Pattern Selection and Competition in Near-Integrable Systems
Description:
Pattern selection and competition in certain near-integrable systems are discussed. These systems provide models for controlled studies of low dimensional attractors in high (infinite) dimensional systems. Four examples from damped, driven pendulum rings are summarized in the order of increasing spatial complexity of their chaotic attractors. These examples illustrate the use of numerical and analytical techniques from soliton mathematics to study properties of chaotic attractors. In particular…
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Date:
January 1, 1986
Creator:
Bishop, A. R. & McLaughlin, D. W.
Item Type:
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Partner:
UNT Libraries Government Documents Department