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Review article

Nonlinear Phenomena in Power Electronics

István Nagy


Full text: english pdf 323 Kb

page 117-132

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Abstract

A new class of phenomena has recently been discovered in nonlinear dynamics. New concepts and terms have entered the vocabulary to replace time functions and frequency spectra in describing their behavior, e.g. chaos, bifurcation, fractal, Lyapunov exponent, period doubling, Poincaré map, strange attractor etc. The main objective of the paper is to summarize the state of the art in the advanced theory of nonlinear dynamical systems and illustrate its application in power electronics by three examples.

Keywords

nonlinear dynamics; theory of chaos; routes to chaos; fractal geometry; power electronics

Hrčak ID:

6611

URI

https://hrcak.srce.hr/6611

Publication date:

21.12.2001.

Article data in other languages: croatian

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