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Butusov Denis Nikolaevich

PhD in Technical Science

Associate Professor, Ulyanov (Lenin) St. Petersburg State Electrotechnical University "LETI"

197376, Russia, g. Saint Petersburg, ul. Professora Popova, 5

dnbutusov@etu.ru

 

 
Karimov Artur Iskandarovich

PhD in Technical Science



197376, Russia, g. Saint Petersburg, ul. Professora Popova, 5

aikarimov@etu.ru
Tutueva Aleksandra Vadimovna

assistant, St. Petersburg State Electrotechnical University "LETI"

197376, Russia, Saint Petersburg, ul. Professora Popova, 5

avtutueva@etu.ru

 

 
Krasil'nikov Aleksandr Vital'evich



197376, Russia, g. Saint Petersburg, ul. Professora Popova, 5

aleksandar7kr@gmail.com
Goryainov Sergei Vadimovich



197376, Russia, g. Saint Petersburg, ul. Professora Popova, 5

svgoryainov@etu.ru
Voznesensky Aleksandr Sergeevich



197376, Russia, g. Saint Petersburg, ul. Professora Popova, 5

a-voznesensky@yandex.ru

Abstract.


Keywords: Rossler system, digital-to-analog conversion, hybrid model, chaos, semi-implicit method, nonlinear dynamics, digital model, chaotic systems, chaotic synchronization, analog model

DOI:

10.7256/2454-0714.2018.4.27828

Article was received:

12-11-2018


Review date:

01-11-2018


Publish date:

14-11-2018


This article written in Russian. You can find full text of article in Russian here .

References
1.
Koronovskii A. A., Moskalenko O. I., Khramov A. E. O primenenii khaoticheskoi sinkhronizatsii dlya skrytoi peredachi informatsii //Uspekhi fizicheskikh nauk. - 2009. - vol. 179. - . 12. - S. 12811310.
2.
Akgul A., Kacar S., Pehlivan I. An Audio Data Encryption with Single and Double Dimension Discrete-Time Chaotic Systems // The Online Journal of Science and Technology. - 2015. - vol. 5.I. - pp. 1323.
3.
Idowu B.A., Vincent U.E., Njah A.N. Control and Synchronization of Chaos in Nonlinear Gyros via Backstepping Design //ISSN International Journal of Nonlinear Science. - 2008. - vol. 5. - N 1. - pp. 17493889.
4.
Hegazi A.S., Agiza H.N., El-Dessoky M.M. Adaptive Synchronization for Rossler and Chuas Circuit Systems // International Journal of Bifurcation and Chaos. - 2002. - vol. 12. - N 7. - pp. 15791597. DOI: http://dx.doi.org/10.1142/S0218127402005388.
5.
Hammel S.M., Yorke J.A., Grebogi C. Do numerical orbits of chaotic dynamical processes represent true orbits? // Journal of Complexity. - 1987. - vol. 3. - N 2. - pp. 136145. DOI: 10.1016/0885-064X(87)90024-0
6.
Karimov T. I., Butusov D. N., Karimov A. I. Sravnenie analogovogo i chislennogo sposobov modelirovaniya khaoticheskikh sistem // Sbornik dokladov XVIII Mezhdunarodnoi konferentsii po myagkim vychisleniyam i izmereniyam (SCM-2015). SPb. Izd. SPbGETU LETI, 2015. - T. 1. - S. 252256
7.
Liao S. J., Wang P. F. On the mathematically reliable long-term simulation of chaotic solutions of Lorenz equation in the interval [0, 10000] //Science China Physics, Mechanics and Astronomy. 2014. vol. 57. . 2. pp. 330-335. DOI: 10.1007/s11433-013-5375-z
8.
Sarra S.A., Meador C. On the numerical solution of chaotic dynamical systems using extend precision floating point arithmetic and very high order numerical methods // Nonlinear Analysis: Modelling and Control. - 2011. - vol. 16. - N 3. - pp. 340352.
9.
Buscarino A., Frasca M., Branciforte M., Fortuna L. Synchronization of two Rossler systems with switching coupling // arXiv: 1507.01992, 2015. DOI: 10.1007/s11071-016-3269-0
10.
Butusov D.N., Karimov A.I., Karimov T.I. Apparatno-orientirovannye chislennye metody integrirovaniya. SPb. Izd-vo SPbGETU LETI, 2016. 192 c.
11.
Butusov D.N., Karimov A.I., Tutueva A.V. Hardware-targeted semi-implicit extrapolation ODE solvers // International Siberian Conference on Control and Communications (SIBCON), 2016. Art. no. 7491741. DOI: 10.1109 / SIBCON.2016.7491741