Luni-solar resonances and effect on long-term evolution of inclined geostationary transfer orbits
In this paper, a singly-averaged, semi-analytical orbital dynamic model in terms of Milankovitch elements is given for geostationary transfer orbits (GTOs), which includes the Earth's oblateness, luni-solar perturbations, atmospheric drag and solar radiation pressure (SRP). The orbital dynamic...
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Veröffentlicht in: | Acta astronautica 2019-12, Vol.165, p.158-166 |
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Sprache: | eng |
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Zusammenfassung: | In this paper, a singly-averaged, semi-analytical orbital dynamic model in terms of Milankovitch elements is given for geostationary transfer orbits (GTOs), which includes the Earth's oblateness, luni-solar perturbations, atmospheric drag and solar radiation pressure (SRP). The orbital dynamic model is verified through a numerical simulation compared with the Semi-analytic Tool for End of Life Analysis software (STELA) by CNES. We find that if the area-to-mass ratio of the object is relatively large, the SRP will have a significant impact on the long-term evolution of GTOs. Then, the long-term dynamical evolution and orbital resonances of rocket upper stages in inclined geostationary transfer orbits (IGTOs) are studied. It has been found that the luni-solar secular resonances, which are inclination-dependent-only, play a leading role in the long-term evolution of IGTOs. By comparing and analyzing long-term dynamical evolution of orbits with different initial inclinations, the effects of luni-solar secular resonances are studied in details. Finally, a mitigation method for IGTO objects by utilizing luni-solar secular resonances is proposed, in which the eccentricity growth caused by the resonances is used for an early atmospheric re-entry.
•A semi-analytical orbital dynamics model is given for GTOs.•Underlying mechanism of luni-solar secular resonances is analyzed.•Effect of secular resonances on long-term evolution of IGTO is revealed.•A mitigation method by luni-solar resonances is proposed for IGTOs. |
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ISSN: | 0094-5765 1879-2030 |
DOI: | 10.1016/j.actaastro.2019.09.005 |