We propose a method for the generation of self-affine fractal random surfaces,in which we use Fourier transform and its inversion in the algorithm.The light scattering of surfaces of this kind is simulated at differen...We propose a method for the generation of self-affine fractal random surfaces,in which we use Fourier transform and its inversion in the algorithm.The light scattering of surfaces of this kind is simulated at different incident angles of illumination.The variation of the full width at half maximum(FWHM)of the intensity profile versus the perpendicular component k_(⊥)of the wave-vector shows clearly the characteristics of the surfaces parameters.The simulation demonstrates how the value of FWHM at k^(2)_(⊥)w^(2)≤1 region and the slope of ln wp-ln k_(⊥)curve at k^(2)_(⊥)w^(2)≥1 region are used,respectively,to extract the lateral correlation lengthξand the roughness exponentα.展开更多
基金Supported by the National Natural Science Foundation of China under No.69978012.
文摘We propose a method for the generation of self-affine fractal random surfaces,in which we use Fourier transform and its inversion in the algorithm.The light scattering of surfaces of this kind is simulated at different incident angles of illumination.The variation of the full width at half maximum(FWHM)of the intensity profile versus the perpendicular component k_(⊥)of the wave-vector shows clearly the characteristics of the surfaces parameters.The simulation demonstrates how the value of FWHM at k^(2)_(⊥)w^(2)≤1 region and the slope of ln wp-ln k_(⊥)curve at k^(2)_(⊥)w^(2)≥1 region are used,respectively,to extract the lateral correlation lengthξand the roughness exponentα.
