单模激光Lorenz系统零动态控制耦合混沌同步
[1] Slotine J J E, Li Weiping. Applied nonlinear control［M］. New York: Prentice Hall,1991:224-228.
[2] Alberto Isidori. Nonlinear control systems (3rd edition)［M］. London: Springer Verlag,1995:69-83.
[3] Karagiannis D, Jiang Z P, Ortega R, et al. Output feedback stabilization of a class of uncertain non-minimum phase nonlinear systems［J］. Automatica,2005,41(9):1609-1615.
[4] Xie Bo, Yao Bin. Robust output feedback stabilization of a class of nonminimum phase nonlinear systems［C］. Proceedings of the 2006 American Control Conference, Minneapolis, USA:IEEE,2006:4981-4986.
[5] Yang B J, Calise A J. Adaptive stabilization for a class of non-affain non-minimum phase systems using neural networks［C］. Proceedings of the 2006 American Control Conference, Minneapolis,USA:IEEE,2006:2291-2296.
[6] 蔡秀珊,汪晓东,吕干云.具有零动态仿射非线性系统控制Lyapunov函数的构造［J］.控制理论与应用,2007,24(3):391-395.
Cai Xiushan, Wang Xiaodong, Lu Ganyun. Constructive control Lyapunov functions for affine nonlinear systems with zero dynamics［J］. Control Theory & Applications,2007,24(3):391-395.
[7] Ji Lee, Ij Ha. A novel approach to control of nonminimum phase nonlinear systems ［J］. IEEE Trans on Automatic Contro,2002,47(9):1480-486.
[8] 张静, 王广雄, 何朕. 不稳定零动态系统的鲁棒控制［J］. 控制理论与应用,2005,22(1):67-71.
Zhang Jing , Wang Guangxiong , He Zhen. Robust control of systems with unstable zero dynamics［J］. Control Theory & Applications,2005,22(1):67-71.
[9] 李殿璞. 非线性控制系统理论基础［M］. 哈尔滨:哈尔滨工程大学出版社,2006:160-162.
Li Dianpu. The theoretical basis of the nonlinear control system［M］. Harbin: Harbin Engineering University Press,2006:160-162.
[10] Zhang Ting, Wang Jiang, Fei Xiangyang, et al. Synchronization of coupled FitzHugh-Nagumo systems via MIMO feedback linearization control［J］. Chaos, Solitons & Fractals,2007(33):194-202.
[11] Hassan Salarieh, HodaSadeghian, Kaveh Merat. Chaos control in lateral oscillations of spinning disks via nonlinear feedback［J］. Nonlinear Analysis: Real World Applications,2009(10): 2864-2872.
[12] Zhang Jing, Xu Daolin, ZHou Jiaxi, et al. Chaotification of vibration isolation floating raft system via nonlinear time-delay feedback control［J］. Chaos, Solitons & Fractals,2012(45): 1255-1265.
[13] Li Haitao, Yang Shan, Ren Hongliang. Dynamic decoupling control of Dgcmg gimbal system via state feedback linearization［J］. Mechatronics,2016(36):127-135.
[14] 李钢. Gibbs光学双稳系统的状态反馈控制［J］. 光学技术,2007,32(3):373-374.
Li Gang. Chaos control of Gibbs optical bistable system by the state feedback［J］. Optical Technique,2007,32(3):373-374.
[15] 栾玲, 冯立军. 利用单模激光Lorenz系统实现异结构混沌系统混沌同步［J］. 光学技术,2009,35(5):742-744.
Luan Ling, Feng Lijun. Synchronization between two different chaotic systems using the single-mode laser Lorenz system［J］. Optical Technique,2009,35(5):742-744.
[16] 吕翎, 李钢, 欧永成. 控制强度对Bragg光学双稳系统混沌控制的影响［J］. 光学技术,2002,28(1):16-17.
Lu Ling , Li Gang. Ou Yongcheng. Influence of the control intensity to chaos control in Bragg optical bistable system［J］. Optical Technique,2002,28(1):16-17.
王忠鑫, 李钢, 马翔, 张晓璇, 林笑竹, 李想, 王欣然. 单模激光Lorenz系统零动态控制耦合混沌同步[J]. 光学技术, 2018, 44(2): 226. WANG Zhongxin, LI Gang, MA Xiang, ZHANG Xiaoxuan, LIN Xiaozhu, LI Xiang, WANG Xinran. Coupled chaos synchronization between the single-mode laser Lorenz systems by control of the zero dynamics[J]. Optical Technique, 2018, 44(2): 226.
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