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Prediction of Optical and Non-Optical Water Quality Parameters in Oligotrophic and Eutrophic Aquatic Systems Using a Small Unmanned Aerial System

机译:使用小型无人机系统预测贫营养和富营养水生系统的光学和非光学水质参数

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The purpose of this study was to create different statistically reliable predictive algorithms for trophic state or water quality for optical (total suspended solids (TSS), Secchi disk depth (SDD), and chlorophyll-a (Chl-a)) and non-optical (total phosphorus (TP) and total nitrogen (TN)) water quality variables or indicators in an oligotrophic system (Grand River Dam Authority (GRDA) Duck Creek Nursery Ponds) and a eutrophic system (City of Commerce, Oklahoma, Wastewater Lagoons) using remote sensing images from a small unmanned aerial system (sUAS) equipped with a multispectral imaging sensor. To develop these algorithms, two sets of data were acquired: (1) In-situ water quality measurements and (2) the spectral reflectance values from sUAS imagery. Reflectance values for each band were extracted under three scenarios: (1) Value to point extraction, (2) average value extraction around the stations, and (3) point extraction using kriged surfaces. Results indicate that multiple variable linear regression models in the visible portion of the electromagnetic spectrum best describe the relationship between TSS (R~(2) = 0.99, p-value = <0.01), SDD (R~(2) = 0.88, p-value = <0.01), Chl-a (R~(2) = 0.85, p-value = <0.01), TP (R~(2) = 0.98, p-value = <0.01) and TN (R~(2) = 0.98, p-value = <0.01). In addition, this study concluded that ordinary kriging does not improve the fit between the different water quality parameters and reflectance values.
机译:这项研究的目的是针对光学(总悬浮固体(TSS),Secchi盘深度(SDD)和叶绿素-a(Chl-a))和非光学的营养状态或水质创建不同的统计可靠的预测算法(贫营养系统(大河水坝管理局(GRDA)鸭溪苗圃池塘)和富营养化系统(商业市,俄克拉荷马州,废水泻湖)中的(总磷(TP)和总氮(TN))水质变量或指标来自配备多光谱成像传感器的小型无人机系统(sUAS)的遥感图像。为了开发这些算法,获取了两组数据:(1)原位水质测量和(2)sUAS图像的光谱反射率值。在以下三种情况下提取了每个波段的反射率值:(1)逐点提取值;(2)测站周围的平均值提取;(3)使用克里格曲面提取点。结果表明,电磁频谱可见部分的多元线性回归模型最能描述TSS(R〜(2)= 0.99,p值= <0.01),SDD(R〜(2)= 0.88,p -值= <0.01),Chl-a(R〜(2)= 0.85,p值= <0.01),TP(R〜(2)= 0.98,p值= <0.01)和TN(R〜( 2)= 0.98,p值= <0.01)。此外,这项研究得出的结论是,普通克里金法不能改善不同水质参数和反射率值之间的拟合度。

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