航空辅助轨道转移问题的轨迹优化与闭环制导律设计

Wanli Zhang, Changhong Wang, Baomin Feng
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引用次数: 0

摘要

利用气动力完成轨道转移任务可以节省大量燃料,增加有效载荷。本文在对航空辅助轨道转移(AOT)问题进行数学描述的基础上,通过猜测-伪谱方法对其进行离散,然后应用SNOPT算法得到最优状态轨迹。然后对原动力学方程进行了简化,设计了实时闭环状态反馈制导律。针对控制变量的奇异性问题,给出了一种有效的处理方法。将该闭环制导律与匹配渐近展开(MAE)预测校正法进行了比较,结果表明,该方法节省了大量的计算量,制导性能有一定的提高,仿真结果表明,即使外部参数发生变化,制导轨迹仍能很好地跟踪最优轨迹,具有很好的鲁棒性。
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Trajectory optimization and closed-Loop guidance law design of Aero-assisted Orbital Transfer problem
Using aerodynamic force to finish the orbital transfer mission can save a lot of fuels and increase the payload. In this paper, After giving the mathematical description of the Aero-assisted Orbital Transfer(AOT) problem, we discrete it through the Guess-pseudospectral method and then apply SNOPT algorithm to get the optimal state trajectory. After that we do some simplify to original dynamic equations and design a real-time closed-Loop state feedback guidance law. About the singularity issue of the control variable, we give an effective method to deal with it. Though the comparison of this closed-loop guidance law with the Matched Asymptotic Expansion(MAE) predictor-corrector method, this method can save a lot of calculation quantity and have some improvement in its guidance performance, Simulation result shows that even when the external parameter vary, guidance trajectory can still track the optimal trajectory perfectly, so it has an excellent robustness.
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