Modelling and Research of Chaotic Rossler System with LabView and Multisim Software Environment
Keywords:chaos, control, system, Rossler, LabView, MultiSim
AbstractIntroduction. In this paper is presented a theoretical basis of chaotic Rossler system.
Modelling of Chaotic Rossler System in LabView. Submitted programming interface that has been developed in LabView software environment. It allows generating and researching chaotic Rossler system. Submitted by time distribution of three chaotic coordinates and spectral analysis. Also submitted values of variables in which generated different period (controlled) attractors of the chaotic Rossler system. The software interface demonstrates masking and decrypt information carrier of the chaotic Rossler system.
Modelling of Chaotic Rossler System in MultiSim. Using MultiSim software environment conducted scheme technical analysis circuit of a generator that implements a chaotic Rossler system.
Conclusions. Modelled circuit of generator confirming correspondence scheme-technical solution to mathematical apparatus that describing chaotic Rossler system. Keywords: chaos; control; system; Rossler; LabView; MultiSim
Gleison F. V. Amaral, Letellier C. and Aguirre L. A. (2006) Piecewise affine models of chaotic attractors: The Rossler and Lorenz systems. Chaos: An Interdisciplinary Journal of Nonlinear Science. Vol. 16, Is. 1, 013115.
Kushnir M., Galiuk S., Rusyn V., Kosovan G. and Vovchuk D. (2014) Computer modeling of information properties of deterministic chaos. Chaotic Modeling and Simulation International Conference (CHAOS2014), pp. 265-276.
Aceng Sambas, Mada Sanjaya, Mustafa Mamat, Halimatussadiyah (2013) Design and analysis bidirectional chaotic synchronization of Rossler circuit and its application for secure communication. Appl. Math. Sci., Vol. 7, No. 1-4, pp. 11-21.
Aceng Sambas, Mada Sanjaya WS and Halimatussadiyah (2012) Unidirectional Chaotic Synchronization of Rossler Circuit and Its Application for Secure Communication. WSEAS Transactions on Systems, Vol. 11, Is. 9, pp. 506-515.
Rössler O.E. (1976) An equation for continuous chaos. Physics Letters A, Vol. 57, No. 5, pp 397-398.
Rusyn V. B. (2013) Modelyuvannya systemy maskuvannya ta rozshyfruvannya informacijnogo nosiya xaotychnoyu systemoyu Reslera za dopomogoyu programnogo seredovyshha LABVIEW. Informacijno-vymiryuvalni texnologiyi ta systemy, Kyyiv, p. 46.
Ott E., Grebogi C. and Yorke J. A. (1990) Controlling chaos. Phys. Rev. Lett., Vol. 64, pp 1196-1199.
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