 1:50 000, 1:25 000, 1:10 000 and 1:5 000), furthermore, some landscape indexes of patch area counted to examine and add result of normalized scale variance as well, which include Shannon-Weaver's landscape diversity index, Simpson's diversity index and fractal dimension respectively. The scale laws of general land use and 4 main land use types including woodlands, shrub land, sandy land and saline or alkaline lands in the mainstream area of the Tarim River are lucubrated by interpreting the land use data in the 1950s. The result showed that: (1) Normalized scale variance of the Tarim River reached maximum at scale of 1:50 000 in the 1950s, that 20km×20km grid sizes, diversity of patch size at 1:50 000 richer than in other scale's, so 1:50 000 used as appropriate scale of the Tarim River. In addition to appropriate scale of sandy land at scale of 1:100 000, the optimal scale of woodland, shrub land and saline land is at 1:50 000. (2) Shannon-Weaver's diversity index, Simpson's diversity index and fractal dimension of saline land have the same results as normalized scale variance. Diversity indexes and normalized scale variance of sand land proved the appropriate scale being in the same scale domain. It is noticed that there is a significant difference in woodland and shrub land. The optimal scale of diversity indexes are at 1:10 000 rather than 1:50 000. (3) Fractal dimension of sandy land and saline land showed a marked increase and up to 1.35 at 1:10 000 and similar at other levels, however, fractal dimension of woodland and shrub land are close at all scale levels and no more than 1.2, which reveals that hierarchical structure areas of sandy land and saline land are probably changed at scale of 1:10 000, while woodlands and shruby lands's are distributed under the same hierarchical structure in the region.

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