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Hybrid Synchronization of Fractional Order Hyper Chaotic Chen and Lu Systems using Active Control Method

Published on September 2015 by Vijay K. Yadav, Mayank Srivastava, Prashant K. Mishra, Vivekmishra, and Saurabh K. Agrawal
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International Conference and Workshop on Communication, Computing and Virtualization
Foundation of Computer Science USA
ICWCCV2015 - Number 2
September 2015
Authors: Vijay K. Yadav, Mayank Srivastava, Prashant K. Mishra, Vivekmishra, and Saurabh K. Agrawal
099be6ce-9ae3-4150-bb33-8b58163393c8

Vijay K. Yadav, Mayank Srivastava, Prashant K. Mishra, Vivekmishra, and Saurabh K. Agrawal . Hybrid Synchronization of Fractional Order Hyper Chaotic Chen and Lu Systems using Active Control Method. International Conference and Workshop on Communication, Computing and Virtualization. ICWCCV2015, 2 (September 2015), 0-0.

@article{
author = { Vijay K. Yadav, Mayank Srivastava, Prashant K. Mishra, Vivekmishra, and Saurabh K. Agrawal },
title = { Hybrid Synchronization of Fractional Order Hyper Chaotic Chen and Lu Systems using Active Control Method },
journal = { International Conference and Workshop on Communication, Computing and Virtualization },
issue_date = { September 2015 },
volume = { ICWCCV2015 },
number = { 2 },
month = { September },
year = { 2015 },
issn = 2249-0868,
pages = { 0-0 },
numpages = 1,
url = { /proceedings/icwccv2015/number2/798-1566/ },
publisher = {Foundation of Computer Science (FCS), NY, USA},
address = {New York, USA}
}
%0 Proceeding Article
%1 International Conference and Workshop on Communication, Computing and Virtualization
%A Vijay K. Yadav
%A Mayank Srivastava
%A Prashant K. Mishra
%A Vivekmishra
%A and Saurabh K. Agrawal
%T Hybrid Synchronization of Fractional Order Hyper Chaotic Chen and Lu Systems using Active Control Method
%J International Conference and Workshop on Communication, Computing and Virtualization
%@ 2249-0868
%V ICWCCV2015
%N 2
%P 0-0
%D 2015
%I International Journal of Applied Information Systems
Abstract

In this article, the active control method is used for hybrid synchronization between two fractional order hyperchaotic systems, Chen hyperchaotic system taken as the master system and the other fractional order hyperchaoticLu system taken as slave system separately. The fractional derivative is described in Caputo sense. Numerical simulation results which are carried out using Adams–Bashforth–Moulton method show that the method is easy to implement and reliable for hybrid synchronizing the two nonlinear fractional order chaotic systems while it also allows both the systems to remain in chaotic states.

References
  1. Pecora, L. M. and Carroll, T. L. 1990. Synchronization in chaotic systems. PhysRevLett. 64:821–4.
  2. Chen, S. H. and Lu J. 2002. Parameters identification and synchronization ofchaotic systems based upon adaptive control. PhysLett A, 299:353–8
  3. Park, J. H. and Kwon, O. M. 2005. A novel criterion for delayed feedback control of time-delay chaotic systems. Chaos SolutionFract, 23: 495-01.
  4. Chen, S. Hand Lu, J. 2002. Synchronization of an uncertain unified chaotic system via adaptive control. Chaos SolitonFract, 14:643–7.
  5. Ho, M. C. and Hung, Y. C. 2002. ynchronization of two different systems by using generalized active control. PhysLett A, 301:424–9.
  6. I. Podlubny. 1999. Fractional differential equations. San Diego, New York: Academic Press.
  7. Lin Pan, Wuneng Zhou, Long Zhou, and Kehui Sun. 2011. Chaos synchronization between two different fractional-order hyperchaotic systems, Commun Nonlinear SciNumerSimulat, 16:2628–2640.
  8. Sudheer, S. K. and Sabir, M. 2009. Hybrid Synchronization of Hyperchaotic Chen System,
  9. National Conference on Nonlinear Systems & Dynamics, Saha Institute of Nuclear Physics, Kolkata, India.
  10. Agrawal, S. K. and Das, S. 2013Projective synchronization between different fractional-order hyperchaotic systems with uncertain parameters using proposed modified adaptive projective synchronization technique, Mathematical Methods in Applied Sciences, DOI: 10. 1002/mma. 2963.
  11. SudheerK. S. and Sabir, M. 2009. Hybrid synchronization of hyperchaotic Lu system, PRAMANA journal Physics, 73, (October 2009), 781-786.
  12. Agrawal, S. K. , Srivastava, M. and Das,S. 2012. Synchronization of fractional order chaotic systems using active control method, Chaos, Solitons& Fractals, 45:737–752.
Index Terms

Computer Science
Information Sciences

Keywords

Fractional order Hyperchaotic system Active control method Synchronization Anti-synchronization.