Abstract
In this paper, a fourth-order hyperchaotic circuit with smooth diode-based nonlinearity is modified from the Tamasevicius oscillator. The hyperchaotic circuit has both simple topology and algebraic equation. Some previously uncovered dynamical behaviours of multiple coexisting bifurcations, bi-stability, and offset boosting are revealed by theoretical analyses and numerical simulations. These findings are further verified by circuit simulations and hardware experiments.
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