RATIONAL APPROXIMATED MODELS OF CHAOTIC OSCILLATORS

Authors

Keywords:

Jerk circuit, rational approximation, dynamics, chaos

Abstract

A class of Sprott dynamical systems is considered, described by a third order differential equations. The non-homogenous nonlinearity is (2, 2)-rational approximation function containing free parameters. The aim of this note is to study system behavior upon variation of these parameters. It is shown that the complexity of generated regime changes from quasi-periodic to chaotic dynamics. Adequate numerical examples are provided.

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Published

2009-01-01

Issue

Vol. 33 (2009): 33 (LIX) (2009)

Section

Articles

How to Cite

[1]
S. Gegovska-Zajkova and L. Kocić, “RATIONAL APPROXIMATED MODELS OF CHAOTIC OSCILLATORS”, Mat. Bilt., vol. 33, no. 1, pp. 43–52, Jan. 2009, Accessed: Aug. 14, 2026. [Online]. Available: https://bilten.smm.org.mk/index.php/bilten/article/view/1751