Observational constraint on the radius and oblateness of the lunar core-mantle boundary
arXiv:1903.07205 · doi:10.1029/2019GL082677
Abstract
Lunar laser ranging (LLR) data and Apollo seismic data analyses, revealed independent evidence for the presence of a fluid lunar core. However, the size of the lunar fluid core remained uncertain by km (encompassing two contrasting 2011 Apollo seismic data analyses). Here we show that a new description of the lunar interior's dynamical model provides a determination of the radius and geometry of the lunar core-mantle boundary (CMB) from the LLR observations. We compare the present-day lunar core oblateness obtained from LLR analysis with the expected hydrostatic model values, over a range of previously expected CMB radii. The findings suggest a core oblateness () that satisfies the assumption of hydrostatic equilibrium over a tight range of lunar CMB radii ( km). Our estimates of a presently-relaxed lunar CMB translates to a core mass fraction in the range of with a present-day Free Core Nutation (FCN) within years.
Accepted for publication in Geophysical Research Letters
References in corpus (2)
Cited by in corpus (13)
- Employing magma ocean crystallization models to constrain structure and composition of the lunar interior
- The effect of pre-impact spin on the Moon-forming collision
- A past lunar dynamo thermally driven by the precession of its inner core
- Constraints on the lunar core viscosity from tidal deformation
- Constraining velocity-dependent Lorentz/CPT-violations using Lunar Laser Ranging
- Is there a semi-molten layer at the base of the lunar mantle?
- Impact of non-tidal station loading in LLR
- Librations of a body composed of a deformable mantle and a fluid core
- Precession-driven flows in stress-free ellipsoids
- Earth rotation parameter estimation from LLR and impact of non-tidal station loading
- Kinematic dynamos in triaxial ellipsoids
- Viscous dissipation in the fluid core of the Moon
- A Validated Low-to-Intermediate Mass Planetary Interior Structure Model and New Mass-Radius Relations