Abstract
The main classical results on classical chaotic intermittency were based on a uniform reinjection on the laminar region. Recently, for a wide class of 1D maps, a generalized power law reinjection was found, so the classical theory of intermittency was generalized for 1D-maps. We propose experimental evidences that this generalization works also in an experiment based on an analog circuit. In the noisy case, we also found good agreement with a recently proposed theory for this scenario.
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