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  • Title: Subdiffusion due to strange nonchaotic dynamics: a numerical study.
    Author: Mitsui T.
    Journal: Phys Rev E Stat Nonlin Soft Matter Phys; 2011 Jun; 83(6 Pt 2):066212. PubMed ID: 21797466.
    Abstract:
    We numerically investigate diffusion phenomena in quasiperiodically forced systems with spatially periodic potentials using a lift of the quasiperiodically forced circle map and a quasiperiodically forced damped pendulum. These systems exhibit several types of dynamics: quasiperiodic, strange nonchaotic, and chaotic. The strange nonchaotic and chaotic dynamics induce deterministic diffusion of orbits. The diffusion type gradually changes from logarithmic to subdiffusive within a strange nonchaotic regime and finally becomes normal in a chaotic regime. Fractal time-series analysis shows that the subdiffusion is caused by the antipersistence property of strange nonchaotic motion.
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