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Optimizing Remote Sensing-Based Level–Area Modeling of Large Lake Wetlands: Case Study of Poyang Lake

机译:基于遥感的大湖湿地水位面积模型优化研究-以Po阳湖为例

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摘要

Remote sensing-derived level-area models have been widely used in inundation analysis of large lakes. The current study aimed to optimize the model for Poyang Lake, the largest freshwater lake in China, where the hydrological connections are highly dynamic and complex. The inundation data delineated using 217 MODIS images between 2003 and 2005 together with concurrent water level data were used to analyze the level-area model accuracy and its associated influential factors. It has been demonstrated that the primary model uncertainty was introduced by the image selection in terms of both magnitude and temporal distribution. The results from random sampling simulations indicate that at least 40 remotely sensed images are required to assure a stable linear regression model. In addition, the selection of gauging stations, where the water level measurements were collected, could serve as another error source to the model. If the model input (water level) changes between different gauging stations, the variability of the output (inundation area) could reach to 144.49 km. Moreover, the model performance could be improved through the matched regression functions, where the average improvement among different regression functions is 134.44 km. Of the 40 selected models, the logistic regression based on the lake's inundation patterns appears to be the best, resulting in an R of 0.98 and uncertainty of 100.45 km. This report describes the first attempt in which the logistic function has been used in level-area models development.
机译:遥感得出的水平面模型已被广泛用于大型湖泊的淹没分析。当前的研究旨在优化Po阳湖的模型,,阳湖是中国最大的淡水湖,那里的水文联系是高度动态和复杂的。利用2003年至2005年期间利用217张MODIS图像描绘的淹没数据以及并发的水位数据来分析水平面模型的准确性及其相关影响因素。已经证明,图像选择在幅度和时间分布方面都引入了主要模型不确定性。随机采样模拟的结果表明,至少需要40张遥感图像才能确保稳定的线性回归模型。此外,收集水位测量值的测量站的选择可能会成为模型的另一个误差源。如果模型的输入(水位)在不同的测量站之间变化,则输出(淹没面积)的变异性可能会达到144.49 km。此外,可以通过匹配的回归函数来改善模型性能,其中不同回归函数之间的平均改善为134.44 km。在选择的40个模型中,基于湖泊淹没模式的logistic回归似乎是最好的,R值为0.98,不确定性为100.45 km。该报告描述了在逻辑区域模型开发中使用逻辑功能的首次尝试。

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