Abstract

Semi-analytical algorithms (SAAs) invert spectral remote sensing reflectance (Rrs(λ), sr−1) to Inherent Optical Properties (IOPs) of an aquatic medium (λ is the wavelength). Existing SAAs implement different methodologies with a range of spectral IOP models and inversion methods producing concentrations of non-water constituents. Absorption spectrum decomposition algorithms (ADAs) are a set of algorithms developed to partition anw(λ), m−1 (i.e., the light absorption coefficient without pure water absorption), into absorption subcomponents of phytoplankton (aph(λ), m−1) and coloured detrital matter (adg(λ), m−1). Despite significant developments in ADAs, their applicability to remote sensing applications is rarely studied. The present study formulates hybrid inversion approaches that combine SAAs and ADAs to derive absorption subcomponents from Rrs(λ) and explores potential alternatives to operational SAAs. Using Rrs(λ) and concurrent absorption subcomponents from four datasets covering a wide range of optical properties, three operational SAAs, i.e., Garver–Siegel–Maritorena (GSM), Quasi-Analytical Algorithm (QAA), Generalized Inherent Optical Property (GIOP) model are evaluated in deriving anw(λ) from Rrs(λ). Among these three models, QAA and GIOP models derived anw(λ) with lower errors. Among six distinctive ADAs tested in the study, the Generalized Stacked Constraints Model (GSCM) and Zhang’s model-derived absorption subcomponents achieved lower average spectral mean absolute percentage errors (MAPE) in the range of 8–38%. Four hybrid models, GIOPGSCM, GIOPZhang, QAAGSCM and QAAZhang, formulated using the SAAs and ADAs, are compared for their absorption subcomponent retrieval performance from Rrs(λ). GIOPGSCM and GIOPZhang models derived absorption subcomponents have lower errors than GIOP and QAA. Potential uncertainties associated with datasets and dependency of algorithm performance on datasets were discussed.

Highlights

  • The colour of natural water bodies is dependent on the quantity and distribution of optically active substances (OAS) like phytoplankton, coloured dissolved organic matter (CDOM) and non-algal particulate (NAP) matter

  • The performance of the existing global semi-analytical algorithms, Generalized Inherent Optical Property (GIOP), GSM and Quasi-Analytical Algorithm (QAA) in deriving a(λ) from measured or simulated Rrs (λ) from the four datasets is evaluated. This step is critical for quantifying the errors in the SAA model-derived a(λ) or anw (λ), which are used as inputs to the second step of hybrid SAAADA models

  • QAAZhang model-derived adg (λ) from IOCCG, Global bio-optical dataset (GB), CCRR and the Red Sea datasets obtained N% in the ranges of 75–73%, 43–50%, 44–47% and 10–11%, respectively. These results indicate that GIOPZhang model-derived absorption subcomponents are more valid compared to QAAZhang

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Summary

Introduction

The colour of natural water bodies is dependent on the quantity and distribution of optically active substances (OAS) like phytoplankton, coloured dissolved organic matter (CDOM) and non-algal particulate (NAP) matter. The light absorption properties of OAS are crucial in studying primary productivity, biogeochemical cycles, phytoplankton community, carbon pools and cycling, sources of CDOM origin and distribution [1]. The bulk total spectral absorption coefficient, a(λ) and the total backscattering coefficient, bb (λ) are inherent optical properties (IOPs) and depend only on the available OAS in the water column and are unaffected by the variations in the incident solar radiation. Except with extremely turbidity, a(λ) is expressed as the sum of absorption by phytoplankton a ph (λ) , CDOM (a g (λ)), NAP (ad (λ)) and pure. Owing to a similarity in exhibited spectral shapes, ad (λ) and a g (λ) are often combined and represented as absorption due to coloured detrital matter, adg (λ)

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