Spacecraft formation flying is becoming more important since the use of multiple satellites has been demonstrated to be cost-effective. In some applications, the spacecraft need to satisfy certain geometrical constraints; e. g. regarding formation pointing. In this paper an efficient method has been devised that minimises the variation of orbital elements to achieve the requested states. The positions that minimise displacement from a reference plane are computed, and the compatible velocities that reduce shape and plane variation for all S/C are evaluated. This allows to find optimal values for a TPBVP. The algorithm has been applied to close-range GEO formations.

A Note on a Geometrical Method to Solve Spacecraft Formation Flying Control

RIVOLTA, AURELIANO;DEI TOS, DIOGENE ALESSANDRO;FILIPPETTO, DANIELE
2016-01-01

Abstract

Spacecraft formation flying is becoming more important since the use of multiple satellites has been demonstrated to be cost-effective. In some applications, the spacecraft need to satisfy certain geometrical constraints; e. g. regarding formation pointing. In this paper an efficient method has been devised that minimises the variation of orbital elements to achieve the requested states. The positions that minimise displacement from a reference plane are computed, and the compatible velocities that reduce shape and plane variation for all S/C are evaluated. This allows to find optimal values for a TPBVP. The algorithm has been applied to close-range GEO formations.
2016
Spaceflight Mechanics 2016
978-0-87703-633-3
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11311/1008863
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