Publication detail

Optimized State Model of Hyper-Chaotic Oscillator

POSPÍŠIL, J., HANUS, S., MICHÁLEK, V., KOLKA, Z., BRZOBOHATÝ, J.

Original Title

Optimized State Model of Hyper-Chaotic Oscillator

English Title

Optimized State Model of Hyper-Chaotic Oscillator

Type

conference paper

Language

en

Original Abstract

State models of dynamical systems can be used as prototypes in practical realization of electronic chaotic oscillators. Experimental verification shows that namely eigenvalue sensitivities of these prototypes are very important for such a purpose. In the contribution the optimization design procedure for the higher-order piecewise-linear autonomous systems is suggested. These systems can represent the so called hyperchaotic oscillators. The procedure described is based on the previous results developed for the second-order systems and extends them also for the fourth-order systems. The eigenvalue sensitivities remain the same as in the optimized model of the second-order systems.

English abstract

State models of dynamical systems can be used as prototypes in practical realization of electronic chaotic oscillators. Experimental verification shows that namely eigenvalue sensitivities of these prototypes are very important for such a purpose. In the contribution the optimization design procedure for the higher-order piecewise-linear autonomous systems is suggested. These systems can represent the so called hyperchaotic oscillators. The procedure described is based on the previous results developed for the second-order systems and extends them also for the fourth-order systems. The eigenvalue sensitivities remain the same as in the optimized model of the second-order systems.

Keywords

chaos

RIV year

2001

Released

10.06.2001

Location

Brno

ISBN

80-214-1960-1

Book

Proc. of the EDS’01

Pages from

147

Pages to

152

Pages count

6

BibTex


@inproceedings{BUT3775,
  author="Jiří {Pospíšil} and Stanislav {Hanus} and Václav {Michálek} and Zdeněk {Kolka} and Jaromír {Brzobohatý}",
  title="Optimized State Model of Hyper-Chaotic Oscillator",
  annote="State models of dynamical systems can be used as prototypes in practical realization of electronic chaotic oscillators. Experimental verification shows that namely eigenvalue sensitivities of these prototypes are very important for such a purpose. In the contribution the optimization design procedure for the higher-order piecewise-linear autonomous systems is suggested. These systems can represent the so called hyperchaotic oscillators. The procedure described is based on the previous results developed for the second-order systems and extends them also for the fourth-order systems. The eigenvalue sensitivities remain the same as in the optimized model of the second-order systems.",
  booktitle="Proc. of the EDS’01",
  chapter="3775",
  year="2001",
  month="june",
  pages="147",
  type="conference paper"
}