TY - JOUR
T1 - Feasibility of quasi-frozen, near-polar and extremely low-altitude lunar orbits
AU - Singh, Sandeep Kumar
AU - Woollands, Robyn
AU - Taheri, Ehsan
AU - Junkins, John
N1 - Funding Information:
This work was completed at Texas A&M University and funded by the Jet Propulsion Laboratory , California Institute of Technology , under contract with the National Aeronautics and Space Administration ( R.19.023.132 ). The authors are also pleased to thank Dr. Stacie Williams of the Air Force Office of Scientific Research and Dr. Alok Das of the Air Force Research Lab's Rapid Innovation Program for their support and collaborations under various contracts and grants. In particular, the authors would like to thank Dr. Alok Das for proposing an investigation on stability of low-altitude lunar orbits. Appendix A
Publisher Copyright:
© 2019
Copyright:
Copyright 2019 Elsevier B.V., All rights reserved.
PY - 2020/1
Y1 - 2020/1
N2 - Designing long-duration lunar orbiter missions is challenging due to the Moon's highly nonlinear gravity field and the third-body perturbations induced by the Earth, Sun and other large bodies. The absence of a Lunar atmosphere has offered the possibility for mission designers to search for extremely low-altitude, quasi-stable lunar orbits. In addition to the reduced amount of propellant required for station-keeping maneuvers, these orbits present great opportunities for unique scientific studies such as high resolution imaging and characterization of the polar ice deposits in deep craters. Prior to the GRAIL mission, mission planning for Lunar orbiters had suffered from inaccuracies, mainly due to the lack of an accurate Lunar gravity model, which resulted in severe deviations with respect to the spacecraft's nominal orbit. We study station-keeping feasibility for spacecraft in near-polar and extremely low-altitude, quasi-frozen orbits around the Moon, that are perturbed by a high-fidelity lunar gravity model and third-body effects from the Earth and Sun. For several candidate orbits, we compare the trade-space between mission duration and ΔV budget, considering impulsive maneuvers applied once every ‘N∈{2,6,10,14,18}’ orbits at periselene or aposelene. Additionally, we investigate the propulsive cost for different orbit insertion dates, the location of impulsive corrections for arresting argument of periselene (ω) drift, and controlling periselene altitude.
AB - Designing long-duration lunar orbiter missions is challenging due to the Moon's highly nonlinear gravity field and the third-body perturbations induced by the Earth, Sun and other large bodies. The absence of a Lunar atmosphere has offered the possibility for mission designers to search for extremely low-altitude, quasi-stable lunar orbits. In addition to the reduced amount of propellant required for station-keeping maneuvers, these orbits present great opportunities for unique scientific studies such as high resolution imaging and characterization of the polar ice deposits in deep craters. Prior to the GRAIL mission, mission planning for Lunar orbiters had suffered from inaccuracies, mainly due to the lack of an accurate Lunar gravity model, which resulted in severe deviations with respect to the spacecraft's nominal orbit. We study station-keeping feasibility for spacecraft in near-polar and extremely low-altitude, quasi-frozen orbits around the Moon, that are perturbed by a high-fidelity lunar gravity model and third-body effects from the Earth and Sun. For several candidate orbits, we compare the trade-space between mission duration and ΔV budget, considering impulsive maneuvers applied once every ‘N∈{2,6,10,14,18}’ orbits at periselene or aposelene. Additionally, we investigate the propulsive cost for different orbit insertion dates, the location of impulsive corrections for arresting argument of periselene (ω) drift, and controlling periselene altitude.
KW - Impulsive-corrections
KW - Low-altitude
KW - Lunar orbits
KW - Polar orbits
KW - Quasi-frozen
KW - Station-keeping
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U2 - 10.1016/j.actaastro.2019.10.037
DO - 10.1016/j.actaastro.2019.10.037
M3 - Article
AN - SCOPUS:85074356083
SN - 0094-5765
VL - 166
SP - 450
EP - 468
JO - Acta Astronautica
JF - Acta Astronautica
ER -