This work investigates a Hamiltonian structure-preserving control that uses the acceleration of solar radiation pressure for the stabilization of unstable periodic orbits in the circular restricted three-body problem. This control aims to stabilize the libration-point orbits in the sense of Lyapunov by achieving simple stability. It also preserves the Hamiltonian nature of the controlled system. The Hamiltonian structure-preserving control is then extended to a general case in which complex and conjugate eigenvalues occur at high-amplitude orbits. High-amplitude orbits are currently of interest to the European Space Agency for future libration-point orbit missions because they require a lower insertion Δv compared to low-amplitude orbits. B...
This paper presents families of libration point orbits in the Earth-Moon system that originate from ...
A new method for L2 libration-point orbit stationkeeping is proposed in this paper using continuous ...
The analysis of the phase space geometry around the artificial L1,2 equilibrium points of the circul...
This work investigates a Hamiltonian structure-preserving control that uses the acceleration of sola...
This paper investigates a Hamiltonian structure preserving control strategy that uses, where possibl...
In this paper, an Hamiltonian Structure-Preserving control is proposed to stabilise in the sense of ...
© 2021, Springer Nature Switzerland AG. The circular restricted three-body problem (CR3BP) is import...
Libration-point orbit (LPO) missions are often selected for study the Sun and our Universe. The effe...
A systematic research on the structure-preserving controller is investigated in this paper, includin...
This paper investigates a dynamical reshaping control method for the station-keeping of unstable res...
Unstable orbits about the collinear libration points require stationkeeping maneuvers to maintain th...
In this Note a new family of solar sail orbits will be investigated in the sun-Earth circular restri...
Unstable orbits about the collinear libration points require stationkeeping maneuvers to maintain th...
Libration point orbits are, in general, inherently unstable. Without the presence of corrective mane...
This paper presents families of libration point orbits in the Earth-Moon system that originate from ...
A new method for L2 libration-point orbit stationkeeping is proposed in this paper using continuous ...
The analysis of the phase space geometry around the artificial L1,2 equilibrium points of the circul...
This work investigates a Hamiltonian structure-preserving control that uses the acceleration of sola...
This paper investigates a Hamiltonian structure preserving control strategy that uses, where possibl...
In this paper, an Hamiltonian Structure-Preserving control is proposed to stabilise in the sense of ...
© 2021, Springer Nature Switzerland AG. The circular restricted three-body problem (CR3BP) is import...
Libration-point orbit (LPO) missions are often selected for study the Sun and our Universe. The effe...
A systematic research on the structure-preserving controller is investigated in this paper, includin...
This paper investigates a dynamical reshaping control method for the station-keeping of unstable res...
Unstable orbits about the collinear libration points require stationkeeping maneuvers to maintain th...
In this Note a new family of solar sail orbits will be investigated in the sun-Earth circular restri...
Unstable orbits about the collinear libration points require stationkeeping maneuvers to maintain th...
Libration point orbits are, in general, inherently unstable. Without the presence of corrective mane...
This paper presents families of libration point orbits in the Earth-Moon system that originate from ...
A new method for L2 libration-point orbit stationkeeping is proposed in this paper using continuous ...
The analysis of the phase space geometry around the artificial L1,2 equilibrium points of the circul...