论文:2012,Vol:30,Issue(1):145-148
引用本文:
何康乐, 和兴锁, 宋明, 陈翠红. 基于椭圆形参考轨道的航天器泪滴形绕飞轨道设计[J]. 西北工业大学
He Kangle, He Xingsuo, Song Ming, Chen Cuihong. Designing Teardrop-Shaped Diversion Orbit of Spacecraft Based on Elliptic Reference Orbit[J]. Northwestern polytechnical university

基于椭圆形参考轨道的航天器泪滴形绕飞轨道设计
何康乐, 和兴锁, 宋明, 陈翠红
西北工业大学 工程力学系,陕西 西安 710129
摘要:
文章通过建立较小偏心率、以真近点角为变量的椭圆一阶无摄动相对运动方程,实现泪滴形绕飞轨道设计。在基于椭圆一阶无摄动相对运动方程和相应状态转移矩阵的基础上,对其相对运动初始值选取的约束条件(即封闭条件)进行了推导。最后由得出的新型零接近速度制导律,实现了在椭圆一阶无摄动相对运动上泪滴形绕飞轨道的设计和仿真。
关键词:    椭圆形轨道    一阶无摄动方程    泪滴形绕飞    封闭条件    新型零接近速度制导律   
Designing Teardrop-Shaped Diversion Orbit of Spacecraft Based on Elliptic Reference Orbit
He Kangle, He Xingsuo, Song Ming, Chen Cuihong
Department of Engineering Mechanics,Northwestern Polytechnical University,Xi'an 710072,China
Abstract:
We design the teardrop-shaped diversion orbit by establishing the first-order elliptical relative motion e-quations without perturbation but with small eccentricity and with true anomaly as the only independent variable.Sections 1, 2 and 3 explain our design.The three subsections of section 3 are entitled: Derivation of New ZeroClose to Speed Guidance Law (subsection 3.1),Design of Teardrop-Shaped Diversion Orbit (subsection 3.2),Simulation Results of Numerical Example and Their analysis (subsection 3.3).The results and analysis of subsec-tion 3.3 show preliminarily that the design of the teardrop-shaped diversion orbit,which is based on the first-orderelliptical relative motion equations without perturbation,is indeed feasible.
Key words:    algorithms    analysis    calculations    computer software    design    dynamics    equations of motion    initialvalue problems    iterative methods    matrix algebra    models    numerical methods    orbits    simulation    spacecraft    closed condition    elliptical orbit    first-order elliptical relative motion equation without per-turbation    zero close to speed guidance law    teardrop-shaped diversion orbit   
收稿日期: 2011-04-01     修回日期:
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作者简介: 何康乐(1986-),西北工业大学硕士研究生,主要从事航天器动力学与控制的研究。
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