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  • This paper describes the simplified system belonging to class C. It´s vector field can be considered to be parted into three regions. The dynamical behavior in each region is described by the roots of two characteristic polynomials, where only one coefficient is supposed to be different. This prototype can behave chaotically as it is numerically proved. The circuitry implementation is also presented and verified via PSpice simulator.
  • This paper describes the simplified system belonging to class C. It´s vector field can be considered to be parted into three regions. The dynamical behavior in each region is described by the roots of two characteristic polynomials, where only one coefficient is supposed to be different. This prototype can behave chaotically as it is numerically proved. The circuitry implementation is also presented and verified via PSpice simulator. (en)
  • Příspěvek popisuje zjednodušený systém třídy C. Jeho vektorové pole je rozděleno do tří oblastí. Dynamické chování v každé oblasti je popsáno kořeny dvou characteristických polynomů, kde pouze jeden koeficient je odlišný. Tento prototyp vykazuje chaotické řešení jak je to dokázáno numerickou simulací. Obvodová realizace je také uvedena a ověřena v obvodovém simulátoru PSpice. (cs)
Title
  • The system of class C with eigenvalue restrictions
  • Systém třídy C s omezeními na vlastní čísla (cs)
  • The system of class C with eigenvalue restrictions (en)
skos:prefLabel
  • The system of class C with eigenvalue restrictions
  • Systém třídy C s omezeními na vlastní čísla (cs)
  • The system of class C with eigenvalue restrictions (en)
skos:notation
  • RIV/00216305:26220/05:PU48038!RIV06-GA0-26220___
http://linked.open.../vavai/riv/strany
  • 525-529
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  • P(GD102/03/H105)
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  • 545837
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  • RIV/00216305:26220/05:PU48038
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  • chaos, oscillator, Vietas formulas, eigenvalues (en)
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  • [066F5D1C08E1]
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  • Brno
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  • Brno
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  • Proceedings of the 11th conference STUDENT EEICT 2005
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  • Petržela, Jiří
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  • Vysoké učení technické v Brně. Fakulta elektrotechniky a komunikačních technologií
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  • 80-214-2890-2
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  • 26220
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