2011
DOI: 10.1029/2011jc007278
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Polarized light field under dynamic ocean surfaces: Numerical modeling compared with measurements

Abstract: [1] As part of the Radiance in a Dynamic Ocean (RaDyO) program, we have developed a numerical model for efficiently simulating the polarized light field under highly dynamic ocean surfaces. Combining the advantages of the three-dimensional Monte Carlo and matrix operator methods, this hybrid model has proven to be computationally effective for simulations involving a dynamic air-sea interface. Given water optical properties and ocean surface wave slopes obtained from RaDyO field measurements, model-simulated r… Show more

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Cited by 26 publications
(19 citation statements)
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“…At the same time, it can also be argued that this possible excessive sky-glint perturbation or residual sun-glint contribution might not be properly removed from HyperSAS data in the L T to L T transformation procedure due to the HyperSAS instrument's relatively longer integration time. In conclusion, further analysis of the correction for surface-reflected light are recommended and should be achieved based on full radiative transfer computations, including accurate modeling of the capillary waves dynamic [16,[18][19][20], which play an important role on light reflection when dealing with small field of view and short time integration [21].…”
Section: Commentarymentioning
confidence: 99%
“…At the same time, it can also be argued that this possible excessive sky-glint perturbation or residual sun-glint contribution might not be properly removed from HyperSAS data in the L T to L T transformation procedure due to the HyperSAS instrument's relatively longer integration time. In conclusion, further analysis of the correction for surface-reflected light are recommended and should be achieved based on full radiative transfer computations, including accurate modeling of the capillary waves dynamic [16,[18][19][20], which play an important role on light reflection when dealing with small field of view and short time integration [21].…”
Section: Commentarymentioning
confidence: 99%
“…Hence in areas of rapid change (the edge of the Snell's circle), this can lead to more noise/error in the polarization calculation. Furthermore, the edge of the Snell's cone can move along with the motion of the surface waves (see video associated with You et al [2011]). Because of these reasons, we can see two small peaks in the derived DoLP near the Snell's boundary (Figure 5a).…”
Section: Sbc Experimentsmentioning
confidence: 99%
“…One explanation for the deviations is that we partly consider extreme sea events with significant wave heights up to 7 m. However, there are clear differences at high wind speeds (> 10 m s −1 ) that raise the question on the validity of our approach with linear wave theory and the disregard of nonlinearities. Just recently, there have been two studies on polarized underwater light fields by You et al (2011) andXu et al (2011), where three-dimensional wave elevations were derived from highresolution wave slope measurements and from a numerical "high-order spectral method", respectively. Both realizations of the sea surface sound promising and could be applied in future studies.…”
Section: Discussion Of the Applied Methodsmentioning
confidence: 99%