Detail publikace

Studying bifurcation sequences and limit cycles in a new Lorenz dynamical system

PETRŽELA, J., POSPÍŠIL, J., HANUS, S.

Originální název

Studying bifurcation sequences and limit cycles in a new Lorenz dynamical system

Anglický název

Studying bifurcation sequences and limit cycles in a new Lorenz dynamical system

Jazyk

en

Originální abstrakt

This paper shows the circuitry realization of autonomous chaotic oscillator based on the differential equations known as the new Lorenz system (NLS). The core of our voltage mode circuit is universal four-channel four-quadrant analog multiplier MLT04. Proper function of this circuit is demonstrated via numerical and PSpice simulation as well as practical measurement.

Anglický abstrakt

This paper shows the circuitry realization of autonomous chaotic oscillator based on the differential equations known as the new Lorenz system (NLS). The core of our voltage mode circuit is universal four-channel four-quadrant analog multiplier MLT04. Proper function of this circuit is demonstrated via numerical and PSpice simulation as well as practical measurement.

Dokumenty

BibTex 


@inproceedings{BUT11469,
  author="Jiří {Petržela} and Jiří {Pospíšil} and Stanislav {Hanus}",
  title="Studying bifurcation sequences and limit cycles in a new Lorenz dynamical system",
  annote="This paper shows the circuitry realization of autonomous chaotic oscillator based on the differential equations known as the new Lorenz system (NLS). The core of our voltage mode circuit is universal four-channel four-quadrant analog multiplier MLT04. Proper function of this circuit is demonstrated via numerical and PSpice simulation as well as practical measurement.",
  address="FEEC BUT",
  booktitle="11th Electronic Devices and Systems Conference EDS 2004",
  chapter="11469",
  howpublished="electronic, physical medium",
  institution="FEEC BUT",
  year="2004",
  month="september",
  pages="44--49",
  publisher="FEEC BUT",
  type="conference paper"
}