2010
DOI: 10.1007/s11431-010-4118-x
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Characteristic analysis and design of near moon abort trajectory for manned lunar landing mission

Abstract: The safety of astronauts would be severely threatened if the lunar-landing spacecraft were under an emergency during the near moon phase of flight, which was far from the Earth. For the problem of mission abort caused by the main engine (service propulsion system, SPS) failure during lunar orbit insertion, firstly, the family of trajectories resulted from SPS premature shutdown and corresponding abort trajectories were analyzed; then an algorithm that can be applied to the near moon abort trajectories was prop… Show more

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Cited by 10 publications
(5 citation statements)
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“…Although the error is only about 6% of the flight distance in the earth centered phase, it is more than 30% of the radius of the lunar gravity influence zone in the moon centered phase. The precision of results will be very low if ignoring the influence of the moon's non-circular orbit [13]. To provide an accurate solution, the moon's position and velocity at any time are obtained by using ephemeris DE405 during the calculation employing the patched-conic method in this section.…”
Section: Initial Orbit Designmentioning
confidence: 99%
“…Although the error is only about 6% of the flight distance in the earth centered phase, it is more than 30% of the radius of the lunar gravity influence zone in the moon centered phase. The precision of results will be very low if ignoring the influence of the moon's non-circular orbit [13]. To provide an accurate solution, the moon's position and velocity at any time are obtained by using ephemeris DE405 during the calculation employing the patched-conic method in this section.…”
Section: Initial Orbit Designmentioning
confidence: 99%
“…Its difficulties come from the multiple celestial bodies' perturbation and strict constraints at the re-entry point. Lots of studies have been carried out on these problems: Huang et al [1] proposed an algorithm for the direct abort trajectory but the re-entry constraints are not considered. some studies [2][3] addressed the reentry constraint by iteratively adjusting the design variables.…”
Section: Introductionmentioning
confidence: 99%
“…Shen and Casalino 22 designed the contingency return trajectory in the circumlunar flight phase by using the indirect method. Huang et al 23,24 analyzed the characteristics of the contingency return trajectory in the near-Earth phase and near-Moon phase by adopting the two-body trajectory calculation model. Ocampo and Saudemont 25 established the initial value calculation model of the multi-impulse contingency return trajectory.…”
Section: Introductionmentioning
confidence: 99%