This paper intends to give an insight on the geometry of stationkeeping strategies around Libration Point Orbits (LPO). Classically theFloquet modes have been used to determine the¿vrequired to control the trajectory of a spacecraft around LPOs. However, they can alsobe used to describe the dynamics in a neighborhood of a reference LPO. In this paper we use the Floquet reference frame to compare thebehavior of two different stationkeeping strategies:x-axis velocity constraint at plane crossing vs the Floquet Mode. The first approachfinds the¿vrequired to cancel thexcomponent of the velocity vector at the crossing of the trajectory with they= 0plane, in the RotatingLibration Point frame. While the Floquet Mode approach finds the¿vthat cancel...
A new method for L2 libration-point orbit stationkeeping is proposed in this paper using continuous ...
An expanding interest in mission design strategies that exploit libration point regions demands the ...
The shallow gravity gradient in the libration point regions enables manoeuvring at low ∆v expenses, ...
We derive two families of low-thrust station-keeping control procedures based on the dynamical prope...
Libration point orbits are, in general, inherently unstable. Without the presence of corrective mane...
INTRODUCTION As part of the trajectory design, some current missions and a number of recent proposa...
Three-dimensional orbits in the vicinity of the interior libration point (L1) of the Sun-Earth/Moon ...
AbstractSpacecrafts in periodic or quasi-periodic orbits near the collinear libration points are pro...
In the circular restricted three-body problem, three-dimensional bounded motion associated with the ...
In the circular restricted three-body problem, three-dimensional bounded motion associated with the ...
Unstable orbits about the collinear libration points require stationkeeping maneuvers to maintain th...
Libration-point orbit (LPO) missions are often selected for study the Sun and our Universe. The effe...
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...
NASA's WIND mission has been operating in a large amplitude Lissajous orbit in the vicinity of the i...
A new method for L2 libration-point orbit stationkeeping is proposed in this paper using continuous ...
An expanding interest in mission design strategies that exploit libration point regions demands the ...
The shallow gravity gradient in the libration point regions enables manoeuvring at low ∆v expenses, ...
We derive two families of low-thrust station-keeping control procedures based on the dynamical prope...
Libration point orbits are, in general, inherently unstable. Without the presence of corrective mane...
INTRODUCTION As part of the trajectory design, some current missions and a number of recent proposa...
Three-dimensional orbits in the vicinity of the interior libration point (L1) of the Sun-Earth/Moon ...
AbstractSpacecrafts in periodic or quasi-periodic orbits near the collinear libration points are pro...
In the circular restricted three-body problem, three-dimensional bounded motion associated with the ...
In the circular restricted three-body problem, three-dimensional bounded motion associated with the ...
Unstable orbits about the collinear libration points require stationkeeping maneuvers to maintain th...
Libration-point orbit (LPO) missions are often selected for study the Sun and our Universe. The effe...
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...
NASA's WIND mission has been operating in a large amplitude Lissajous orbit in the vicinity of the i...
A new method for L2 libration-point orbit stationkeeping is proposed in this paper using continuous ...
An expanding interest in mission design strategies that exploit libration point regions demands the ...
The shallow gravity gradient in the libration point regions enables manoeuvring at low ∆v expenses, ...