参考文献/References:
[1]Reddy D V R,Sen A,Johnston G L. 由于延时引发耦合极限环振荡消失的实验验证[J]. 物理评论快报,2000,85(16) :3381(英文版).
[2]Zhai Yumei,Kiss I Z,Hudson J L. 耦合电化学振子通过Hopf分岔走向振荡消失的实验与仿真[J]. 物理评论E,2004,69(2) :026208(英文版).
[3]郑志刚. 耦合非线性系统的时空动力学与合作行为[M]. 北京:高等教育出版社,2004:53-285.
[4]Awadhesh Prasad. 耦合混沌振子的振荡消失[J]. 物理评论E,2005,72(5):056204(英文版).
[5]Keiji Konishi,Hideki Kokame. 由延时引发混沌映像格子的振荡消失及避免消失的发生[J]. 物理快讯A,2007,366(6):585(英文版).
[6]Rajat Karnatak,Ram Ramaswamy,Awadhesh Prasad. 等同振子在无延时耦合下的振荡消失[J]. 物理评论E,2007,76(3) :035201(英文版).
[7]Kim Min-Young,Roy Rajarshi,Aron Joan L,等 延迟耦合激光系统的标度行为:理论与实验[J]. 物理评论快报,2005,94(8):088101(英文版).
[8]彭建华,吴迎春,张晓明. 共轭变量耦合系统振荡消失研究[J]. 深圳大学学报理工版,2009,26(2):143-146.
[9]Awadhesh Prasad,Mukeshwar Dhamala,Bhim Mani Adhikari,等. 非线性耦合振子系统中的振荡消失[J]. 物理评论E,2010,81(2) :027201(英文版).
[10]Reddy DVR,Sen A,Johnston G L. 耦合极限环系统中的时间延迟效应对Hopf分支的影响[J]. 物理D,1999,129(1/2):15-34.(英文版)
[11]刘秉正,彭建华. 非线性动力学[M]. 北京:高等教育出版社,2004:1-100.
[1]Reddy D V R,Sen A,Johnston G L. Experimental evidence of time-delay-induced death in coupled limit-cycle oscillators[J]. Phys Rev Lett,2000,85(16):3381.
[2]Zhai Yumei,Kiss I Z,Hudson J L. Amplitude death through a Hopf bifurcation in coupled electrochemical oscillators:experiments and simulations[J]. Phys Rev E,2004,69(2):026208.
[3]ZHENG Zhi-gang. Spatiotemporal Dynamics and Collective Behaviors in Coupled Nonlinear Systems[M]. Beijing:Higher Education Press,2004:53-285.(in Chinese)
[4]Awadhesh Prasad. Amplitude death in coupled chaotic oscillators[J]. Phys Rev E,2005,72(5):056204.
[5]Keiji Konishi,Hideki Kokame. Time-delay-induced amplitude death in chaotic map lattices and its avoiding control[J]. Phys Lett A,2007,366(6):585.
[6]Rajat Karnatak,Ram Ramaswamy,Awadhesh Prasad. Amplitude death in the absence of time delays in identical coupled oscillators[J]. Phys Rev E,2007,76(3):035201.
[7]Kim Min-Young,Roy Rajarshi,Aron Joan L,et al. Scaling Behavior of Laser Population Dynamics with Time-Delayed Coupling:Theory and Experiment[J]. Phys Rev Letts,2005,94(8):088101.
[8]PENG Jian-hua,WU Ying-chun,ZHANG Xiao-ming. Studies on the amplitude death phenomena in chaotic systems with conjugate variable coupling[J]. Journal of Shenzhen University Science and Engineering,2009,26(2):143-146.(in Chinese)
[9]Awadhesh Prasad,Mukeshwar Dhamala,Bhim Mani Adhikari,et al. Amplitude death in nonlinear oscillators with nonlinear coupling[J]. Phys Rev E,2010,81(2):027201.
[10]Reddy DVR,Sen A,Johnston G L. Time delay effects on coupled limit cycle oscillators at Hopf bifurcation[J]. Physica D,1999,129(1/2):15-34.
[11]LIU Bing-zheng,PENG Jian-hua.Nonlinear Dynamics[M]. Beijing:Higher Education Press,2004:1-100.(in Chinese)
相似文献/References:
[1]张晓明,王赫,彭建华.离散超混沌系统的多同步态电路实验[J].深圳大学学报理工版,2010,27(3):317.
ZHANG Xiao-ming,WANG He,and PENG Jian-hua.Circuit experiments of multiple synchronization states in discrete hyperchaotic systems[J].Journal of Shenzhen University Science and Engineering,2010,27(No.1(001-095)):317.