Constraints on the lunar core viscosity from tidal deformation
Arthur Briaud, Agn\`es Fienga, Daniele Melini, Nicolas Rambaux,, Anthony M\'emin, Giorgio Spada, Christelle Saliby, Hauke Hussmann, Alexander, Stark, Vishnu Viswanathan, and Daniel Baguet

TL;DR
This study uses lunar tidal deformation data to constrain the Moon's inner core structure and viscosity, providing new estimates for the core's size, density, and viscosity, and exploring the possibility of an inner core.
Contribution
It introduces a comprehensive modeling approach combining multiple data sources to estimate the Moon's core properties and assesses the presence of an inner core with new constraints.
Findings
Inner core presence cannot be ruled out.
LVZ radius constrained to 500 km with specific viscosity and density.
Outer core viscosity estimated at approximately 2 x 10^17 Pa.s.
Abstract
We use the tidal deformations of the Moon induced by the Earth and the Sun as a tool for studying the inner structure of our satellite. Based on measurements of the degree-two tidal Love numbers k2 and h2 and dissipation coefficients from the GRAIL mission, Lunar Laser Ranging and Laser Altimetry on board of the LRO spacecraft, we perform Monte Carlo samplings for 120,000 possible combinations of thicknesses and viscosities for two classes of the lunar models. The first one includes a uniform core, a low viscosity zone (LVZ) at the core-mantle boundary, a mantle and a crust. The second one has an additional inner core. All models are consistent with the lunar total mass as well as its moment of inertia. By comparing predicted and observed parameters for the tidal deformations we find that the existence of an inner core cannot be ruled out. Furthermore, by deducing temperature profiles…
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Taxonomy
TopicsPlanetary Science and Exploration · Astro and Planetary Science · Space Science and Extraterrestrial Life
