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MLC混沌電路耦合同步的充分條件

王鎖萍 蔣國平

王鎖萍, 蔣國平. MLC混沌電路耦合同步的充分條件[J]. 電子與信息學報, 2001, 23(6): 583-588.
引用本文: 王鎖萍, 蔣國平. MLC混沌電路耦合同步的充分條件[J]. 電子與信息學報, 2001, 23(6): 583-588.
Wang Suoping, Jiang Guoping . SUFFICIENT CONDITION OF CHAOS SYNCHRONIZATION VTA COUPLING APPROACH IN MLC CIRCUIT[J]. Journal of Electronics & Information Technology, 2001, 23(6): 583-588.
Citation: Wang Suoping, Jiang Guoping . SUFFICIENT CONDITION OF CHAOS SYNCHRONIZATION VTA COUPLING APPROACH IN MLC CIRCUIT[J]. Journal of Electronics & Information Technology, 2001, 23(6): 583-588.

MLC混沌電路耦合同步的充分條件

SUFFICIENT CONDITION OF CHAOS SYNCHRONIZATION VTA COUPLING APPROACH IN MLC CIRCUIT

  • 摘要: 基于混合混沌信號的單向耦合方法,研究MLC(Murali-Lakshmanan-Chua)電路混沌同步問題;利用Bellman-Gronwall不等式,分析并給出MLC混沌電路耦合同步的一個充分條件。
  • L.M.Pecora,T.L.Carroll,Synchronization in chaotic circuits.Phys.Rev.Lett.1990,64(8).821-824.[2]L.M.Pecora.T.L.Carroll,Driving systems with chaotic signals.Phys.Rev.A.1991,44(4):2374-2383.[3]S.Hays.C.Grebogi,E.On,Comunicating with chaos,Phys.Rev.Lett.1993,70(20):3031-3034.[4]C.W.Wu.L.O.Chna,A simple way to synchronice chaotic systems with applications to secure comunication systems ,Int.J.Bifurcation and Chaos,1993,3(6),1619-1627.[5]M.A.Ogorzalek[J].Taning chaos-Part I:Synchronization .IEEE Tranhs.on Circuits Systems.1993,40(10):693-699[6]C.W.Wu.L.O.Chua,Syuchronization in an array of linearly coupled dynamieal systems .IEEE Trans.[J].on Circuits Systms.1995,42(8):430-[7]鐘國群,蔡氏電路混沌保密通訊,電路與系統(tǒng)學報,1996,1(1):19-29.[8]L.O.Chua.M.Ioth.L.Kocarv,K,Eckert,Chaos synchronization in Chuas circuits.J.of Circnits,Systms and Computers,1993,3(1)93-108.[9]T.Kapitaniak,M.Sckieta,Ogorzalek,Monotoue synchronization of chao.Int.J.Biturcation and Chaos,1996:6(1):211-217.[10]K.Murali:M[J].Lakshinanan,Synchronization through compound chaotic signal in Chinas circuit and Murali-Lakshmanan-Chua circuit,Int.J.Bifurcation and Chaos.1997,7(2):415-421[11]K.Murali,M[J].Lakshunanan,L.O.Chua,The simoplest dissipative non-antouomous chaotic circuit IEEE Trans.on Circuits SystemsI.1994,41(6):462-463[12]K.Murali,M.Lakshmanan,L.O.Chna,Bifurcation and chaos in the simplest,dissipative nonantononous circuit,Int.J.Bifurcation and Chaos:1994,4(6),1511-1524.[13]K.Murali,M.Lakshnnanan,L.O.Chua.Controlling and synchronization of chaos in the simplest dissipative non-autonomous circuit,Int.J.Bifuration and Chaos.1995,5(3):563-571.
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出版歷程
  • 收稿日期:  1999-08-24
  • 修回日期:  2000-02-11
  • 刊出日期:  2001-06-19

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