Abstract
A chaotic attractor has been observed with an autonomous circuit that uses only two energystorage elements: a linear passive inductor and a linear passive capacitor. The other element is a nonlinear active memristor. This paper provides a practical implementation of a memristor based chaotic circuit. Part of this paper is also focus on a mathematical analysis memristor based chaotic system including a calculation of an eigenvalues, a largest Lyapunov exponents and a bifurcation diagram. In the second part of this paper are shown simulation and an experimental results obtained by PSpice simulations and a practical measurements on a breadboard.
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