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Published July 2013 | Published
Journal Article Open

The JPL lunar gravity field to spherical harmonic degree 660 from the GRAIL Primary Mission

Abstract

The lunar gravity field and topography provide a way to probe the interior structure of the Moon. Prior to the Gravity Recovery and Interior Laboratory (GRAIL) mission, knowledge of the lunar gravity was limited mostly to the nearside of the Moon, since the farside was not directly observable from missions such as Lunar Prospector. The farside gravity was directly observed for the first time with the SELENE mission, but was limited to spherical harmonic degree n ≤ 70. The GRAIL Primary Mission, for which results are presented here, dramatically improves the gravity spectrum by up to ~4 orders of magnitude for the entire Moon and for more than 5 orders-of-magnitude over some spectral ranges by using interspacecraft measurements with near 0.03 μm/s accuracy. The resulting GL0660B (n = 660) solution has 98% global coherence with topography to n = 330, and has variable regional surface resolution between n = 371 (14.6 km) and n = 583 (9.3 km) because the gravity data were collected at different spacecraft altitudes. The GRAIL data also improve low-degree harmonics, and the uncertainty in the lunar Love number has been reduced by ~5× to k₂ = 0.02405 ± 0.00018. The reprocessing of the Lunar Prospector data indicates ~3× improved orbit uncertainty for the lower altitudes to ~10 m, whereas the GRAIL orbits are determined to an accuracy of 20 cm.

Additional Information

The research described in this paper was carried out at the Jet Propulsion Laboratory, California Institute of Technology, under contract with the National Aeronautics and Space Administration. We gratefully acknowledge the use of the Lonestar Texas Supercomputer used in the initial development of the GRAIL lunar gravity field and the Ames Pleiades Supercomputer that was used to generate the GL0660B gravity solution of this paper. We thank the GRAIL Navigation team (P. Antresian, M. Ryne, T. You) for many useful discussions and feedback on the GRAIL gravity fields, and for the Mission Design team (R. Roncoli, M. Wallace, S. Hatch, T. Sweetser) for accommodating many of the requests to optimize the gravity science. We thank K. Oudrhiri, D. Kahan, and D. Fleischman for their GRAIL Level-1 contributions, and W. Lu for earlier contributions to the GRAIL gravity effort.

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Published - JGR_Planets_-_2013_-_Konopliv_-_The_JPL_lunar_gravity_field_to_spherical_harmonic_degree_660_from_the_GRAIL_Primary_Mission.pdf

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JGR_Planets_-_2013_-_Konopliv_-_The_JPL_lunar_gravity_field_to_spherical_harmonic_degree_660_from_the_GRAIL_Primary_Mission.pdf

Additional details

Created:
August 22, 2023
Modified:
October 25, 2023