Optimization of Multi-revolution Limited Power Trajectories Using Angular Independent VariableOptimization of low-thrust
trajectories is necessary in the design of space missions using electric
Low-Thrust Lunar Trajectory Optimization Using Canonical Transformation studies. This technique allows us to obtain the results of near-
optimal trajectory with insignificant
Stabilization of Optimal Trajectories of Dynamical Systems as an inverse problem of dynamics. The requirement to limit deviations from the
optimal trajectory is considered
Optimization of the finite-thrust trajectory in the vicinity of a circular orbitThe paper considers the problem of the
optimization of the finite-thrust
trajectory in the vicinity
An approach for end-to-end optimization of low-thrust interplanetary trajectories using collinear libration points-thrust interplanetary
trajectory. At first, the problem of
optimizing low-thrust interplanetary
trajectory, which passes
Evaluation of optimal low-thrust interplanetary trajectories with collinear libration points transitions of the interplanetary low-thrust
trajectory. At first, the problem of
optimizing low-thrust interplanetary
trajectory Optimization of finite-thrust trajectories with fixed angular distanceThe article presents a new approach for
optimizing the
trajectories of spacecraft with finite
Minimum-Thrust Lunar Trajectories and of the continuation method is used. The
optimization problem for the considered type of
trajectories gave rise