Abstract
Abstract A novel bifurcation to high-dimensional hyperchaos is observed in a driven coupled pendulum-flexible rod system. When the rod is in resonance with the pendulum, the system changes from a low-dimensional periodic attractor to a high-dimensional chaotic attractor abruptly. The bifurcation, which is hysteretic, is conjectured to stem from an unstable global invariant manifold of slow frequency motions.
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