Publication detail
PROBLEM OF IDENTIFICATION OF DETERMINISTIC CHAOS IN THE INTERACTIVE DRIVE SYSTEMS
KRATOCHVÍL, C. ŠVÉDA, P. HOUFEK, M. HOUFEK, L.
Czech title
PROBLEM OF IDENTIFICATION OF DETERMINISTIC CHAOS IN THE INTERACTIVE DRIVE SYSTEMS
English title
PROBLEM OF IDENTIFICATION OF DETERMINISTIC CHAOS IN THE INTERACTIVE DRIVE SYSTEMS
Type
conference paper
Language
en
Original abstract
Chaos and chaos theory is a field of study in mathematics, computer sciences, electronics, physics and also engineering too. In our article will be explored chaotic behaviour and numerical solutions of the models of drive systems with electric DC motors. These solutions are also bounded like equilibrium, periodic and quasiperiodic solution. There is no precise definition for a chaotic solution because it cannot be represented through standard mathematical functions. However, a chaotic solution is aperiodic solution, which is endowed with some special identifiable characteristics, for example attractors, bifurcations or one-and two dimensional maps.
Czech abstract
Chaos and chaos theory is a field of study in mathematics, computer sciences, electronics, physics and also engineering too. In our article will be explored chaotic behaviour and numerical solutions of the models of drive systems with electric DC motors. These solutions are also bounded like equilibrium, periodic and quasiperiodic solution. There is no precise definition for a chaotic solution because it cannot be represented through standard mathematical functions. However, a chaotic solution is aperiodic solution, which is endowed with some special identifiable characteristics, for example attractors, bifurcations or one-and two dimensional maps.
English abstract
Chaos and chaos theory is a field of study in mathematics, computer sciences, electronics, physics and also engineering too. In our article will be explored chaotic behaviour and numerical solutions of the models of drive systems with electric DC motors. These solutions are also bounded like equilibrium, periodic and quasiperiodic solution. There is no precise definition for a chaotic solution because it cannot be represented through standard mathematical functions. However, a chaotic solution is aperiodic solution, which is endowed with some special identifiable characteristics, for example attractors, bifurcations or one-and two dimensional maps.
Keywords in Czech
Chaos theory; attractor; assessment; phase portrait; power spectral density
Keywords in English
Chaos theory; attractor; assessment; phase portrait; power spectral density
RIV year
2011
Released
09.05.2011
Publisher
Institute of Thermomechanics, Academy of Sciences of the Czech Republic
Location
Prague
ISBN
978-80-87012-33-8
Book
Engineering Mechanics 2011, 17th International conference may 9-12, 2011, Svratka, Czech republic
Edition number
1
Pages from–to
327–330
Pages count
4
BIBTEX
@inproceedings{BUT98285,
author="Ctirad {Kratochvíl} and Pavel {Švéda} and Martin {Houfek} and Lubomír {Houfek},
title="PROBLEM OF IDENTIFICATION OF DETERMINISTIC CHAOS IN THE INTERACTIVE DRIVE SYSTEMS",
booktitle="Engineering Mechanics 2011, 17th International conference may 9-12, 2011, Svratka, Czech republic",
year="2011",
month="May",
pages="327--330",
publisher="Institute of Thermomechanics, Academy of Sciences of the Czech Republic",
address="Prague",
isbn="978-80-87012-33-8"
}