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Predictive control for satellite formation keeping 被引量:4

Predictive control for satellite formation keeping
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摘要 Based on a Hill equation and a nonlinear equation describing the desired and real dynamics of relative motion separately, a predictive controller is brought forward, which makes the real state track the desired ones to keep satellite formation. The stability and robustness of the controller are analyzed. Finally, comparing the simulation results of the proposed controller with that of the traditional, proportional-differential controller shows that the former one is capable of keeping the satellite formation more favorably, considering the disturbances such as the J2 perturbations. Based on a Hill equation and a nonlinear equation describing the desired and real dynamics of relative motion separately, a predictive controller is brought forward, which makes the real state track the desired ones to keep satellite formation. The stability and robustness of the controller are analyzed. Finally, comparing the simulation results of the proposed controller with that of the traditional, proportional-differential controller shows that the former one is capable of keeping the satellite formation more favorably, considering the disturbances such as the J2 perturbations.
出处 《Journal of Systems Engineering and Electronics》 SCIE EI CSCD 2008年第1期161-166,共6页 系统工程与电子技术(英文版)
关键词 predictive control satellites formation low-thrust technology Lyapunov theorem predictive control satellites formation low-thrust technology Lyapunov theorem
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参考文献5

  • 1Kapila V, Sparks A G. Spacecraft formation flying: dynamics and control. Journal of Guidance, Controlan Dynamics, 2000 23(3): 561-564.
  • 2Michael T, Jonathan P H. Advanced guidanced algorithms for spacecraft formation keeping. Spacesystems Laboratory of MIT. 2002.
  • 3Lu Ping. Nonlinear predictive controllers for continous systems. Journal of Guidance, Control and Dynamics, 1994, 17(3): 553-560.
  • 4David E G.Analysis of low thrust orbit transfers using the lagrange planetry equations. IEPC-97-160, Electric Rocket Propulsion Society, 1997.
  • 5Yeh H H,Andrew S. Nonlinear tracking control of satellite formations. Journal of Guidance, Control and Dynamics, 2002,25(2): 376 -386.

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