Linear stability analysis of a boundary crisis in a minimal chaotic flow |
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Authors: | J.M. Gonzá lez-Miranda |
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Affiliation: | Departamento de Física Fundamental, Universidad de Barcelona, Avenida Diagonal 647, 08028 Barcelona, Spain |
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Abstract: | We present a mechanism that explains the boundary crisis presented by the first Malasoma class P minimal chaotic flow, which is equivalent to the simplest Sprott flow. The treatment followed resorts to the existence of two invariant sets of points of the flow, in addition to the chaotic attractor, to which linear stability theory is applied. |
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Keywords: | Chaotic attractor Boundary crisis Linear stability theory |
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