A preliminary numerical study on the existence of stable motions near the triangular points of the real Earth-Moon system
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A numerical study on the existence of stable motions near the triangular points of the real Earth-Moon system A dynamical systems approach to the existence of Trojan motions
In this paper we consider the existence of stable motions for a particle near the triangular points of the Earth-Moon system. To this end, we first use a simplified model (the socalled Bicircular Problem, BCP) that includes the main effects coming from the Earth, Moon and Sun. The neighbourhood of the triangular points in the BCP model is unstable, as happens in the real system. However, here w...
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تاریخ انتشار 2000