プレプリント / バージョン1

火星サンプルリターンの低コスト化を実現する不確定性を考慮した深宇宙ラン デブー軌道解析

##article.authors##

  • 伊東, 理紗 コロラド大学ボルダー校航空宇宙工学科博士課程
  • 尾崎, 直哉 国立研究開発法人宇宙航空研究開発機構 宇宙科学研究所

DOI:

https://doi.org/10.51094/jxiv.1205

キーワード:

宇宙工学、 火星サンプルリターン、 ミッションデザイン

抄録

Returning samples from Mars is expected to provide significant scientific knowledge about the formation of planets and the origin of life. The LifeSpringsMars Mission, a novel mission concept designed by a multinational consortium from Australia, Japan, the United States, and New Zealand, aims to return samples from the Columbia Hills on Mars at a low cost. To achieve cost reduction, LifeSpringsMars mission plans to transfer samples in deep space instead of using the conventional method of transferring samples in Mars’ low orbit. However, relaying samples in deep space has a high risk of losing samples in deep space, so trajectory design that accounts for uncertainties of Mars Ascent Vehicle is required. This paper presents a method to optimize the rendezvous trajectories between multiple spacecraft by extending stochastic trajectory optimization that takes account of disturbances. Introducing the Unscented Transform, the method lets us compute and optimize the stochastic trajectories. Finally, numerical examples demonstrate the feasibility of the proposed mission architecture.

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引用文献

Clark, B. C., Arvidson, R. E., et al.: "Evidence for montmorillonite or its compositional equivalent in Columbia Hills, Mars", J. Geophys. Res., 112(E6).

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Ozaki, N., Campagnola, S., et al.: "Tube Stochastic Optimal Control for Nonlinear Constrained Trajectory Optimization Problems", J. Guid. Control Dynam., 43(4), pp. 645–655.

Howell, K. Connor: "Three-dimensional, periodic, 'halo' orbits", Celestial Mechanics, 32(1984), pp. 53–71.

木下 宙: "天体と軌道の力学", 東京大学出版社, 東京, 1998, pp. 22-43.

Julier, S. J., and Uhlmann, J. K.: "A New Extension of the Kalman Filter to Nonlinear Systems", Proceedings of SPIE 3068, Signal Processing, Sensor Fusion, and Target Recognition VI, (1997).

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投稿日時: 2025-04-23 13:28:38 UTC

公開日時: 2025-08-20 08:36:24 UTC
研究分野
一般工学・総合工学