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基于光学与SAR因子的森林生物量多元回归估算
引用本文:苏华,张明慧,李静,陈修治,汪小钦. 基于光学与SAR因子的森林生物量多元回归估算[J]. 遥感技术与应用, 2019, 34(4): 847-856. DOI: 10.11873/j.issn.1004-0323.2019.4.0847
作者姓名:苏华  张明慧  李静  陈修治  汪小钦
作者单位:1. 福州大学 卫星空间信息技术综合应用国家地方联合工程研究中心、空间数据挖掘与;信息共享教育部重点实验室,福建 福州 3501162. 中国科学院 华南植物园,广东 广州 510650
基金项目:国家自然科学基金项目(41971384);福建省高校杰出青年科研人才培育计划(KJ2017-17);福建省自然科学基金(2017J01657);海西政务大数据应用协同创新中心资助(2015750401);中央引导地方科技发展专项(2017L3012)
摘    要:基于福建省Landsat-8 OLI影像,利用混合像元分解模型从实测样地数据中筛选出“纯净”的植被像元,并将筛选出的样地分为针叶林、阔叶林和混交林3种植被类型,依次提取3种不同植被类型“纯净”植被像元的树高、林龄、坡度属性信息以及对应的光学NDVI、RVI植被因子和合成孔径雷达(SAR)HH、HV极化后向散射因子,分别构成不同植被类型的“含光学特征多元因子”(NDVI、RVI、树高、林龄、坡度)和“含SAR特征多元因子”(HH、HV、树高、林龄、坡度),开展对比研究。采用含光学特征的多元因子回归模型先估测不同植被类型的森林叶生物量,然后根据叶生物量与地上生物量的关系间接估测森林地上生物量。同时,采用含SAR特征的多元因子回归模型直接估测森林的地上生物量。最后,对比分析这两组多元回归模型的估测精度。结果表明:不同植被类型的含光学特征多元回归模型的验证精度(针叶林:R2为0.483,RMSE为29.522 t/hm2;阔叶林:R2为0.470,RMSE为21.632 t/hm2;混交林:R2为0.351,RSME为25.253 t/hm2)比含SAR特征多元回归模型的验证精度(针叶林:R2为0.319,RMSE为28.352 t/hm2;阔叶林:R2为0.353,RMSE为18.991t/hm2;混交林:R2为0.281,RMSE为26.637 t/hm2)略高,说明在福建省森林生物量估算中采用含光学特征的多元回归模型(先估测叶生物量进而间接估测地上生物量)比利用含SAR特征的多元回归模型(直接估测地上生物量)更具优势。

关 键 词:地上生物量  叶生物量  光学特征  SAR特征  多元因子  
收稿时间:2018-06-15

Forest Biomass Estimation Using Multiple Regression with Optical and SAR Features: A Case Study in Fujian Province
Hua Su,Minghui Zhang,Jing Li,Xiuzhi Chen,Xiaoqin Wang. Forest Biomass Estimation Using Multiple Regression with Optical and SAR Features: A Case Study in Fujian Province[J]. Remote Sensing Technology and Application, 2019, 34(4): 847-856. DOI: 10.11873/j.issn.1004-0323.2019.4.0847
Authors:Hua Su  Minghui Zhang  Jing Li  Xiuzhi Chen  Xiaoqin Wang
Affiliation:1. Key Laboratory of Spatial Data Mining and Information Sharing of Ministry of Education, National & Local Joint Engineering Research Center of Satellite Geospatial Information Technology, Fuzhou University, Fuzhou 350116, China;2. South China Botanical Garden, Chinese Academy of Sciences, Guangzhou 510650, China
Abstract:Using Landsat-8 OLI images and 296 survey samples in Fujian province, we extracted pure vegetation pixels biased on pixel unmixing models, and divided the samples into coniferous forest, broad-leaved forest and mixed forest, then employed tree height, plantation age and slope as attribute information from pure vegetation samples, and also extracted NDVI, RVI form Landsat8 OLI, and HV, HH backscatter coefficient form SAR image, so as to compose multiple factors with optical features (NDVI, RVI, tree height, plantation age, slope) and SAR features (HH, HV, tree height, plantation age, slope) for comparison study. Since optical remote sensing can only observe vegetation canopy information rather than the whole vegetation information, we firstly estimated the leaf biomass by using multiple regression with optical features, then estimated the above-ground biomass indirectly in line with the relationship between above-ground biomass and leaf biomass. Since SAR L-band with long wavelength can penetrate the canopy and directly observe the whole vegetation information above the ground, we used multiple regression with SAR features to directly estimate the above-ground biomass. Finally, we analyzed and compared the estimation accuracy from the two regression methods. The result shows that the estimation accuracy from multiple regression with optical features (coniferous forest: R2=0.483, RMSE=29.522 t/hm2; broad-leaved forest: R2=0.470, RMSE=21.632 t/hm2; mixed forest: R2=0.351, RSME=25.253 t/hm2) is higher than that from multiple regression with SAR features (coniferous forest: R2=0.319, RMSE=28.352 t/hm2; broad-leaved forest: R2=0.353, RMSE=18.991 t/hm2; mixed forest: R2=0.281, RMSE=26.637 t/hm2), suggesting the indirect above-ground biomass estimation from multivariate regression with optical information is more suitable than direct above-ground estimation from multivariate regression with SAR information in Fujian Province.
Keywords:Above-ground biomass  Leaf biomass  Optical features  SAR features  Multivariate factor  
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