Publisher： Edp Sciences
E-ISSN： 2261-236x|76|issue|02048-02048
ISSN： 2261-236x
Source： MATEC Web of conference, Vol.76, Iss.issue, 2016-10, pp. : 02048-02048
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Abstract
In this work, the implementation of a hyperchaotic oscillator by using a microcontroller is proposed. The dynamical system, which is used, belongs to the recently new proposed category of dynamical systems with hidden attractors. By programming the microcontroller, the three most useful tools of nonlinear theory, the phase portrait, the Poincaré map and the bifurcation diagram can be produced. The comparison of these with the respective simulation results, which are produced by solving the continuous dynamical system with Runge-Kutta, verified the feasibility of the proposed method. The algorithms could be easily modified to add or substitute the hyperchaotic system.
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