Multi-parametric analysis of the chaotic dynamic behavior of the Alpazur
oscillator
Abstract
In this parper we consider an Alpazur oscillator which consists of a
Rayleigh-type oscillator and a DC power supply controlled by a switch
that modifies the operating mode. The oscillator denotes some special
phenomena in some parameter settings and are called chaos or
bifurcation. In addition, we observe the behavior of this oscillator
over a wide rage of parameter variation. Chaos theory tools such as,
bifurcation, phase portrait, poincaré section and Matching Energy (ME)
was examined in the analysis of dynamic of the system. Simulations were
carried out using the 4th-order Runge-Kutta algoritm in Matlab. The
results shows that Alpazur oscillator is sensitive to parameter
variation and exhibts a wide range dynamics from fundamental periodicty
to chaos.