MATHEMATICAL MODELING OF NONLINEAR PARABOLIC EQUATIONS IN FRACTAL DISPLAY OF LASER RADIATION FIELD IN FREE SPACE
Authors:
1.
Krymskiy federal'nyy universitet im. V.I. Vernadskogo
Russian Federation
Russian Federation
2.
Krymskiy federal'nyy universitet im. V.I. Vernadskogo
Russian Federation
Russian Federation
3.
Krymskiy federal'nyy universitet im. V.I. Vernadskogo
Russian Federation
Russian Federation
Type:
Сonference article
Pages:
from 57
to 58
Published:
22.12.2018
Subject area:
UDC 62
CSCSTI 50.51
Russian Library and Bibliographic Classification 302
Russian Trade and Bibliographic Classification 5136
CSCSTI 50.51
Russian Library and Bibliographic Classification 302
Russian Trade and Bibliographic Classification 5136
Language:
Russian
Keywords:
fractal picture, nonlinear parabolic equations, mathematics, mathematical modeling, fractal, optics
Abstract (English):
Modern fractal theory is experiencing rapid growth with the development of mathematical and computer modeling. Solving the non-linear parabolic equations for fractal mappings, it was possible to model the evolution of diffraction patterns.
Modern fractal theory is experiencing rapid growth with the development of mathematical and computer modeling. Solving the non-linear parabolic equations for fractal mappings, it was possible to model the evolution of diffraction patterns.
Keywords:
fractal picture, nonlinear parabolic equations, mathematics, mathematical modeling, fractal, optics
fractal picture, nonlinear parabolic equations, mathematics, mathematical modeling, fractal, optics
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2. Donenko, I.L. Fraktal'noe otobrazhenie poley mnogomodovyh opticheskih volokon. - M.: Simferopol', KFU im. V.I. Vernadskogo, 2017. - S. 57-58.
3. Luk'yanenko, V.A. Nelineynye parabolicheskie uravneniya i ih prilozheniya/ V.A. Luk'yanenko, A.V. Donenko. - Simferopol', KFU im. V.I. Vernadskogo, 2017. -S. 1-2.
