2009•AIP conference proceedingsRequires access

Equilibrium Points In The Photogravitational Non-Planar Restricted Three Body Problem

Manoj Kumar Singh, A. H. Siddiqi, Martin Brokate, Akhilesh Kumar Gupta

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Abstract

In photogrvitational restricted three body problem there exist equilibrium points which, in addition to the five coplanar such points of the classical problem, lie out of the orbital plane. Radzievskii found two equilibrium points on OXZ plane symmetrical with respect to the orbital plane. We have found equilibrium points which lie out of the orbital plane, when both primaries are radiating.

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What this paper is about

In photogrvitational restricted three body problem there exist equilibrium points which, in addition to the five coplanar such points of the classical problem, lie out of the orbital plane. Radzievskii found two equilibrium points on OXZ plane symmetrical with respect to the orbital plane. We have found equilibrium points which lie out of the orbital plane, when both primaries are radiating.

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Available abstract

In photogrvitational restricted three body problem there exist equilibrium points which, in addition to the five coplanar such points of the classical problem, lie out of the orbital plane. Radzievskii found two equilibrium points on OXZ plane symmetrical with respect to the orbital plane. We have found equilibrium points which lie out of the orbital plane, when both primaries are radiating.

Key concepts: Orbital plane, Plane (geometry), Planar, Three-body problem, Coplanarity, Equilibrium point, Physics, Mathematics

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