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Coupled Fractal Structures with Elements of Cylindrical Type

Abramova, Olga P. ; Abramov, Andrii V.

12th Chaotic Modeling and Simulation International Conference, 2020, p.15-26

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Título:
Coupled Fractal Structures with Elements of Cylindrical Type
Autor: Abramova, Olga P. ; Abramov, Andrii V.
Assuntos: Complex deformation field ; Complex zero operators ; Coupled fractal structures ; Numerical modelling ; Ordering of operators
É parte de: 12th Chaotic Modeling and Simulation International Conference, 2020, p.15-26
Descrição: By the numerical modelling method the behavior of the deformation field of the coupled fractal structure with elements of cylindrical type was investigated. It is shown that the presence of variable parameters (semiaxes, modules) lead to the stochastic behavior of the complex deformation field. Complex zero displacement field operators for both separate and coupled elements of the structure are introduced. It is shown that the transposition of separate operators in the zero operator for a coupled structure leads to the appearance of a nonzero complex deformation field. At the same time, noise tracks appear on the background of stochastic peaks. The noise track is a stochastic ring, inside of which there is a regular area.
Títulos relacionados: Springer Proceedings in Complexity
Editor: Cham: Springer International Publishing
Idioma: Inglês

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