1. 共面伴飞相对运动椭圆相位 最省燃料控制问题.
- Author
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吴会英. 周美江 and 齐金玲
- Abstract
It is essential to save fuel in orbit control for micro/nano companion satellite due to the lack of resources. The minimum fuel control strategy of the relative ellipse phase in in-plane companion-flying was studied based on the Hill equation and the extreme value theory of dual function. When the phase needed to change is acute angle, and the velocity increment is less than the result that multiplies half of orbit's mean angular by the relative ellipse semi-minor axis (ΔV < 0.5 nb), the theoretical analysis results show that the most efficient control method of the relative ellipse phase is impulsive control parallel to the lateral direction, the velocity increment is the result that multiplies half of orbit's mean angular, the relative ellipse semi-minor axis by the absolute of phase's cosine (ΔV = 0.5 nb | cos Θ |), and the phase will be the left (the phase is π/2) or right (the phase is - π/2) point of relative ellipse after control. The relative ellipse semi-minor axis can be reduced at the same time. When the phase needed to change is not acute angle, it is needed to be divided into several acute angles for saving fuel. Furthermore, the orbit control strategy of a companying satellite s phase control was gained by applying the theory. [ABSTRACT FROM AUTHOR]
- Published
- 2015
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