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dc.contributor.authorPetržela, Jiří
dc.contributor.editorPinker, Jiří
dc.identifier.citation2019 International Conference on Applied Electronics: Pilsen, 10th – 11th September 2019, Czech Republic, p. 123-126.en
dc.identifier.isbn978–80–261–0812–2 (Online)
dc.identifier.isbn978–80–261–0813–9 (Print)
dc.identifier.issn1803–7232 (Print)
dc.identifier.issn1805-9597 (Online)
dc.format4 s.cs
dc.publisherZápadočeská univerzita v Plznics
dc.rights© Západočeská univerzita v Plznics
dc.subjectanalogový počítačcs
dc.subjectbifurkační diagramcs
dc.subjectchaotický oscilátorcs
dc.subjectLjapunovovy exponentycs
dc.subjectzvláštní atraktorcs
dc.titleCircuit Equivalent to Rucklidge Systemen
dc.typekonferenční příspěvekcs
dc.description.abstract-translatedThis short report describes completely analog circuit realization of the so-called Rucklidge equations. Design process is systematic and supported by a circuit-oriented numerical analysis (bifurcation diagrams and Lyapunov exponents) and real experimental verification via the oscilloscope screenshots. Oscillator is constructed such that the very simple one-to-one relations between mathematical model and circuit parameters is achieved. Proposed circuit solution uses off-the-shelf components only and provides independent continuous control of the internal parameters that can be varied within the large scale; a much wider than the real physical system that describes a double convection problem. Very good final agreement between theoretical assumptions (numerical integration) and laboratory measurement is achieved.en
dc.subject.translatedanalog computeren
dc.subject.translatedbifurcation diagramen
dc.subject.translatedchaotic oscillatoren
dc.subject.translatedLyapunov exponentsen
dc.subject.translatedstrange attractoren
Appears in Collections:Applied Electronics 2019
Applied Electronics 2019

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