This paper presents rich new families of relative orbits for spacecraft formation ight generated through the application of continuous thrust with only minimal intervention into the dynamics of the problem. Such simplicity facilitates implementation for small, low-cost spacecraft with only position state feedback, and yet permits interesting and novel relative orbits in both two- and three-body systems with potential future applications in space-based interferometry, hyperspectral sensing, and on-orbit inspection. Position feedback is used to modify the natural frequencies of the linearised relative dynamics through direct manipulation of the system eigenvalues, producing new families of stable relative orbits. Specifically, in the Hill-Clo...
The minimum-time, constant-thrust transfer between two close, coplanar, quasi-circular orbits is stu...
In this paper, a set of equations for relative motion description in lunar orbits is presented. The...
We consider periodic halo orbits about artificial equilibrium points near to the Lagrange points L1 ...
This paper presents rich new families of relative orbits for spacecraft formation flight generated t...
Solar sailing and solar electric technology provide alternative forms of spacecraft propulsion. Thes...
This paper presents two ways to transfer a spacecraft to distant periodic orbits in the Earth–Moon s...
This dissertation presents a method for controlling the orbital elements of a spacecraft using conti...
This paper presents the solutions to the spacecraft relative trajectory reconfiguration problem when...
Horseshoe orbits, occurring naturally in three-body systems, can be generated artificially in a two-...
This study employs the circular restricted three-body problem (CR3BP) as the dynamical framework, fo...
Ballistic spacecraft formation-flying with zero thrust has great utility, but it is limited to a co...
A study of novel families of highly non-Keplerian orbits (NKO) for spacecraft utilizing either solar...
The extension of highly elliptical orbits, with free selection of orbit period, using low thrust pro...
This paper discusses a mathematical model to determine an analytical form of the equations describin...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/76446/1/AIAA-2000-4135-333.pd
The minimum-time, constant-thrust transfer between two close, coplanar, quasi-circular orbits is stu...
In this paper, a set of equations for relative motion description in lunar orbits is presented. The...
We consider periodic halo orbits about artificial equilibrium points near to the Lagrange points L1 ...
This paper presents rich new families of relative orbits for spacecraft formation flight generated t...
Solar sailing and solar electric technology provide alternative forms of spacecraft propulsion. Thes...
This paper presents two ways to transfer a spacecraft to distant periodic orbits in the Earth–Moon s...
This dissertation presents a method for controlling the orbital elements of a spacecraft using conti...
This paper presents the solutions to the spacecraft relative trajectory reconfiguration problem when...
Horseshoe orbits, occurring naturally in three-body systems, can be generated artificially in a two-...
This study employs the circular restricted three-body problem (CR3BP) as the dynamical framework, fo...
Ballistic spacecraft formation-flying with zero thrust has great utility, but it is limited to a co...
A study of novel families of highly non-Keplerian orbits (NKO) for spacecraft utilizing either solar...
The extension of highly elliptical orbits, with free selection of orbit period, using low thrust pro...
This paper discusses a mathematical model to determine an analytical form of the equations describin...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/76446/1/AIAA-2000-4135-333.pd
The minimum-time, constant-thrust transfer between two close, coplanar, quasi-circular orbits is stu...
In this paper, a set of equations for relative motion description in lunar orbits is presented. The...
We consider periodic halo orbits about artificial equilibrium points near to the Lagrange points L1 ...