MODIS-Based Research on Secchi Disk Depth Using an Improved Semianalytical Algorithm in the Yellow Sea

Secchi disk depth is a commonly measured parameter representing the optical properties of water bodies. Assessment of water transparency in seas is highly significant to marine-environment monitoring. In this study, an improved Secchi disk depth ( Z SD ) inversion algorithm was proposed based on the...

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Veröffentlicht in:IEEE journal of selected topics in applied earth observations and remote sensing 2021, Vol.14, p.5964-5972
Hauptverfasser: Zhan, Jie, Zhang, Dianjun, Zhou, Guoqing, Zhang, Guangyun, Cao, Lingjuan, Guo, Quan
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container_title IEEE journal of selected topics in applied earth observations and remote sensing
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Zhang, Guangyun
Cao, Lingjuan
Guo, Quan
description Secchi disk depth is a commonly measured parameter representing the optical properties of water bodies. Assessment of water transparency in seas is highly significant to marine-environment monitoring. In this study, an improved Secchi disk depth ( Z SD ) inversion algorithm was proposed based on the Poole-Atkins model by determining the parameter A in the original model. The Forel-Ule index (FUI) is a water color parameter that can be obtained from remote sensing data. Through the analysis of the International Ocean Color Coordinating Group dataset, it was found that there are strong logarithmic and quadratic correlations between the FUI and parameter A , whose R 2 values are 0.929 and 0.925, respectively. Comparing the results derived from MODIS product data with the in situ measured data in the Yellow Sea showed that the RMSE and MRE of the quadratic formula are 1.83 m and 43.74%, respectively, which reflect better performance than the other empirical formulas. Thus, parameter A can be expressed in quadratic form with FUI as a variable. Finally, we mapped the {Z_{{\rm{SD}}} inversion results for the Yellow Sea and analyzed the spatial changes. This study provides new insight for inverting Z SD transparency algorithms and highlights the value of marine transparency monitoring.
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Assessment of water transparency in seas is highly significant to marine-environment monitoring. In this study, an improved Secchi disk depth ( Z SD ) inversion algorithm was proposed based on the Poole-Atkins model by determining the parameter A in the original model. The Forel-Ule index (FUI) is a water color parameter that can be obtained from remote sensing data. Through the analysis of the International Ocean Color Coordinating Group dataset, it was found that there are strong logarithmic and quadratic correlations between the FUI and parameter A , whose R 2 values are 0.929 and 0.925, respectively. Comparing the results derived from MODIS product data with the in situ measured data in the Yellow Sea showed that the RMSE and MRE of the quadratic formula are 1.83 m and 43.74%, respectively, which reflect better performance than the other empirical formulas. Thus, parameter A can be expressed in quadratic form with FUI as a variable. Finally, we mapped the &lt;inline-formula&gt;&lt;tex-math notation="LaTeX"&gt;{Z_{{\rm{SD}}}&lt;/tex-math&gt;&lt;/inline-formula&gt; inversion results for the Yellow Sea and analyzed the spatial changes. 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subjects Algorithms
Attenuation
Color
Depth
Empirical analysis
Forel–Ule index (FUI)
Image color analysis
Indexes
Inversion
Marine environment
Mathematical models
MODIS
Monitoring
Ocean color
Ocean colour
Optical properties
Optical variables measurement
Parameters
Quadratic forms
Quadratic formulas
Reflectivity
Remote sensing
Sea measurements
Secchi disk depth
Transparency
Water color
Water colour
Water depth
Water transparency
Yellow Sea
title MODIS-Based Research on Secchi Disk Depth Using an Improved Semianalytical Algorithm in the Yellow Sea
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