STABILITY OF TRIANGULAR EQUILIBRIUM POINTS IN PHOTOGRAVITATIONAL RESTRICTED THREE BODY WITH OBLATE PRIMARY

摘要

We have examined the linear stability of triangular equilibrium points in restricted three body problem. We supposed bigger primary as an oblate spheroid and other primary as source of radiation. We have found characteristic equation of the problem. All the four roots of characteristic equation are pure imaginary. Hence we conclude that triangular equilibrium points are stable.