M.N. Croustalloudi, T.J Kalvouridi
In this contribution we study some dynamical aspects of a dual satellite system in the dynamical field created by a regular polygon formation of N much bigger bodies where ! = N − 1 of them are located at the vertices of the regular polygon and the Nth body is located at the center of mass. We extract the equations of motion of the two minor bodies and we study their equilibrium locations. We prove that all these positions are located on the plane of the primaries’ revolution and we study their stability and their parametric variation.
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