The average coefficient of light scattering by surface fractal structures is calculated within the limits of the Kirchhoff method. A normalized band-limited Weierstrass function is presented for modeling 2D fractal rough surfaces. On the basis of the numerical calculation of the average scattering coefficient, scattering indicatrices diagrams are calculated for various surfaces and falling angles. An analysis of the diagrams leads to the following conclusions: the scattering is symmetric relatively to the plane of fall; the picture becomes complicated when the surface calibration degree is increased; the greatest intensity of a scattering wave is observed in the mirroring direction; there are other directions in which bursts of intensity ar...
Millimeter and centimeter wave scattering from the random fractal anisotropic surface has been theor...
Fractal geometry provides reliable models to describe geometrical properties of natural surfaces. Th...
Fractal geometry provides reliable models to describe geometrical properties of natural surfaces. Th...
The Scattering and Emissivity of rough surfaces involve solutions to non-linear differential equatio...
The Scattering and Emissivity of rough surfaces involve solutions to non-linear differential equatio...
The work within the scalar theory of Kirchhoff, solved the problem of scattering of laser light roug...
Abstract: Now there are two general approaches of scattering on the statistically rough surface: me...
A twodimensional fractional Brown motion fBm fractal model is presented which is suitable for desc...
In recent years, it has been shown that use of the Kirchhoff approximation allows expressing the fie...
Based on the rigorous formulation of integral equations for the propagations of light waves at the m...
Scattering from a natural surface modeled by a fractional Brownian motion (fBm) two-dimensional proc...
Based on the rigorous formulation of integral equations for the propagations of light waves at the ...
In this paper, rough surfaces are modeled based on the WM(Weierstrass-Mandelbrot) fractal function a...
Scattering effects from rough surfaces are non-paraxial diffraction phenomena resulting from random ...
International audienceWe present a method to recover a fractal dimension of a multi-scale rough surf...
Millimeter and centimeter wave scattering from the random fractal anisotropic surface has been theor...
Fractal geometry provides reliable models to describe geometrical properties of natural surfaces. Th...
Fractal geometry provides reliable models to describe geometrical properties of natural surfaces. Th...
The Scattering and Emissivity of rough surfaces involve solutions to non-linear differential equatio...
The Scattering and Emissivity of rough surfaces involve solutions to non-linear differential equatio...
The work within the scalar theory of Kirchhoff, solved the problem of scattering of laser light roug...
Abstract: Now there are two general approaches of scattering on the statistically rough surface: me...
A twodimensional fractional Brown motion fBm fractal model is presented which is suitable for desc...
In recent years, it has been shown that use of the Kirchhoff approximation allows expressing the fie...
Based on the rigorous formulation of integral equations for the propagations of light waves at the m...
Scattering from a natural surface modeled by a fractional Brownian motion (fBm) two-dimensional proc...
Based on the rigorous formulation of integral equations for the propagations of light waves at the ...
In this paper, rough surfaces are modeled based on the WM(Weierstrass-Mandelbrot) fractal function a...
Scattering effects from rough surfaces are non-paraxial diffraction phenomena resulting from random ...
International audienceWe present a method to recover a fractal dimension of a multi-scale rough surf...
Millimeter and centimeter wave scattering from the random fractal anisotropic surface has been theor...
Fractal geometry provides reliable models to describe geometrical properties of natural surfaces. Th...
Fractal geometry provides reliable models to describe geometrical properties of natural surfaces. Th...