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生态学杂志 ›› 2023, Vol. 42 ›› Issue (9): 2296-2304.doi: 10.13292/j.1000-4890.202309.004

• 技术与方法 • 上一篇    

基于分数阶微分光谱指数的银川平原土壤含盐量反演

陈睿华1,王怡婧1,张俊华2*,尚天浩1


  

  1. (1宁夏大学地理科学与规划学院, 银川 750021; 2宁夏大学生态环境学院, 西北土地退化与生态恢复国家重点实验室培育-基地/西北退化生态系统恢复与重建教育部重点实验室, 银川 750021)

  • 出版日期:2023-09-10 发布日期:2023-09-05

Inversion of soil salinity in Yinchuan Plain based on fractional-order differential spectral index.

CHEN Ruihua1, WANG Yijing1, ZHANG Junhua2*, SHANG Tianhao1   

  1. (1College of Geography and Planning, Ningxia University, Yinchuan 750021, China; 2Breeding Base for Sate Key Laboratory of Land Degradation and Ecological Restoration in Northwest China/Key Laboratory for Restoration and Reconstruction of Degraded Ecosystems in Northwest China of Ministry of Education, School of Ecology and Environment, Ningxia University, Yinchuan 750021, China).

  • Online:2023-09-10 Published:2023-09-05

摘要: 土壤盐渍化是制约我国干旱半干旱地区农业生产、粮食安全和可持续性发展的重要因素之一。为探寻更优的高光谱数据反演土壤含盐量的方式,本研究以银川平原为研究区,以高光谱反射率和实测土壤含盐量为数据源,对原始反射率进行分数阶微分变换,利用二维光谱指数筛选敏感参量,建立土壤含盐量的多元线性回归(MLR)和支持向量机(SVM)模型(样品n=133)。结果表明:微分变换可以有效增强高光谱信息对土壤含盐量的响应,整数阶以1阶微分效果最优,相关系数为0.486;分数阶以0.9阶效果最优,相关系数为0.461;通过分数阶微分与二维光谱指数筛选的特征波段组合与土壤含盐量的相关性较一维波段更高;SVM模型的精度优于MLR模型,两种模型皆以1.1阶精度最佳,其中SVM模型验证决定系数(Rp2)、均方根误差(RMSE)和相对分析误差(RPD)分别为0.839、0.96和2.46;MLR模型Rp2、RMSE和RPD分别为0.730、1.32和1.79;通过反距离权重法的SVM插值图可以较好地预测银川平原的土壤含盐量状况。研究结果可为提高土壤含盐量的高光谱反演精度提供科学支撑,为盐碱地的准确诊断和改良利用提供基础。


关键词: 土壤含盐量, 分数阶微分, 光谱指数, 高光谱

Abstract: Soil salinization is one of the important factors restricting agricultural production, food security, and sustainable development in arid and semi-arid areas of China. With Yinchuan Plain as the research area, we tried to improve the way for hyperspectral data inversion of soil salinity based on data of hyperspectral reflectance and measured soil salinity. The original reflectance was processed with fractional-order differential transformation. Multiple linear regression (MLR) and support vector machine (SVM) models of soil salinity (with a sample size of 133) were established by using a twodimensional spectral index to screen sensitive parameters. Differential transformation can effectively enhance the response of hyperspectral information to soil salinity, and the integer order differential of first order had the best effect, with a correlation coefficient of 0.486. The effect of fractional-order differential order 0.9 was the best, with a correlation coefficient of 0.461. The combination of characteristic bands screened by fractional-order differential and two-dimensional spectral index had a stronger correlation with soil salinity than that of one-dimensional bands. The accuracy of the SVM model was better than that of the MLR model. The accuracy of the two models with order 1.1 was the best, with the Rp2, RMSE and RPD being 0.839, 0.96, and 2.46 for the SVM model, and 0.730, 1.32, and 1.79 for MLR model, respectively. The inverse distance weight method of the SVM interpolation can better predict soil salinity in Yinchuan Plain, providing scientific support for improving the accuracy of hyperspectral inversion of soil salinity and a basis for accurate diagnosis, improvement and utilization of saline-alkali  lands.


Key words: soil salinity, fractional-order differential, spectral index, hyperspectrum.