Browsing by Author "605759d0-abf3-4883-ad73-c6a9ae7be256"

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    • Chaotic motion of localized structures 
      Alvarez Socorro, A. J.; Clerc Gavilán, Marcel; Ferré, Michel; Knobloch, Edgar (Amer Physical Soc, 2020)
      Mobility properties of spatially localized structures arising from chaotic but deterministic forcing of the bistable Swift-Hohenberg equation are studied and compared with the corresponding results when the chaotic forcing ...
    • Localized structures and spatiotemporal chaos: comparison between the driven damped sine-gordon and the ... 
      Ferré, Michel A.; Clerc Gavilán, Marcel; Coulibally, Saliya; Rojas, René G.; Tlidi, Mustapha (Springer, 2017)
      Driven damped coupled oscillators exhibit complex spatiotemporal dynamics. An archetype model is the driven damped sine-Gordon equation, which can describe several physical systems such as coupled pendula, extended Josephson ...