Journal
Scientific and technical journal of information technologies, mechanics and optics
UDK535.421, 517.982.43, 515.127
Issue:2 (60)
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FRACTAL DIMENSION CALCULATING OF REGULAR FRACTALS BY FRAUNHOFER DIFFRACTION
Annotation
The numerical simulation of Fraunhofer diffraction of geometric fractals was made and the original algorithm for calculating the fractal dimension of the regular fractal on the diffraction pattern was suggested. As an example, the diffraction patterns from the following geometrical fractals were used: Sierpinski carpet, Vishek fractal, Koch snowflake. A comparison of the fractal dimension values derived from the numerical experiment with the theoretical values was made. For the generation of fractals with the level m = 6 the difference between these values does not exceed 1.5%.
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- EFFECT OF HALOGENS ON SPECTRAL AND PHOTOSENSITIVE PROPERTIES OF PHOTO-THERMO-REFRACTIVE GLASSES
- FRACTAL DIMENSION CALCULATING OF REGULAR FRACTALS BY FRAUNHOFER DIFFRACTION
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