基于Lyapunov稳定理论,研究了一类三阶忆阻器混沌电路系统在单向线性耦合下实现同步的可靠性问题.在临界值上选择恒定的控制器增益则容易实现两个混沌系统的同步;控制器增益时变下,一定强度范围内也可以实现同步.进一步通过数值方法计算了耦合增益对控制器平均功耗和达到同步暂态时间的影响.
参考文献
[1] | Zhou J;Huang D.The influences of model parameters on the characteristics of memristors[J].Chin Phys B,201221(04):048401. |
[2] | Bao B C;Xu J P;Liu Z.Initial state dependent dynamical behaviors in a memristor based chaotic circuit[J].Chinese Physics Letters,201027(07):070504. |
[3] | Strukov D B;Snider G S;Stewart D R.The missing memristor found[J].NATURE,2008453:80-83. |
[4] | Bao B C;Liu Z;Xu J P.Dynamical analysis of memristor chaotic oscillator[J].物理学报,201059(06):3785-3793. |
[5] | Hong Q H;Zeng Y C;Li Z J.Design and simulation of chaotic circuit for flux-controlled memristor and chargecontrolled memristor[J].物理学报,201362(23):230502. |
[6] | Xu B R.A simplest parallel chaotic system of memristor[J].物理学报,201362(19):190506. |
[7] | Li Z W;Liu H J;Xu X.Effects of pristine state on conductive percolation model of memristor[J].物理学报,201362(09):096401. |
[8] | Jia L N;Huang A P;Zheng X H.Progress of memristor modulated by interfacial effect[J].物理学报,201261(21):217306. |
[9] | Tian X B;Xu H;Li Q J.The conductive mechanisms of a titanium oxide memristor with dopant drift and a tunnel barrier[J].Chin Phys B,201322(08):088502. |
[10] | Wang X Y;Andrew L Fitch;Herbert H C Iu.Implementation of an analogue model of a memristor based on a light-dependent resistor[J].Chin Phys B,201221(10):108501. |
[11] | Yu D S;Liang Y;Herbert H C Iu.Mutator for transferring a memristor emulator into meminductive and memcapacitive circuits[J].Chin Phys B,201423(07):070702. |
[12] | Bao B C;Zou X;Hu W.Voltage-current relationship of active memristor and frequency characteristic of active memristive circuit[J].电子学报,201341(03):593-597. |
[13] | Liu B J;Cai L;Feng C W.Adaptive generalized synchronization of simple piecewise linear chaotic system and SETMOS chaotic system[J].量子电子学报,201229(01):74-79. |
[14] | Chu R T;Wang C N;Ma J.Synchronization and estimation of jump parameter of one certain chaotic circuit[J].量子电子学报,201027(01):82-87. |
[15] | Li F;Wang C N;Ma J.Reliability of linear coupling synchronization of hyperchaotic systems with unknown parameters[J].Chin Phys B,201322(10):100502. |
[16] | Li F;Huang L;Wang C N.Identifiation of parameters with different magnitude orders in the chaotic Josephson junction by using the schemes of scale conversion and adaptive synchronization[J].量子电子学报,201229(04):457-466. |
[17] | Muthuswamy B;Chua L O.Simplest chaotic circuit[J].International Journal of Bifurcation and Chaos,201020(05):1567-1580. |
[18] | Li F;Jin W Y;Ma J.Modulation of nonlinear coupling on the synchronization induced by linear coupling[J].物理学报,201261(24):240501. |
[19] | Ma J;Wu X Y;Qin H X.Realization of synchronization between hyperchaotic systems by using a scheme of intermittent linear coupling[J].物理学报,201362(17):170502. |
上一张
下一张
上一张
下一张
计量
- 下载量()
- 访问量()
文章评分
- 您的评分:
-
10%
-
20%
-
30%
-
40%
-
50%