A method for handling coast arcs in low-thrust interplanetary trajectory optimization

Astronomy and Astrophysics – Astronomy

Scientific paper

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Coasting Flight, Interplanetary Trajectories, Jupiter Probes, Low Thrust Propulsion, Time Optimal Control, Trajectory Optimization, Transfer Orbits, Algorithms, Arcs, Boundary Value Problems, Perturbation Theory, Switching

Scientific paper

A method for handling coast arcs for low-thrust interplanetary trajectory optimization is presented. The method combines a switching function with the guessing of the length and center point of the coast arc. The center point of the coast arc is shifted while its length is held constant while the values of the switching function at the start and end of the coast arc are made equal. Then the length of the coast arc is found directly through a linear extrapolation procedure. Then the optimal center point for the coast arc is found. Examples of the procedure based on low-thrust earth-Jupiter trajectories are presented.

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