Relative equations of motion using a new set of orbital elements
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Chadalavada, Pardhasai; Dutta, Atri. Relative equations of motion using a new set of orbital elements. Advances in the Astronautical Sciences, vol. 167:pp 565-581
In this paper, we consider the relative equations of spacecraft motion in terms of a new set of orbital elements that includes the components of the angular momentum in the inertial reference frame, the components of the eccentricity vector in a suitably chosen non-inertial reference frame, and a true-anomaly-like angle determining the location of the spacecraft. We derive a detailed mathematical formulation of the relative dynamics using orbital element differences in terms of the new state parameters. Using numerical simulations, we compare the formulation with Hill-Clohessey-Wiltshire equations of relative motion.
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