Publication detail
Modeling deterministic chaos using electronic circuits
PETRŽELA, J. GÖTTHANS, T. HRUBOŠ, Z.
Original Title
Modeling deterministic chaos using electronic circuits
English Title
Modeling deterministic chaos using electronic circuits
Type
journal article - other
Language
en
Original Abstract
This paper brings a note on systematic circuit synthesis methods for modeling the dynamical systems given by mathematical model. Both classical synthesis and integrator based method is demonstrated via the relatively complicated real physical systems with possible chaotic solution. A variety of the different active building blocks are utilized to make the final circuits as simple as possible while preserving easily measurable voltage-mode state variables. Brief experimental verification, i.e. oscilloscope screenshots, is presented. The observed attractors have some structural stability and good relationship to their numerically integrated counterparts.
English abstract
This paper brings a note on systematic circuit synthesis methods for modeling the dynamical systems given by mathematical model. Both classical synthesis and integrator based method is demonstrated via the relatively complicated real physical systems with possible chaotic solution. A variety of the different active building blocks are utilized to make the final circuits as simple as possible while preserving easily measurable voltage-mode state variables. Brief experimental verification, i.e. oscilloscope screenshots, is presented. The observed attractors have some structural stability and good relationship to their numerically integrated counterparts.
Keywords
Autonomous system, state attractor, chaos, analog oscillator, dynamical motion
RIV year
2011
Released
01.06.2011
ISBN
1210-2512
Periodical
Radioengineering
Year of study
20
Number
2
State
CZ
Pages from
438
Pages to
444
Pages count
7
Documents
BibTex
@article{BUT46142,
author="Jiří {Petržela} and Tomáš {Götthans} and Zdeněk {Hruboš}",
title="Modeling deterministic chaos using electronic circuits",
annote="This paper brings a note on systematic circuit synthesis methods for modeling the dynamical systems given by mathematical model. Both classical synthesis and integrator based method is demonstrated via the relatively complicated real physical systems with possible chaotic solution. A variety of the different active building blocks are utilized to make the final circuits as simple as possible while preserving easily measurable voltage-mode state variables. Brief experimental verification, i.e. oscilloscope screenshots, is presented. The observed attractors have some structural stability and good relationship to their numerically integrated counterparts.",
chapter="46142",
journal="Radioengineering",
number="2",
volume="20",
year="2011",
month="june",
pages="438--444",
type="journal article - other"
}