Abstract We have investigated the nonlinear stability of the triangular libration point L 4 in the R3BP when the smaller primary is a heterogeneous spheroid with three layers having different densities. We observe that in the nonlinear sense, the triangular libration is stable in the range of linear stability 0<μ<μ c , a critical value of mass parameter μ, except for three mass ratios , at which Moser’s theorem is not applicable.
The Nonlinear Stability of L 4 in the R3BP when the Smaller Primary is a Heterogeneous Spheroid
The Journal of the Astronautical Sciences ; 64 , 1 ; 18-49
2016-09-21
32 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
The Nonlinear Stability of L4 in the R3BP when the Smaller Primary is a Heterogeneous Spheroid
Online Contents | 2016
|The Nonlinear Stability of L 4 in the R3BP when the Smaller Primary is a Heterogeneous Spheroid
Online Contents | 2017
|The Photo-Gravitational R3BP when the Primaries are Heterogeneous Spheroid with Three Layers
Online Contents | 2014
|The Photo-Gravitational R3BP when the Primaries are Heterogeneous Spheroid with Three Layers
Springer Verlag | 2014
|The Nonlinear Stability of L 4 in the R3BP when the Smaller Primary is a Heterogeneous Spheroid
Online Contents | 2016
|