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  • This paper is focused on the design and analysis of the simplest second-order driven dynamical systems capable to produce complex motion including chaos. It is shown that these nonlinear systems behave like the antifilters, at least for the harmonic input signals with some specific frequency. The corresponding circuitry based on the pair of differential equations is directly synthesized using mixed-mode approach. The proper function of the individual chaos generators is verified by means of the laboratory measurements.
  • This paper is focused on the design and analysis of the simplest second-order driven dynamical systems capable to produce complex motion including chaos. It is shown that these nonlinear systems behave like the antifilters, at least for the harmonic input signals with some specific frequency. The corresponding circuitry based on the pair of differential equations is directly synthesized using mixed-mode approach. The proper function of the individual chaos generators is verified by means of the laboratory measurements. (en)
Title
  • Simplest chaos converters: modeling, analysis and future perspectives
  • Simplest chaos converters: modeling, analysis and future perspectives (en)
skos:prefLabel
  • Simplest chaos converters: modeling, analysis and future perspectives
  • Simplest chaos converters: modeling, analysis and future perspectives (en)
skos:notation
  • RIV/00216305:26220/09:PU82425!RIV10-GA0-26220___
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  • P(GP102/09/P217)
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  • 341221
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  • RIV/00216305:26220/09:PU82425
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  • Analog oscillator, driven systems, chaos, Lyapunov exponents (en)
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  • [5067BEEB8DB6]
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  • Recent Advances in System Science and Simulation
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  • Hruboš, Zdeněk
  • Petržela, Jiří
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  • WSEAS
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  • 978-960-474-131-1
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  • 26220
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