Abstract
This paper presents a new third-order generalized memristor-based chaotic circuit, in which the generalized memristor is equivalently implemented by a common diode-bridge cascaded with an inductor. Mathematical model is established and its equilibrium stability is analyzed. The dynamical properties of the memristive chaotic circuit are disposed by MATLAB numerical simulations and confirmed by breadboard experimental measurements. The presented memristive chaotic circuit is very simple and only third-order but can emerge complex dynamics with chaos, period, and coexisting bifurcation modes.
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