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The problem of minimum-time orbit transfer using intermediate acceleration is analyzed using both precision integrationand averaging. Continuousconstantaccelerationsoftheorderof10 i 2 gareconsideredforapplications using nuclear propulsion upper stages. The acceleration vector is optimized in direction with its magnitude held constant throughout the e ight. These trajectories that circle the Earth for only a few orbits before reaching geostationary Earth orbit are shown to be sensitive to departure and arrival points, necessitating the use of the full six-state dynamics for satisfactory and meaningful results. The D V losses with respect to very low-acceleration transfers are shown to be small.
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Jean Albert Kéchichian (1997) studied this question.
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