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Satellite formation-keeping about libration points in the presence of system uncertainties (2016)
Conference Proceeding
Bando, M., Nemati, H., & Hokamoto, S. (2016). Satellite formation-keeping about libration points in the presence of system uncertainties

This paper studies a control law to stabilize the orbital motion in the vicinity of an unstable equilibrium points and periodic orbits in the circular-restricted three-body problem. Utilizing the eigenstructure of the system, the fuel efficient forma... Read More about Satellite formation-keeping about libration points in the presence of system uncertainties.

Trajectory design using the center manifold theory in the circular restricted three-body problem (2016)
Journal Article
Akiyama, Y., Bando, M., Nemati, H., & Hokamoto, S. (2016). Trajectory design using the center manifold theory in the circular restricted three-body problem. Transactions of the Japan Society for Aeronautical and Space Sciences, 14(ists30), Pd_151-Pd_158. https://doi.org/10.2322/tastj.14.pd_151

Lagrangian points are libration points in the circular restricted three-body problem. Three of them are collinear libration points, and known to have unstable periodic and quasi-periodic orbits in the vicinity of themselves. This study aims to desig... Read More about Trajectory design using the center manifold theory in the circular restricted three-body problem.