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Validating the MODIS LAI Product by Scaling up LAI Measurements at a VALERI Alpine Meadow Site, China

机译:通过在Valeri高山草地网站上缩放Lai测量来验证Modis Lai产品

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The sampling protocol adopted during a field campaign at an Alpine meadow site (Shandan site), during July 2002 is based on the so-called "Valeri" protocol (VALERI). The field campaign LAI measurements in Shandan are scaled up to 30 × 30 m~2 raster maps based on Landsat ETM+ imagery. Regression analysis is applied to construct empirical transfer functions for the determination of Leaf Area Index (LAI) raster imagery from ETM+ Normalized Difference Vegetation Index (NDVI) and Simple Ratio (SR) data. Subsequently, the scaling up of the LAI raster maps is performed by the aggregation of the 30×30 m~2 data into 1 × 1 km~2 pixels by calculating the average LAI values for the low resolution pixels. The up-scaled data are used to validate the MODIS LAI product at the Shandan site. A power regression model (LA1=23758~*NDVI(3.5216), R~2=0.66, P < 0.01=, established between field measured LAI and ETM+ NDVI, elicits a high statistical significance. A linear regression model (LAI=0.1798~*SR-0.3574, R~2=0.55, P < 0.01= is established between field measured LAI and ETM+ SR. The MODIS LAI product correlates best with the ETM+ LAI transfer function obtained with NDVI data. Its R2 reaches 0.46, its slope 0.97, but the intercept is 0.7, which suggests that MODIS LAI is systematically underestimated. The results illustrate that LAI measured with a LAI-2000 instrument at the VALERI Shandan site leads to an underestimation of the MODIS LAI product. A plausible cause for the systematic underestimation related with the LAI field measurements is discussed.
机译:在2002年7月,阿尔卑斯山草地网站(Shandan Site)的实地运动期间采用的抽样议定书基于所谓的“Valeri”协议(VALERI)。山地的野外活动Lai测量值高达30×30 M〜2栅格地图,基于Landsat ETM +图像。应用回归分析来构建从ETM +归一化差异植被指数(NDVI)和简单比率(SR)数据的叶面积指数(LAI)光栅图像的实证转移函数。随后,通过计算低分辨率像素的平均LAI值,通过将30×30m〜2数据的聚集成1×1km〜2像素来执行LAI光栅映射的缩放。 Up-Scaled数据用于验证Shandan站点的Modis Lai产品。功率回归模型(LA1 = 23758〜* NDVI(3.5216),R〜2 = 0.66,P <0.01 =,在现场测量的LAI和ETM + NDVI之间建立,引发了一个高统计显着性。线性回归模型(LAI = 0.1798〜 * SR-0.3574,R〜2 = 0.55,P <0.01 =在现场测量的LAI和ETM + SR之间建立。MODIS LAI产品最佳地与NDVI数据获得的ETM + LAI传递函数相关联。其R2达到0.46,其斜坡0.97但是,截距为0.7,这表明Modis Lai被系统地低估了。结果说明了用Lai-2000仪器在Valeri Shandan网站上测量的Lai导致Modis Lai产品的低估。系统低估的合理原因讨论了与赖田测量有关。

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