On the Genetic "memory" of Chaotic Attractor of the Barotropic Ocean Model.

نویسندگان

  • V. Dymnikov
  • E. Kazantsev
چکیده

25 On the genetic "memory" of chaotic attractor of the barotropic ocean model. Abstract. The structure of the attractor of the barotropic ocean model is studied in this paper. This structure is partially explained by the sequence of bifurcation the system is subjected by variations of the leading parameters. The principal feature of the studied system is the existence of two "almost invariant" basins of chaotic attractor with very rare transitions between them. This fact related to the rise of the couple of non-symmetric stable stationary solutions in the model with symmetric forcing. The "memory" of chaos appears also in the presence of maxima in the spectrum of energy. These maxima correspond either to the principal frequency of the limit cycle arose in the Hopf bifurcation, or to the frequencies of the Feigenbaum phenomenon.

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تاریخ انتشار 1997