1. Relationships between Q -factor and seawater optical properties in a coastal region
- Author
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Giuseppe Zibordi and Jean-François Berthon
- Subjects
Physics ,Wavelength ,Meteorology ,Scattering ,Attenuation coefficient ,Attenuation ,Irradiance ,Radiance ,Mineralogy ,Seawater ,Aquatic Science ,Oceanography ,Zenith - Abstract
The Q-factor—the ratio between upwelling irradiance and upwelling radiance—describes the bidirectional structure of seawater apparent optical properties as a function of geometry and of marine and atmospheric optical characteristics. A 3-yr time series of Qn() measurements—the Q-factor determined by nadir radiance—from the North Adriatic Sea coastal waters, has been analyzed. Scatter plots of Qn() versus sun zenith, 0, for different intervals of the diffuse attenuation coefficient Kd() have shown a consistent exponential trend. In addition, leastsquares regressions of Qn() versus Qn(490) have exhibited determination coefficients R 2 that vary from 0.77 to 0.94 in the spectral range between 412 and 555 nm and R 2 0.50 at 665 nm. To account for these findings, an empirical model for Qn() as a function of 0 and Kd(0) at the reference wavelength 0 490 nm is proposed for North Adriatic coastal waters. The capability of modeling the radiance distribution in marine water is a basic step toward the development of advanced remote-sensing techniques for the accurate determination of optically significant components dissolved or suspended in seawater. In this framework, efforts have been devoted to the study of the nonisotropic character of the light distribution in seawater, conveniently expressed through the Q-factor. The latter, defined as the ratio between the upwelling irradiance Eu(z,) and radiance Lu(,,z,) at wavelength (Tyler 1960; Austin 1979), is a function of (1) the measurement geometry (the sun zenith angle 0, the viewing angle , the azimuth difference between the sun and the observation planes, and depth z), (2) the seawater inherent optical properties (the absorption coefficient a, the scattering coefficient b, and the scattering phase function Pw), (3) the atmospheric optical properties (the aerosol optical thickness a and scattering phase function Pa), and (4) sea state and cloud cover. Simplifying the formalism by explicitly showing the dependence on the observation geometry and wavelength only, the Q-factor, in units of sr, is given by Q(,,z,) Eu(z,)/Lu(,,z,).
- Published
- 2001
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