%0 Journal Article
%T Characteristics exponents of the triangular solution in the elliptical restricted three-body problem under radiating and triaxial primaries
%A Ashutosh Narayan
%A Krishna Kumar Pandey
%A Sandip Kumar Shrivastava
%J -
%D 2017
%R 10.14419/ijaa.v5i1.7114
%X This Paper deals with the effects of the radiation pressure and triaxiality of primaries on the stability of infinitesimal motion about triangular equilibrium points [ , ] in the elliptical restricted three body problem (ER3EB) around binary system. For determining the characteristic exponents of variational equations with periodic coefficient, we have used analytical method, described by Bennet in [3, 4]. This analytical method is based on Floquet¡¯s theory. The stability of equilibrium points has been discussed under the assumption thatboth the primaries are radiating and triaxial. For this we have drawn transition cureves in ¦Ì-e plane. And it is seen that system is stable outside the transition curves, while system is Unstable within the transition curves.
%U https://www.sciencepubco.com/index.php/IJAA/article/view/7114