A mathematical model for the optimization of trajectories and, in particular, a stochastic functional depending on the distance between the actual and the assigned trajectory of a dumbbell satellite subjected to a random field of aerodynamical actions in upper-atmosphere flow conditions is proposed. The existence of the minimum of this functional is proved and two simulations are presented by means of a direct method of solution.

A mathematical model for the motion of a class of dumbbell satellites: stochastic optimization and control of trajectories / Monaco, Roberto; Pandolfi, Miriam. - In: MATHEMATICAL MODELLING. - ISSN 0270-0255. - 4:5(1983), pp. 417-425. [10.1016/0270-0255(83)90046-5]

A mathematical model for the motion of a class of dumbbell satellites: stochastic optimization and control of trajectories

MONACO, Roberto;PANDOLFI, Miriam
1983

Abstract

A mathematical model for the optimization of trajectories and, in particular, a stochastic functional depending on the distance between the actual and the assigned trajectory of a dumbbell satellite subjected to a random field of aerodynamical actions in upper-atmosphere flow conditions is proposed. The existence of the minimum of this functional is proved and two simulations are presented by means of a direct method of solution.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11583/2498725
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