Last edited by Faekinos
Monday, May 4, 2020 | History

5 edition of Control of Homoclinic Chaos by Weak Periodic Perturbations found in the catalog.

Control of Homoclinic Chaos by Weak Periodic Perturbations

by Ricardo Chacon

  • 314 Want to read
  • 39 Currently reading

Published by World Scientific Publishing Company .
Written in English

    Subjects:
  • Chaos theory,
  • Non-linear science,
  • PHYSICS,
  • Science/Mathematics,
  • Science,
  • Chaotic Behavior in Systems,
  • General

  • Edition Notes

    SeriesWorld Scientific Series on Nonlinear Science: Series a
    The Physical Object
    FormatHardcover
    Number of Pages223
    ID Numbers
    Open LibraryOL9196225M
    ISBN 109812380426
    ISBN 109789812380425

      The control module includes a switch to open or close the high-temperature cut-off thermostat and the upper regulating thermostat. The control module further includes circuitry configured to control said switch in response to a signal selected from the group of an autonomous signal, a communicated signal, and combinations thereof. Lorenz, Chaos | Chaos Theory | Economics Chaos theory.

    A comparison with Melnikov approximations Elena Lega, Massimiliano Guzzo and Claude Froeschlé vol. pp. # Keywords Hyperbolic chaos - FLI - Diffusion coefficient A numerical study of the size of the homoclinic tangle of hyperbolic tori and its correlation with Arnold diffusion in Hamiltonian systems Elena Lega, Massimiliano. fenicento / polimi_cloud. Watch 1 Fork 1 Code. Issues 0. Pull requests 0. Actions Projects 0. Security Insights Code. Issues 0. Pull requests 0. Projects 0. Actions. Security. Pulse Permalink. Dismiss Join GitHub today. GitHub is home to over 40 million developers working together to host and review code, manage projects, and build software.

    The hyperfine field at the Cu site is diminishingly small, indicating magnetic interactions between CuO2 and RuO2 layers are weak. Assuming that holes are inherently doped in the CuO2 layers from the (Ru4+, Ru5+)O2 layers, the high-Tc superconductivity can occur under weak magnetic interactions between Ru and Cu spins in RuSr2GdCu2O8.


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Control of Homoclinic Chaos by Weak Periodic Perturbations by Ricardo Chacon Download PDF EPUB FB2

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As for the Duffing equation, restriction of (30) to the case of a periodic attractor yields a necessary condition for its existence involving the balance of net energy transfer to the bubble over a cycle of oscillation with the energy 2 3 The canonical variables are R and R R.

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Abstract: Non-reversible homoclinic snaking of a codimension-1 homoclinic orbit to an equilibrium is a phenomenon that is known to occur near certain heteroclinic equilibrium-to-periodic (EtoP) cycles.

We show numerically that there exist other connecting orbits in the neighbourhood of the homoclinic snaking for a specific family of three. Bulletin Home; Departments, Centers, Programs and Institutes; Applied Mathematics; Search Bulletin. Search the leading research in optics and photonics applied research from SPIE journals, conference proceedings and presentations, and eBooks.

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The results show that periodic forcing and impulsive perturbation can very easily give rise to complex dynamics, including quasi-periodic oscillating, a period-doubling cascade, chaos, a period-halving cascade, non-unique dynamics, and period windows. Chua's Circuit Implementations - Free ebook download as PDF File .pdf), Text File .txt) or read book online for free.

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The role of unstable periodic orbits was already fully appreciated by Poincare [ 22, 23], who noted that hidden in the apparent chaos is a rigid skeleton, a tree of cycles (periodic orbits) of increasing lengths and self-similar structure, and suggested that the cycles should be the key to chaotic dynamics.

Free essays, homework help, flashcards, research papers, book reports, term papers, history, science, politics. CONTROlOFHOMOCllNlCCHAOSBYWEAKPERIODICPERTURBATIONSWORLDSCIENTIFICSERIESONNONLINEARSCIENCEEditor:Volume  Chaos based cryptosystems are an efficient method to deal with improved speed and highly secured multimedia encryption because of its elegant features, such as randomness, mixing, ergodicity, sensitivity to initial conditions and control parameters.

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