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The reflectivity density approximately describing electromagnetic scattering from a "two-scale" rough surface has a phase linearly dependent on surface height. The synthetic aperture radar (SAR) image is a complicated partially understood transformation of this reflectivity density, but in demonstrable situations the complex image's phase also contains sea height information: reported here is an initial study of an algorithm that exploits this. Envelope and phase demodulation, regression, and filtering algorithms are verified and applied to simulated and actual satellite radar SEASAT-SAR data. The simulation of a simplified stationary scene established tentative sufficient conditions on large-scale SAR and sampling parameters for accurate estimation of the large-scale structure's height and imply feasible system design. The algorithm accurately estimated a long wavelength low-amplitude large-scale sea height structure present in a SEASAT-SAR data record, consistent with available sea truth. 相似文献
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The efficient estimation of ocean wave-structure parameters with a remote, narrow-beam, pulsed, microwave radar at intermediate incidence angles is discussed. The sea surface is described as the sum of random small- and large-scale structures (waves), the latter the sum of a sinusoid and a random field. It is shown that the small-scale structure is responsible for scattering and that the scatter depends parametrically on the large-scale structure. For the estimation problem it is assumed, reasonably, that the received signal is normally distributed: a relatively simple processor which will efficiently estimate parameters of the sinusoidal structure is illustrated and its performance discussed. A brief comparison is made with a normal incidence system with which the variance of the large-scale random roughness can be estimated.Research supported by NASA Grant NSG-5048. 相似文献
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Employing a synthetic aperature radar (SAR) imaging model based on fundamental models of nonlinear hydrodynamics, electromagnetic scattering from a two-scale surface, and SAR imaging of a time-variant scene, the optimal (minimum mean-square error) estimates of the parameters of a sinusoidal, long gravity wave, and the short gravity wave ensemble are found in an efficient recursive form and their performance evaluated, generally by numerical simulation, in a one-dimensional stationary version. An application is made to Seasat-SAR complex imagery. 相似文献
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