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基于组合权重-TOPSIS模型的贵州省水资源承载力评价

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以贵州省为研究对象,基于 2010-2020 年水资源公报、统计年鉴数据等相关数据,从水资源、社会、经济、生态环境 4 个方面选取 16 项指标,构建水资源承载力评价指标体系,采用组合权重-TOPSIS模型对研究区 88 个县进行水资源承载力评价分析.结果表明:1)贵州省 2020 年县域水资源承载变化范围为 0.329~0.716,总体水资源承载状况差异显著,较 2010 年水资源承载力有明显提升,且 2020 年水资源承载力呈现黔中区域的水资源承载力较低、周边区域较高的变化趋势,黔东区域水资源承载力最高.2)利用ArcGIS对贵州省县域的水资源承载指数进行全局莫兰指数分析,贵州省县域水资源承载力的莫兰指数为 0.515,z值显著大于临界值 2.58,p值小于显著性水平,贵州省水资源承载指数呈现空间集聚趋势.3)通过地理探测器分析可知,单因子对水资源承载力影响解释力最大的是人均水资源占有量;双因子交互作用下对水资源承载力的影响程度结果显示,人均水资源占有量是水资源承载力的主导因子.
Evaluation and risk identification of water resources carrying capacity in Guizhou Province based on combined weights-TOPSIS model
Based on the 2010-2020 water resources bulletin and statistical yearbook data and other relevant data,taking Guizhou Province as the research object,16 indicators were selected from the four aspects of water resources,society,economy,and ecology to construct a water resources carrying capacity evaluation index system.The TOPSIS model with combined weight was used to conduct a water resources carrying capacity evaluation analysis for the 88 counties in the study area.The results show that:1)The change range of county-level water resources carrying capacity in Guizhou Province in 2020 was 0.329~0.716,and the overall difference in water resources carrying capacity was significant.The water resources carrying capacity in 2020 has been significantly improved compared with that in 2010.In addition,the water resources carrying capacity in the central Guizhou region is lower,while the water resources carrying capacity in the surrounding regions is higher,and the water resources carrying capacity in the Qian'an region is the highest.2)Using ArcGIS,the global Moran index analysis was conducted on the water resources carrying capacity index of Guizhou Province's counties.The Moran index of Guizhou Province's county-level water resources carrying capacity was 0.515,and the z value was significantly greater than the critical value of 2.58,and the p value was less than the significance level.Guizhou Province's water resources carrying capacity index shows a spatial agglomeration trend.3)Through the geographic detector analysis,it can be found that the single factor with the greatest explanatory power for water resources carrying capacity is per capita water resources holding;the result of the influence degree of double factor interaction on water resources carrying capacity shows that per capita water resources holding is the dominant factor of water resources carrying capacity.

Water resources carrying capacitycombined weights-TOPSIS modelhot spot analysisgeographical detectorspatio-temporal distribution revision

叶润成、李茂斌、赵乔、张豪

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中国电建集团贵阳勘测设计研究院有限公司,贵州 贵阳 550025

水资源承载力 组合权重-TOPSIS模型 热点分析 地理探测器 时空特征

贵州省水利厅科技项目中国电建贵阳院科技项目

KT202302YJ2023-11

2024

环境生态学

环境生态学

CSTPCD
ISSN:
年,卷(期):2024.6(7)
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