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À propos de : Asymptotic and periodic motion around collinear equilibria in Chermnykh's problem        

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  • Asymptotic and periodic motion around collinear equilibria in Chermnykh's problem
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  • In this paper we study the asymptotic motion to the collinear equilibrium points of Chermnykh's problem. More specifically, we give three kinds of non-symmetric doubly-asymptotic solutions emanating from  L1 and  L3. We also show that these solutions are closely connected to the families of periodic orbits generated around these equilibria.
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  • aa3638
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  • © ESO, 2004
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  • ESO
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