耦合SOFM与SVM的生态功能分区方法——以鄂尔多斯市为例

doi:10.11821/dlxb201903005

Abstract

Abstract:

It is of great significance to analyze the main environmental issues, coupled with their spatial heterogeneity, and divide the ecological function zones to achieve ecological security and optimization of territory development in a certain region. In recent years, ecological function zoning, widely concerned by scholars, has played a vital role in regional ecosystem management and sustainable development. There arose a problem that the spatial characteristics of ecological functions were hard to be reflected in the previous studies based on spatial average data over basins or geopolitical regions such as counties, cities and provinces. This paper, using the approaches of coupling self-organizing feature map (SOFM) and support vector machine (SVM), attempts to develop an automatic demarcation and zoning approach, and explores the best possible division of ecological functions in the city of Ordos with the index system of ecological function zoning in mind involving the ecosystem services as well as ecological sensitivity. Ordos, which is located in the transitional zone between temperate grasslands and desserts, has become a key research area of global terrestrial ecosystem. The ecological functional zoning indexes indicate that there appears an obvious spatial heterogeneity of ecosystem functions in Ordos. Accordingly, land grids have been clustered into 7 ecological function types by SOFM with clustering quality index (CQI) in view. Hence, Ordos has been divided into 11 ecological function zones owing to the implementation of SVM to identify the optimal division borders, in which the border demarcation is treated as a classification system in spatial domain. The optimal combination of SVM hyperparameters is determined by grid search method. In this study, machine learning algorithm has been adopted to cope with the situation where the bottom-up physical regionalization might weaken the spatial position attribute of the partition features, and to realize the quantitative conversion from classification to partition. It has turned out that such SOFM-SVM-coupled zoning approach could effectively improve the spatial accuracy of the partition, which can be considered as a new way to realize the automatic ecological zoning.

Key words: SVM, clustering quality index, boundary recognition, ecological function zoning, Ordos

Qi MAO, Jian PENG, Yanxu LIU, Wenhuan WU, Mingyue ZHAO, Yanglin WANG. An ecological function zoning approach coupling SOFM and SVM: A case study in Ordos[J].Acta Geographica Sinica, 2019, 74(3): 460-474.

Figures/Tables 8

Fig. 1

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Tab. 1

Computational methods of zoning index

指标	计算模型或思路	计算公式	变量解释
食物供给	农作物、畜产品产量与地块NDVI值之间具有显著的线性关系^[26],因此可以将粮食产量、畜产品产量基于NDVI值分别分配给耕地、草地栅格,对食物产量统计数据进行空间化	$G i = NDV I i NDV I sum × G sum$	i为栅格序号;G_i为第i个栅格所分配的粮食或畜产品产量;G_sum为粮食或畜产品总产量;NDVI_i表示第i个栅格的NDVI值;NDVI_sum为研究区NDVI值之和
碳储存	InVEST模型碳储量模块^[27]	$C total = C above + C below + C soil + C dead$	C_total为总碳储量(t/ha);C_above为地上生物碳(t/ha);C_below为地下生物碳(t/ha);C_soil为土壤碳(t/ha);C_dead为死亡有机碳(t/ha)。模型计算时以各土地利用/覆被类型或植被类型为评估单元,以4种碳库的平均碳密度乘以各评估单元的面积来评估区域生态系统碳储量
产水	InVEST模型产水模块^[27]	$Y x = P x - AET x$	Y(x)为栅格x的年产水(mm);AET(x)、P(x)分别为栅格单元x的年实际蒸发量(mm)、年降水量(mm)
土壤保持	修正的通用土壤流失方程^[28]	$A = R × K × LS × (1 - C × P)$	A为实际土壤侵蚀量(t·ha^-1·a^-1);R为降雨侵蚀力因子;K为土壤可蚀性因子;LS为地形因子,其中L为坡长因子,S为坡度因子;C植被覆盖因子;P为水土保持措施因子
干燥度	Holdridge方法^[29]	$K = PE P$	PE为可能蒸散量(mm);P为降水量(mm)
NDVI	MODND1D月合成产品

Tab. 1

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An ecological function zoning approach coupling SOFM and SVM: A case study in Ordos

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[1]	REN Xiaozong, YANG Xiaoping. Hydrochemical compositions of natural waters inOrdos Deserts and their influencing factors [J]. Acta Geographica Sinica, 2021, 76(9): 2224-2239.
[2]	SONG Naiping, ZHANG Fengrong. The Changing Process and Mechanism of the Farming-grazing Transitional Land Use Pattern in Ordos [J]. Acta Geographica Sinica, 2007, 62(12): 1299-1308.