Abstract
Pulsed ferromagnetic resonance experiments at unusually high power levels reveal the existence of long-lived transient forms of type-III Pomeau-Manneville intermittency and crisis-induced bursting in a spin-wave system. The average lifetime of this particular chaotic transient as well as the mean duration between chaotic bursts are shown to obey a scaling law. The results are in good qualitative agreement with numerical simulations based on a two-mode spin-wave model.
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