Research on the chaotic group secret communication of the distributed ,large-scale and multi-signal system
Papers|更新时间:2024-06-05
|
Research on the chaotic group secret communication of the distributed ,large-scale and multi-signal system
Journal on CommunicationsVol. 38, Issue 3, Pages: 124-132(2017)
作者机构:
1. 哈尔滨理工大学计算机科学与技术学院,黑龙江 哈尔滨 150080
2. 哈尔滨理工大学管理学院,黑龙江 哈尔滨 150080
作者简介:
基金信息:
The Natural Science Foundation of Heilongjiang Province(F201222);The Science and Technology Foundation for Innovative Talents of Harbin City(2007RFXXG023)
Guang-ming SUN, Jin-jie HUANG, Qiao LIU. Research on the chaotic group secret communication of the distributed ,large-scale and multi-signal system[J]. Journal on Communications, 2017, 38(3): 124-132.
DOI:
Guang-ming SUN, Jin-jie HUANG, Qiao LIU. Research on the chaotic group secret communication of the distributed ,large-scale and multi-signal system[J]. Journal on Communications, 2017, 38(3): 124-132. DOI: 10.11959/j.issn.1000-436x.2017062.
Research on the chaotic group secret communication of the distributed ,large-scale and multi-signal system
Modern complicated communication system has the characteristics of distributed
large scales
multiple-imput signals and parallel transmission
which result in the increasing urgent problem of communication security.Based on the analysis on the evolution method and the unification-synchronization problem of the chaotic group system
a rotation model of 3D chaotic system was established.With the Newton-Leipnik system as study object
three different types of communication signals to simulate and validate the evolution of chaotic group
and the unification and synchronization of the chaotic group system was utilized.Experimental results show that the method presented in this study is effective and has a good prospect for the application.
关键词
Keywords
references
PECORA L M , CARROLL T L . The synchronization in chaotic systems [J ] . Physical Review Letters , 1990 , 64 ( 4 ): 821 - 830 .
BOCCALETTI S , OSIPOV J K , VALLADARES D L , et al . The synchronization of chaotic systems [J ] . Physics Reports , 2002 , 366 ( 1 ): 1 - 101 .
HAMEL S , BOULKROUNE A . A generalized function projective synchronization scheme for uncertain chaotic systems subject to input nonlinearities [J ] . International Journal of General Systems , 2016 , 45 ( 6 ): 689 - 710 .
GAO X J , CHENG M F , HU H P . Adaptive impulsive synchronization of uncertain delayed chaotic system with full unknown parameters via discrete-time drive signals [J ] . Complexity , 2016 , 21 ( 5 ): 43 - 51 .
OUANNAS A,AL-SAWALHA M M . Synchronization between different dimensional chaotic systems using two scaling matrices [J ] . Optik-International Journal for Light and Electron Optics , 2016 , 127 ( 2 ): 959 - 963 .
JON R , LINDSA Y . Stuxnet and the limits of cyber warfare [J ] . Security Studies , 2013 , 22 ( 3 ): 365 - 404 .
GAO J C , LIU J , RAJAN B , et al . Scada communication and security issues [J ] . Security Comm Networks , 2014 , 7 ( 1 ): 175 - 194 .
SHUAIB K , KHALIL I,ABDEL-HAFEZ M . Communications in smart grid:a review with performance,reliability and security consideration [J ] . Journal of Networks , 2013 , 8 ( 6 ): 1229 - 1240 .
ZHANG Q S , FAN Y S , LIANG H , et al . The research of China made DCS application on supercritical and ultra supercritical units of Guohua electric company [J ] . Applied Mechanics and Materials , 2013 , 7 ( 336 ): 1217 - 1224 .
GAO Q , LI H , LI J F , et al . Research and development of DCS test software based on the OPC technology [C ] // National Conference for Engineering Sciences . 2012 : 2089 - 2091 .
ZHANG X Y , WU Y , MO C J . Generic and automatic multi-channel control system [J ] . Advanced Materials Research , 2014 , 1046 : 310 - 314 .
MENGUE A D , ESSIMBI B Z . Secure communication using chaotic synchronization in mutually coupled semiconductor lasers [J ] . Nonlinear Dynamics , 2012 , 70 ( 2 ): 1241 - 1253 .
SENOUCI A , BOUKABOU A , BUSAWON K , et al . Robust chaotic communication based on indirect coupling synchronization [J ] . Circuits,Systems,and Signal Processing , 2015 , 34 ( 2 ): 393 - 418 .
XIE Y Y , LI J C , HE C , et al . Long-distance multi-channel bidirectional chaos communication based on synchronized VCSELs subject to chaotic signal injection [J ] . Optics Communications , 2016 , 377 ( 15 ): 1 - 9 .
PARK J H . On synchronization of unified chaotic systems via nonlinear control [J ] . Chaos,Solitons and Fractals , 2005 , 25 : 699 - 704 .
WANG H , HAN Z Z , ZHANG W , et al . Chaos control and synchronization of unified chaotic systems via linear control [J ] . Journal of Sound and Vibration , 2009 , 320 ( 1 ): 365 - 372 .
LI C D , ZHOU Y H , WANG H , et al . Stability of nonlinear systems with variable-time impulses:B-equivalence method [J ] . International Journal of Control,Automation and Systems , 2013 , 11 ( 3 ): 643 - 647 .
LI C J , YU X H , YU W W , et al . Distributed event-triggered scheme for economic dispatch in smart grids [J ] . IEEE Transactions on Industrial Informatics , 2015 , 12 ( 5 ): 1775 - 1785 .
WANG X , TIAN L . Bifurcation analysis and linear control of the Newton-Leipnik system [J ] . Chaos,Solitons & Fractals , 2006 , 27 ( 1 ): 31 - 38 .