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Alternative approaches for estimating leaf area index (LAI) from remotely sensed satellite and aircraft imagery

机译:从遥感卫星和飞机图像估计叶面积指数(LAI)的替代方法

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Plant foliage density expressed as leaf area index (LAI) is an important parameter that is widely used in many ecological, meteorological and agronomic models. LAI retrieval using optical remote sensing usually requires the collection of surface calibration values or the use of image information to invert radiative transfer models. A comparison of LAI retrieval methods was conducted that included both empirical methods requiring ground-based LAI calibration measurements and image-based methods using remotely sensed data and literature-reported parameter values. The empirical approaches included ordinary least squares regression with the Normalized Difference Vegetation Index (NDVI) and the Gitelson green index (GI) spectral vegetation indices (SVI) and a geostatistical approach that uses ground-based LAI measurements and image-derived kriging parameters to predict LAI. The image-based procedures included the scaled SVI approach, which uses NDVI to estimate fraction of vegetation cover, and a hybrid approach that uses a neural network and a radiative transfer model to retrieve LAI. Comparable results were obtained with the empirical SVI methods and the scaled SVI method. The geostatistical approach produced LAI patterns similar to interpolated ground-based LAI measurements. The results demonstrated that although reasonable LAI estimates are possible using optical remote sensing data without in situ calibration measurements, refinements to the analytical steps of the various approaches are warranted.
机译:用叶面积指数(LAI)表示的植物叶片密度是一个重要参数,已广泛用于许多生态,气象和农学模型中。使用光学遥感的LAI检索通常需要收集表面校准值或使用图像信息来反转辐射传递模型。对LAI检索方法进行了比较,包括需要基于地面的LAI校准测量的经验方法和使用遥感数据和文献报告的参数值的基于图像的方法。经验方法包括使用归一化植被指数(NDVI)和吉特森绿色指数(GI)光谱植被指数(SVI)的普通最小二乘回归法,以及使用基于地面的LAI测量和图像克里金参数预测的地统计学方法赖基于图像的程序包括使用NDVI估算植被覆盖率的比例缩放SVI方法,以及使用神经网络和辐射传递模型检索LAI的混合方法。使用经验SVI方法和定标SVI方法可获得可比的结果。地统计方法产生的LAI模式类似于基于地面插值的LAI测量。结果表明,尽管可以使用光学遥感数据进行合理的LAI估计,而无需进行原位校准测量,但仍需改进各种方法的分析步骤。

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