Home   >   CSC-OpenAccess Library   >    Manuscript Information
Full Text Available

(289.8KB)
This is an Open Access publication published under CSC-OpenAccess Policy.

PUBLICATIONS BY COUNTRIES

Top researchers from over 74 countries worldwide have trusted us because of quality publications.

United States of America
United Kingdom
Canada
Australia
Malaysia
China
Japan
Saudi Arabia
Egypt
India
Synchronization in the Genesio-Tesi and Coullet Systems Using the Sliding Mode Control
J. Ghasemi, A. Ranjbar N
Pages - 60 - 65     |    Revised - 22-02-2010     |    Published - 08-04-2010
Volume - 4   Issue - 1    |    Publication Date - March 2010  Table of Contents
MORE INFORMATION
KEYWORDS
Chaos, Sliding Mode, Synchronization, Genesio-Tesi System, Coullet System
ABSTRACT
Chaotic behaviour and control of Genesio-Tesi and Coullet is studied, in this paper. The Sliding Mode Control is proposed for synchronization in a pair of topologically inequivalent systems, the Genesio-Tesi and Coullet systems. The simulation result verifies the effectiveness of the proposed method.
1 Google Scholar 
2 Academic Journals Database 
3 CiteSeerX 
4 ResearchGATE 
5 Libsearch 
6 Bielefeld Academic Search Engine (BASE) 
7 Scribd 
8 WorldCat 
9 SlideShare 
10 PDFCAST 
11 PdfSR 
12 Chinese Directory Of Open Access 
1 Abdous F., A. Ranjbar, S.H. Hossein-Nia, Stabilizing the Hopf Bifurcation Using Time-delay Feedback Control in the Network Congestion, IEEE conference, WOSPA, 2008.
2 Abdous F., A. Ranjbar N., S.H. Hosein Nia, A. Sheikhol Eslami, B. Abdous, The Hopf Bifurcation control in Internet Congestion Control System, Second International Conference on Electrical Engineering (ICEE), Lahore (Pakistan), 2008.
3 Abdous, F. ,A. Ranjbar N., S.H. Hosein Nia, A. Sheikhol Eslami, Chaos Control of Voltage Fluctuations in DC Arc Furnaces Using Time Delay Feedback Control, Second International Conference on Electrical Engineering (ICEE) ,Lahore (Pakistan), 2008.
4 Chua L. O., M. Itah, L. Kosarev and K. Eckert, Chaos synchronization in Chua’s Circuits, J. Circuits, Syst. And Comp., 3 93-108, 1993.
5 Deng W., C.P. Li, Chaos synchronization of the fractional Lu system, Phys., 353: 61–72, 2005.
6 Deng W., C. Li, Synchronization of chaotic fractional Chen system, J. Phys.Soc. 74 (6):1645– 1648, 2005.
7 Gallegos JA., Nonlinear regulation of a Lorenz system by feedback linearization techniques. Dyn. Control 1994; 4: 277–98, 1994.
8 Hu J. B., Y. Han, L. D Zhao, Synchronization in the Genesio-Tesi and Coullet systems using the Backstepping Approach", International Symposium on Nonlinear Dynamics (2007 ISND), Journal of Physics:Conference Series 96 012150 doi:10.1088/1742-6596/96/1/012150, 2007.
9 Hunt E. R., Stabilization High-Period Orbits in a Chaos System, Phys. Rev. Lett. 1991; 67: 1953-55, 1991.
10 Li D., J. A. Lu and X. Wu, Linearly coupled synchronization of the unified chaotic systems and the Lorenz systems, Chaos, Solitons & Fractals, Vol 23, Issue 1, Pages 79-85, January 2005
11 Li C.P., W.H. Deng, D. Xu, Chaos synchronization of the Chua system with a fractional order, Phys. A 2006;360:171–185, 2006.
12 Liu Shu-Yong, Xiang Yu and Shi-Jian Zhu, Study on the chaos anti-control technology in nonlinear vibration isolation system, Journal of Sound and Vibration, 310(4-5): 855-864, 2008.
13 Ott. E., Grebogi, C., York, J. A, Controlling Chaos, Phys. Rev. Lett. ; 64: 1196-99, 1990.
14 Park J. H., Stability criterion for synchronization of linearly coupled unified chaotic systems, Chaos, Solitons & Fractals, Vol. 23, Issue 4, Pages 1319-1325, February 2005.
15 Phuah J., J. Lu, and T. Yahagi, Chattering free sliding mode control in magnetic levitation system, IEEJ Trans. EIS, 125(4):600–606, 2005.
16 Pyragas K., Continuous control of chaos by self controlling feedback, Phys. Rev. Let. 67: 1953-55, 1991.
17 Roy R., T. W. Murphy? T. D. Maier? Z. Gillis and E. R. Hunt, Dynamical Control of a chaotic Layser: Experimental stabilization of a Globally Coupled System, Physc. Rev. Lett, vol. 68? pp. 1259-1262, 2000.
18 Slotine J. E., S. S. Sastry, Tracking control of nonlinear systems using sliding surface with application to robotic manipulators, Int. J.Contr. ,vol. 38, pp. 465 492, 1983.
19 Utkin V. I., Variable structure systems with sliding mode, IEEE Trans.Automat. Contr., 22: 212–222, 1977.
20 Yassen MT., Controlling chaos and synchronization for new chaotic system using linear feedback control, Chaos Solitons Fractal, 26: 913–20, 2005.
21 L.-C. Yao, J.-S. Chen, C,-Y, Hsu, A Mode Switching Sliding-mode Controller with Observer based State-Dependent Boundary Layer and Its Application, International Journal of Engineering, vol. 1(1), pp. 39:53, 2007 .
22 Yang T., "A survey of chaotic secure communication systems", Int. Journal of Compational Cognition, vol. 2. No. 2. pp. 81-130, 2004.
Mr. J. Ghasemi
- Iran
j.ghasemi@stu.nit.ac.i
Mr. A. Ranjbar N
- Iran