“…Aas and Korsbø (1997) showed that self-shading errors in coastal waters are equal to or less than those found in Gordon and Ding's simulation. Regarding self-shading correction, a ratio of diffuse to total downward spectral irradiance was used in a table presented in an earlier report (Baker and Smith 1990), for which we assumed a 'continental' aerosol type and a visibility of 10 km (Janjai et al 2003), respectively. The upward radiance just below the surface L u (0 − ,λ) and the downward irradiance just below the surface E d (0 − ,λ) were extrapolated from the profile measurements of L u (z,λ) and E d (z,λ), respectively.…”
The influence of the optical properties of inorganic suspended solids (ISS) on in-water algorithms was evaluated using an optical model in highly turbid coastal water, whose ISS concentration reached several hundred grams per cubic metre. The measurements were conducted in the upper Gulf of Thailand. The backscattering coefficient of the ISS was calculated using the Lorenz-Mie scattering theory. On the basis of the measurement, the ISS size distribution was parameterized as a function of ISS concentration, and both the spherical and non-spherical particle shape models were evaluated. For ISS concentrations of 10 g m −3 , an estimate of the chlorophyll-a (chl-a) concentration within a factor of 2 on a logarithmic scale is possible in a [chl-a] range of 4-30 mg m −3 . The differential coefficient of remote sensing reflectance was calculated to evaluate its respective sensitivities for chl-a and ISS concentrations. The use of radiometric data at 670 nm (700-900 nm) is valid for in-water algorithms used to estimate chl-a (ISS) concentration in highly turbid coastal waters.
“…Aas and Korsbø (1997) showed that self-shading errors in coastal waters are equal to or less than those found in Gordon and Ding's simulation. Regarding self-shading correction, a ratio of diffuse to total downward spectral irradiance was used in a table presented in an earlier report (Baker and Smith 1990), for which we assumed a 'continental' aerosol type and a visibility of 10 km (Janjai et al 2003), respectively. The upward radiance just below the surface L u (0 − ,λ) and the downward irradiance just below the surface E d (0 − ,λ) were extrapolated from the profile measurements of L u (z,λ) and E d (z,λ), respectively.…”
The influence of the optical properties of inorganic suspended solids (ISS) on in-water algorithms was evaluated using an optical model in highly turbid coastal water, whose ISS concentration reached several hundred grams per cubic metre. The measurements were conducted in the upper Gulf of Thailand. The backscattering coefficient of the ISS was calculated using the Lorenz-Mie scattering theory. On the basis of the measurement, the ISS size distribution was parameterized as a function of ISS concentration, and both the spherical and non-spherical particle shape models were evaluated. For ISS concentrations of 10 g m −3 , an estimate of the chlorophyll-a (chl-a) concentration within a factor of 2 on a logarithmic scale is possible in a [chl-a] range of 4-30 mg m −3 . The differential coefficient of remote sensing reflectance was calculated to evaluate its respective sensitivities for chl-a and ISS concentrations. The use of radiometric data at 670 nm (700-900 nm) is valid for in-water algorithms used to estimate chl-a (ISS) concentration in highly turbid coastal waters.
“…As these instruments are expensive and scarce, turbidity is estimated from broadband irradiance measurements. During the past years, some researchers have used direct beam irradiance to obtain turbidity (Louche et al, 1987;Gueymard and Vignola, 1998;Pedró s et al, 1999;Martinez-Lozano et al, 1998;Tadros et al, 2002;Janjai et al, 2003 single scattering albedo radiation at all wavelengths. The attenuation of solar beam varies with the gases and aerosols, and the total amount of water vapour in the atmosphere in the vertical direction is variable and depends on the instantaneous local conditions.…”
“…The spectral dependence of AOT is used in this work to compute the Angstrom Exponent α values. A spectrally-averaged value of this exponent, which contains information about size of aerosols, can be obtained by fitting the Angstrom's formula [15], generally known as Angstrom's turbidity formula given by [16]:…”
Section: Used Data and Aerosol Proprietiesmentioning
scite is a Brooklyn-based organization that helps researchers better discover and understand research articles through Smart Citations–citations that display the context of the citation and describe whether the article provides supporting or contrasting evidence. scite is used by students and researchers from around the world and is funded in part by the National Science Foundation and the National Institute on Drug Abuse of the National Institutes of Health.