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Fixed-thrust Earth-Moon free return orbit design based on a hybrid multi-conic method of pseudo-perilune parameters

机译:基于伪周变参数混合多圆锥方法的固定推力月球自由返回轨道设计

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This study proposes a high-precision fixed-thrust free return orbit design method for a manned lunar mission centred on the rendezvous and docking with the lunar space station. Future manned lunar landing missions based on the lunar space station will require different spacecraft to achieve rendezvous and docking with it in different mission stages. Adopting the perilune parameters to design the Earth-Moon flight trajectory would be more convenient for decoupling in this kind of series missions. Thus, a new set of pseudo-parameters representing the perilune motion states is defined, and based on these, a hybrid multi-conic method is then proposed to design the free return orbit for manned spacecraft. The new method is more accurate than the traditional four-phase patched-conic method, and can produce initial values with a higher converging speed for a high-precision trajectory iteration design. Then, a fast and high-precision continuation method for the fixed-thrust trajectory is proposed based on the impulse-based solutions, and the gravity loss of the impulse-thrust transfer is analysed. Finally, the general characteristics and launch window of the free return orbit, as well as the reachable domain of the pseudo-perilune parameters, are analysed using the hybrid multi-conic method. The results will provide a theoretical basis for future missions planning.
机译:这项研究提出了一种以载人点为中心并与月球空间站对接的载人登月任务的高精度固定推力无回程轨道设计方法。未来基于月球空间站的载人登月任务将需要不同的航天器在不同的任务阶段实现交会和对接。在这种系列任务中,采用perilune参数来设计地球-月球飞行轨迹会更方便。因此,定义了一组代表周围运动状态的伪参数,并在此基础上提出了一种混合多圆锥方法来设计载人飞船的自由返回轨道。该新方法比传统的四相补角锥法更准确,并且可以产生具有更高收敛速度的初始值,用于高精度轨迹迭代设计。然后,基于基于脉冲的解,提出了一种快速,高精度的固定推力轨迹连续方法,并分析了脉冲推力传递的重力损失。最后,使用混合多锥方法分析了自由返回轨道的一般特性和发射窗口,以及伪微扰参数的可到达范围。研究结果将为今后的任务规划提供理论依据。

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