Asymptotic and Periodic Orbits Around L3 in the Photogravitational Restricted Three-Body Problem

Kalantonis, V.S.; Perdios, E.A.; Ragos, O.

Astrophysics and Space Science 301(1-4): 157-165

2006


ISSN/ISBN: 0004-640X
Accession: 081969585

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Abstract
Asymptotic motion near the collinear equilibrium points of the photogravitational restricted three-body problem is considered. In particular, non-symmetric homoclinic solutions are numerically explored. These orbits are connected with periodic ones. We have computed numerically the families containing these orbits and have found that they terminate at both ends by asymptotically approaching simple periodic solutions belonging to the Lyapunov family emanating from L3.