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首页> 外文期刊>Remote Sensing >Analysis of the Scaling Effects in the Area-Averaged Fraction of Vegetation Cover Retrieved Using an NDVI-Isoline-Based Linear Mixture Model
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Analysis of the Scaling Effects in the Area-Averaged Fraction of Vegetation Cover Retrieved Using an NDVI-Isoline-Based Linear Mixture Model

机译:基于NDVI-等值线的线性混合模型获取的植被覆盖面积平均比例的尺度效应分析

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The spectral unmixing of a linear mixture model (LMM) with Normalized Difference Vegetation Index (NDVI) constraints was performed to estimate the fraction of vegetation cover (FVC) over the earth’s surface in an effort to facilitate long-term surface vegetation monitoring using a set of environmental satellites. Although the integrated use of multiple sensors improves the spatial and temporal quality of the data sets, area-averaged FVC values obtained using an LMM-based algorithm suffer from systematic biases caused by differences in the spatial resolutions of the sensors, known as scaling effects. The objective of this study is to investigate the scaling effects in area-averaged FVC values using analytical approaches by focusing on the monotonic behavior of the scaling effects as a function of the spatial resolution. The analysis was conducted based on a resolution transformation model introduced recently by the authors in the accompanying paper (Obata et al., 2012). The maximum value of the scaling effects present in FVC values was derived analytically and validated numerically. A series of derivations identified the error bounds (inherent uncertainties) of the averaged FVC values caused by the scaling effect. The results indicate a fundamental difference between the NDVI and the retrieved FVC from NDVI, which should be noted for accuracy improvement of long-term observation datasets.
机译:进行了线性归一化植被指数(NDVI)约束的线性混合模型(LMM)的光谱解混,以估计地球表面植被覆盖率(FVC)的比例,以利于使用一套方法进行长期的表面植被监测环保卫星。尽管集成使用多个传感器可以改善数据集的空间和时间质量,但是使用基于LMM的算法获得的面积平均FVC值会遭受由传感器的空间分辨率差异(称为缩放效应)引起的系统性偏差。这项研究的目的是使用分析方法来研究面积平均FVC值中的缩放效应,方法是关注缩放效应的单调性作为空间分辨率的函数。该分析是基于作者最近在随附论文中介绍的分辨率转换模型进行的(Obata等人,2012)。 FVC值中存在的缩放效应的最大值是通过分析得出的,并经过了数值验证。一系列推导确定了由缩放效应引起的平均FVC值的误差范围(固有不确定性)。结果表明,NDVI和从NDVI检索到的FVC之间存在根本差异,应注意这一点,以提高长期观测数据集的准确性。

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