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This research topic is devoted to the derivation of the shadowing function (part of the surface viewed both by the emitter and receiver) from random rough surfaces.

Related Published Papers

E. Heitz, C. Bourlier and N. Pinel,, Correlation effect Between Transmitter and Receiver Azimuthal Directions on the Illumination Function from a Random Rough Surface, Waves in Random and Complex Media, vol. 23, no. 3, pp. 318-335, 2013.

H. Li, N. Pinel and C. Bourlier, A Monostatic illumination function with surface reflections from one-dimensional rough surfaces, Waves in Random and Complex Media, vol. 21, no. 1, pp. 105-134, 2011.

C. Bourlier and G. Berginc, Shadowing function with single reflection from anisotropic Gaussian rough surface. Application to Gaussian, Lorentzian and sea correlations, Waves in Random Media, vol. 13, no. 1, pp. 27-58, 2003.

C. Bourlier, G. Berginc and J. Saillard, Monostatic and bistatic statistical shadowing functions from a one-dimensional stationary randomly rough surface: II. Multiple scattering, Waves in Random Media, vol. 12, no. 2, pp. 175-200,2002.

C. Bourlier, G. Berginc and J. Saillard, Monostatic and bistatic statistical shadowing functions from a one-dimensional stationary randomly rough surface according to the observation length: I. Single scattering, Waves in Random Media, vol. 12, no. 2, pp. 145-174, 2002.

C. Bourlier, G. Berginc and J. Saillard, One- and two- dimensional shadowing functions for any height and slope stationary uncorrelated surface in the monostatic and bistatic configurations, IEEE Trans. Ant. Prop., vol. 50, no. 3, pp. 312-324, 2002.

C. Bourlier, J. Saillard and G. Berginc, Effect of correlation between shadowing and shadowed points on the Wagner and Smith monostatic one-dimensional shadowing functions, IEEE Trans. Ant. Prop., vol. 48, no. 3, pp. 437-446, 2000.