A New Meminductor Based Hyperchaotic Circuit and its Implementation

A new meminductor based hyperchaotic oscillator and its mathematical model were presented. Meanwhile, some basic dynamic properties such as equilibrium point and stability were analyzed. Through Lyapunov exponents and bifurcation diagram and other commonly used dynamic analysis methods, the system’s dynamic characteristics were analyzed, and observed several special dynamic phenomena, such as coexisting attractor. Then, the circuit was implemented through the DSP platform and the results confirm the validity of the theoretical analysis. Combined the analysis of theory and simulation, it shows that the new meminductor based hyperchaotic system has abundant dynamic characteristics. The complex dynamic behaviors in the new system enrich the related research of the meminductive circuits.