Development of suspended solid concentration measurement technique based on multi-spectral satellite imagery in Nakdong River using machine learning model

Siyoon Kwon
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引用次数: 2

Abstract

Suspended Solids (SS) generated in rivers are mainly introduced from non-point pollutants or appear naturally in the water body, and are an important water quality factor that may cause long-term water pollution by being deposited. However, the conventional method of measuring the concentration of suspended solids is labor-intensive, and it is difficult to obtain a vast amount of data via point measurement. Therefore, in this study, a model for measuring the concentration of suspended solids based on remote sensing in the Nakdong River was developed using Sentinel-2 data that provides high-resolution multi-spectral satellite images. The proposed model considers the spectral bands and band ratios of various wavelength bands using a machine learning model, Support Vector Regression (SVR), to overcome the limitation of the existing remote sensing-based regression equations. The optimal combination of variables was derived using the Recursive Feature Elimination (RFE) and weight coefficients for each variable of SVR. The results show that the 705nm band belonging to the red-edge wavelength band was estimated as the most important spectral band, and the proposed SVR model produced the most accurate measurement compared with the previous regression equations. By using the RFE, the SVR model developed in this study reduces the variable dependence compared to the existing regression equations based on the single spectral band or band ratio and provides more accurate prediction of spatial distribution of suspended solids concentration.
基于机器学习模型的洛东江多光谱卫星影像悬浮物浓度测量技术开发
河流中产生的悬浮物主要是由非点源污染物引入或自然出现在水体中,是一种重要的水质因子,可能因沉积而长期污染水体。然而,传统的悬浮物浓度测量方法劳动强度大,且难以通过点测获得大量数据。因此,本研究利用提供高分辨率多光谱卫星图像的Sentinel-2数据,开发了基于遥感的洛东江悬浮物浓度测量模型。该模型利用机器学习模型支持向量回归(SVR)考虑不同波段的光谱带和带比,克服了现有基于遥感的回归方程的局限性。利用递归特征消去法(RFE)和SVR中各变量的权重系数,推导出变量的最优组合。结果表明,红边波段的705nm波段是最重要的光谱波段,与以往的回归方程相比,所提出的SVR模型测量精度最高。通过RFE,本研究建立的SVR模型相对于现有的基于单波段或波段比的回归方程减少了变量依赖性,能够更准确地预测悬浮物浓度的空间分布。
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CiteScore
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