2007
DOI: 10.1117/1.2787505
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Simulations of the bistatic scattering using two-scale model and the unified sea spectrum

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Cited by 17 publications
(7 citation statements)
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“…Ayari et al studied the bistatic scattering of the sea surface using TSM and the Elfouhaily spectrum. In their work, the scattering coefficients calculated with TSM and the Elfouhaily spectrum were compared with those obtained with CMOD5, SSA, and the Pierson spectrum [21]. Du et al studied the backscattering from the sea surface with the advanced integral equation method, an improved angular spreading function, and Apel's omnidirectional spectrum [22].…”
Section: Introductionmentioning
confidence: 99%
“…Ayari et al studied the bistatic scattering of the sea surface using TSM and the Elfouhaily spectrum. In their work, the scattering coefficients calculated with TSM and the Elfouhaily spectrum were compared with those obtained with CMOD5, SSA, and the Pierson spectrum [21]. Du et al studied the backscattering from the sea surface with the advanced integral equation method, an improved angular spreading function, and Apel's omnidirectional spectrum [22].…”
Section: Introductionmentioning
confidence: 99%
“…Compared with approximate approaches, numerical approaches [7,8], even their acceleration algorithms [9,10], have their inherent disadvantages-they are computationally demanding and time-consuming-so that they are often applied to one-dimensional sea surface and simple three-dimensional targets and are rarely applied to two-dimensional (2D) sea surface. Composite surface methods (CSM) or TSM [11,12] is an outstanding approximate approach to obtain accurate and acceptable results for 2D sea surface, which is developed from two basic approximate approaches-KA [13] and SPM [14]-and can extend the domain of validity of the two. Another effective method-small slope approximation (SSA) [15][16][17]-can be degenerated into the two while with similar accuracy to method of moment (MoM), which allows it to be the most common method to make comparison with, even with relatively higher computation complexity than other approximate approaches.…”
Section: Introductionmentioning
confidence: 99%
“…Among analytical approximate models, the Kirchhoff approximation [19][20][21] also known as the physical optics and the tangent plane approximation cannot correctly show distinct polarization dependence. The two-scale model [22,23] also known as composite surface model underestimates the cross-polarized components due to the neglect of second-order Bragg scattering. The secondorder small perturbation method (SPM) can predict the depolarization in the plane of incidence, but the validity domain of SPM is restricted to small roughness [24].…”
Section: Introductionmentioning
confidence: 99%