Orbitas periodicas em conjuntos homoclinicos a um parametro

AUTOR(ES)
DATA DE PUBLICAÇÃO

1993

RESUMO

In this work we calculate numerically, some important structures present in the generic bifurcation of a periodic orbits of a Hamiltonian systems with stability angle of 2p . These structures are the fixed points, the separatrices and the periodic orbits of the associated Poincaré map. The map which describes this situation, known as Meyer s Map, was found by K. R. Meyer in 1970 [23], and is the model used in this work. Since, Meyer s Map represents a generic situation, the results of this work applies to any Hamiltonian System possessing this kind of bifurcation

ASSUNTO(S)

fisica do estado solido sistemas hamiltonianos

ACESSO AO ARTIGO

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