DocumentCode
2078459
Title
Modelisation of the spatial autocorrelation function of the heights of the sea
Author
Bourlier, C. ; Saillard, J. ; Berginc, G.
Author_Institution
Lab. SEI, IRESTE, Nantes, France
Volume
2
fYear
1998
fDate
28 Sep-1 Oct 1998
Firstpage
904
Abstract
The spatial autocorrelation function of the heights of sea is pertinent information necessary to determine the electromagnetic scattering from a sea surface (Kirchhoff´s model and shadowing function). In the literature the autocorrelation function is classically set anisotropic gaussian or anisotropic exponential. In this paper, the authors present the modelisation of the autocorrelation function, calculated for two bidimensional spectral configurations of the sea. The Apel spectrum is based on recent works. The Pierson spectrum added to its angular function, was developed in the 70s, and is still the most widely used the most at this moment. The determination of the autocorrelation function requires two integrations. The first angular integration is analytical, whereas the second over the wave number is numerical. In this lies calculating the originality of the authors´ method. Calculating the analytical integration (instead of using a FFT inverse) allows the authors to find directly the behaviour of the autocorrelation function according to the viewing direction
Keywords
backscatter; ocean waves; oceanographic techniques; radar cross-sections; remote sensing by radar; Apel spectrum; Kirchhoff´s model; angular integration; backscatter; measurement technique; model; ocean wave; radar remote sensing; radar scattering; rough surface; shadowing function; spatial autocorrelation function; theory; viewing direction; wave height; Anisotropic magnetoresistance; Autocorrelation; Electromagnetic modeling; Electromagnetic scattering; Laboratories; Oceans; Sea surface; Shadow mapping; Surface waves; Wind speed;
fLanguage
English
Publisher
ieee
Conference_Titel
OCEANS '98 Conference Proceedings
Conference_Location
Nice
Print_ISBN
0-7803-5045-6
Type
conf
DOI
10.1109/OCEANS.1998.724369
Filename
724369
Link To Document