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参量受混沌信号驱动的混沌同步 被引量:1

Synchronizing chaotic system with parameters driven by chaotic signal
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摘要 用外部混沌信号驱动两混沌系统的参量并实现同步,以Rssler系统驱动两Lorenz系统的某一参量为例进行数值模拟,结果表明,受混沌信号驱动的参量在一定的变化范围内,两Lorenz系统将历经非常复杂的同步过程;同时,系统的同步依赖于两者的初始条件。 Synchronization of two chaotic systems driven by the external chaotic signal is presented in this paper. Two Lorenz systems whose parameters are driven by the Rossler system are typical examples for the numerical simulation. The results show that the Lorenz systems with the identical parameters driven by the chaotic signal will experience a complicated synchronization process. At the same time, the synchronization or non-synchronization depends tightly on their initial conditions .
出处 《电波科学学报》 EI CSCD 2003年第4期433-436,共4页 Chinese Journal of Radio Science
基金 上海市重点学科建设资助项目(批准号:2001-44)
关键词 混沌同步 混沌信号 参量 ROSSLER系统 LORENZ系统 chaos synchronization, driving parameter, initial condition
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  • 1方锦清.超混沌同步及其超混沌控制[J].科学通报,1995,40(4):306-310. 被引量:21
  • 2方锦清,自然杂志,1993年,16卷,9/10期,6页
  • 3Wang H,Proc of NOLCOS92.Nonlincar Control System Design Symp,1992年
  • 4Chen C C,AIChE J,1992年,38卷,1461页
  • 5He Rong,Phys Rev A,1992年,46卷,7387页
  • 6Peng B,J Phys Chem,1991年,95卷,4957页
  • 7方锦清,1995年
  • 8方锦清,The 19th IUPAP Inter Confer,1995年
  • 9方锦清,Chin Sci Bull,1995年,40卷,988页
  • 10方锦清,强激光与粒子束,1995年

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  • 1G Grassi and D A Miller. Theory and experimental realization of observer-based discrete-time hyperchaos synchronization [J]. IEEE Trans. Circuit Syst. I,2002,49 (3) : 373-378.
  • 2G Baier and M Klein. Maximum hyperchaos in generalized Henon maps[J]. Phys. Left. A. 1990,151(6/7)281-284.
  • 3Johan Hastad. On using RSA with low exponent in a public key network[C]. Proc,CRYPTO85,1985: 403-408.
  • 4Short K M. Steps towards unmasking secure communications [J]. Int. J. Bifurc. Chaos, 1994,4 (4) :959-977.
  • 5Perez G, Cerdeira H A. Extracting messages masked by chaos [J]. Phy. Rev. Lett., 1995,74(11):1970-1973,
  • 6Short K M. Unmasking a modulated chaotic communications scheme. Int. J. Bifurc [J]. Chaos, 1996, 6(2): 367-375.
  • 7Zhou C, Lai C H. Decoding information by following parameter modulation with parameter adaptive control[J]. Physical Review E, 1999,59 (6): 6629-6636.
  • 8M I Sobhy, A-E R Shehata. Methods of attacking chaotic encryption and countermeasures [C]. Proc,ICASSPF01,2001: 1001-1004.
  • 9Hu Guojie, Feng Zhengjin, and Meng Ruiling. Chosen ciphertext attack on chaos communication based on chaotic synchronization[J]. IEEE Trans Circuits Syst. I, 2003, 50(4):275-279.
  • 10Xiaofeng Liao, Xueming Li, Jun Penand Guanrong Chen. A digital secure image communication scheme based on the chaotic Chebyshev map[J]. International Journal of Communication Systems. 2004, (17) : 437-445.

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