Abstract

Numerical simulations of thermo-chemical, multi-phase, compressible mantle convection in a three-dimensional spherical shell are used to investigate the relationship between lateral variations in seismic shear-wave velocity V s above the core–mantle boundary (CMB) and lateral variations in heat flux across the CMB ( q CMB), when compositional variations and the post-perovskite phase transition are included. For simple thermal convection, the V s– q CMB relationship is reasonably but not perfectly linear. The post-perovskite transition introduces a non-linearity that amplifies fast V s anomalies in cold regions, but there is still a unique mapping between δ V s and q CMB. Lateral variations in composition such as piles of dense material introduce another non-linearity that affects hot upwelling regions, and introduces a non-uniqueness in δ V s– q CMB if the dense material (e.g., MORB) is seismically fast compared to the surrounding material. In this case, dense piles are ringed by sharp, low- V s anomalies. If the CMB is covered by a global dense layer than variations in δ V s and q CMB are reduced but so is the mean value of q CMB. In all cases, the peak-to-peak lateral variation in q CMB is similar to or larger than twice the mean value, which might create problems for generating a dynamo according to existing numerical dynamo simulations. Analytical scalings are developed to explain the observed trends.

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