Abstract—: The paper considers the problem of calculating direct and low-energy, low-thrust trajectories to the libration points of the Earth–Moon system and to halo-orbits. A method for solving the problem is proposed. It consists of calculating stable manifolds of libration points or halo-orbits and calculating a low-thrust trajectory from an initial circular Earth orbit to the given point of this manifold using sub-optimal feedback control. With a fixed final mass of a spacecraft, the last stage of calculations is reduced to solving the Cauchy problem. The numerical examples are given for the calculation of direct and low-energy trajectories to libration points and to halo-orbits and the optimization of entry points to stable manifolds f...
In this article, we introduce a novel three-step approach for solving optimal control problems in sp...
Unstable orbits about the collinear libration points require stationkeeping maneuvers to maintain th...
Transfer time and fuel consumption are two major performance indexes in trajectory optimization. In ...
We present a method to incorporate low-thrust propulsion into the invariant manifolds techniques for...
We consider periodic halo orbits about artificial equilibrium points near to the Lagrange points L1 ...
A method to incorporate low-thrust propulsion into the invariant manifolds technique is presented in...
A method to incorporate low-thrust propulsion into the invariant manifolds technique is presented in...
Abstract: We describe the way to construct spacecraft orbits for the flight from a low Ear...
This work is dedicated to Philippe Augros.32 pages, 41 ref.International audienceIn this work, we de...
In this work, we develop a new method to design energy minimum low-thrust missions (L2-minimization)...
Low-energy trajectories are a growing subset of trajectory design, particularly in the three-body sp...
Low-thrust engines are appealing for use on both earth-based satellites and interplanetary spacecraf...
In this article, we introduce a novel three-step approach for solving optimal control problems in sp...
Unstable orbits about the collinear libration points require stationkeeping maneuvers to maintain th...
Transfer time and fuel consumption are two major performance indexes in trajectory optimization. In ...
We present a method to incorporate low-thrust propulsion into the invariant manifolds techniques for...
We consider periodic halo orbits about artificial equilibrium points near to the Lagrange points L1 ...
A method to incorporate low-thrust propulsion into the invariant manifolds technique is presented in...
A method to incorporate low-thrust propulsion into the invariant manifolds technique is presented in...
Abstract: We describe the way to construct spacecraft orbits for the flight from a low Ear...
This work is dedicated to Philippe Augros.32 pages, 41 ref.International audienceIn this work, we de...
In this work, we develop a new method to design energy minimum low-thrust missions (L2-minimization)...
Low-energy trajectories are a growing subset of trajectory design, particularly in the three-body sp...
Low-thrust engines are appealing for use on both earth-based satellites and interplanetary spacecraf...
In this article, we introduce a novel three-step approach for solving optimal control problems in sp...
Unstable orbits about the collinear libration points require stationkeeping maneuvers to maintain th...
Transfer time and fuel consumption are two major performance indexes in trajectory optimization. In ...