TY - JOUR
T1 - Relative orbit transfer using constant-vector thrust acceleration
AU - Sun, Xiucong
AU - Wang, Yuan
AU - Su, Jianli
AU - Li, Jian
AU - Xu, Ming
AU - Bai, Shengzhou
N1 - Publisher Copyright:
© 2025 IAA
PY - 2025/4
Y1 - 2025/4
N2 - This study proposes a rapid algorithm to achieve relative orbit transfer based on constant-vector thrust acceleration control, where the magnitude and direction of the thrust acceleration are constant in the tangential–normal–out-of-plane (TNH) frame. Based on the presented linearized thrust-control matrix, which is used to construct the first-order relationships between the relative position, velocity, and the constant-vector thrust acceleration, two analytical approximate solutions are presented for two types of relative orbit transfer problems: the one-vector thrust acceleration solution to the relative orbit transfer problem, which only requires the final relative position, and the double-vector thrust acceleration solution to the relative orbit transfer problem, which requires the final relative position and velocity. Furthermore, for the cases where the magnitude constraint of the thrust provided by the engine is required, fast-iterative algorithms are proposed to obtain the one-vector acceleration solution and the double-vector acceleration solution that satisfy the magnitude constraint strictly. The simulation results showed that the proposed methods are rapid, accurate, and easy to implement, demonstrating their wide application potential for engineering practice.
AB - This study proposes a rapid algorithm to achieve relative orbit transfer based on constant-vector thrust acceleration control, where the magnitude and direction of the thrust acceleration are constant in the tangential–normal–out-of-plane (TNH) frame. Based on the presented linearized thrust-control matrix, which is used to construct the first-order relationships between the relative position, velocity, and the constant-vector thrust acceleration, two analytical approximate solutions are presented for two types of relative orbit transfer problems: the one-vector thrust acceleration solution to the relative orbit transfer problem, which only requires the final relative position, and the double-vector thrust acceleration solution to the relative orbit transfer problem, which requires the final relative position and velocity. Furthermore, for the cases where the magnitude constraint of the thrust provided by the engine is required, fast-iterative algorithms are proposed to obtain the one-vector acceleration solution and the double-vector acceleration solution that satisfy the magnitude constraint strictly. The simulation results showed that the proposed methods are rapid, accurate, and easy to implement, demonstrating their wide application potential for engineering practice.
KW - Constant-vector thrust acceleration
KW - Magnitude constraint
KW - Relative orbit transfer
KW - Sensitivity matrix
UR - https://www.scopus.com/pages/publications/85216730734
U2 - 10.1016/j.actaastro.2025.01.023
DO - 10.1016/j.actaastro.2025.01.023
M3 - 文章
AN - SCOPUS:85216730734
SN - 0094-5765
VL - 229
SP - 715
EP - 735
JO - Acta Astronautica
JF - Acta Astronautica
ER -