Method for designing an orbit of a spacecraft
AssigneeJapan Aerospace Exploration Agency
InventorsJunichiro Kawaguchi, Kohta Tarao
Life of this patent
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Abstract
A method is disclosed for designing an orbit of a spacecraft which allows the spacecraft to take a small-radius halo orbit near a Lagrange point while avoiding the prohibited zone where the spacecraft may be shadowed or might be prevented from making communication. The method makes it possible to have a closed orbit although being similar to a Lissajous orbit, under a restricted condition where a propulsion force magnitude applied to a spacecraft is fixed, and where it rotates at a constant angular velocity, based on the equation of motion close to a Lagrange point. The method also provide a theory for guiding/controlling the orbit of a spacecraft, that is, the embodiment of the above orbit design method.
Claims9
An orbit design method for placing a spacecraft in an orbit comprising:
- identifying a celestial system comprising a first body and a second body in a cosmic space where both bodies turn around a barycenter, the barycenter being a center of masses of the two bodies, both bodies in a circular orbit, and a spacecraft equipped with a propulsion mechanism residing on a first line connecting the two bodies, around an equilibrium point near the second body;
- and
- implementing a coordinate system with respect to the celestial system such that the first line connecting the first and second celestial bodies is made a fixed axis, a second axis perpendicular to the fixed axis is included on a revolution plane of the two bodies, and a second line perpendicular to the revolution plane is made a third axis, with a plane spanned by both the fixed and third axes being made a first plane, where the spacecraft is located close to a Lagrange point on the fixed axis, where a gravity from the two bodies is balanced with a centrifugal force resulting from a revolution motion,
- wherein the propulsion mechanism of the spacecraft is continuously activated during orbit such that a propulsion force vector having a specified fixed magnitude is allowed to rotate at a specified fixed angular velocity so as to make the orbit of the spacecraft projected onto a second plane depict a non-Keplerian and circular halo orbit in a form of a closed small-radius circuit maintaining a passive stability location characteristic associated with a Lissajous orbit, the second plane being a plane perpendicular to any arbitrary line on the first plane spanned by both the fixed axis and the third axis.
An orbit design method for placing a spacecraft in an orbit comprising:
- identifying a celestial system comprising a first body and a second body in a cosmic space where both bodies turn around a barycenter, the barycenter being a center of masses of the two bodies, both bodies in a circular orbit, and a spacecraft equipped with a propulsion mechanism residing close to on a first line connecting the two bodies, around an equilibrium point near the second body;
- and
- implementing a coordinate system with respect to the celestial system such that the first line connecting the first and second celestial bodies is made a fixed axis, a second axis and a first axis are included on a revolution plane of the two bodies, and a second line perpendicular to the revolution plane is made a third axis with a plane spanned by both the fixed and third axes being made a first plane, where the spacecraft is located on the fixed axis, around an equilibrium point near the second body, where a gravity from the two bodies is balanced with a centrifugal force resulting from a revolution motion,
- wherein the propulsion mechanism of the spacecraft is continuously activated during orbit such that a propulsion force vector having a specified fixed magnitude is allowed to rotate at a specified fixed angular velocity so as to make the orbit of the spacecraft projected onto a second plane depict a non-Keplerian and circular halo orbit in a form of a closed small-radius circuit maintaining a passive stability location characteristic associated with a Lissajous orbit, the second plane being a plane perpendicular to the fixed axis on the first plane.
Dependencies are inferred from the claim text.