Receiver Functions in the San Fernando Valley, California: Graph-Regularized Bayesian Approach for Gravity-Informed Mapping
Valeria Villa, Robert W. Clayton, Patricia Persaud

TL;DR
This paper introduces a probabilistic graph-regularized Bayesian model that combines gravity and receiver function data to accurately map the complex subsurface basin structures in the San Fernando Valley, addressing non-uniqueness and noise issues.
Contribution
It presents a novel integration of gravity and RF data using Bayesian inference with a graph Laplacian to improve subsurface mapping accuracy.
Findings
Successfully identified key basin features consistent with previous studies.
Demonstrated improved interpretation of RF data through gravity integration.
Validated the method with dense seismic array data from 2023.
Abstract
The San Fernando Valley (SFV) in Southern California is a complex sedimentary basin whose shape strongly influences ground shaking. We develop a fully quantitative, probabilistic graph-regularized inference model that integrates both gravity and receiver function (RF) constraints and evaluate its ability to determine the basin's shape. The sediment-basement interface in single-station RFs is often difficult to interpret due to scattering and noise, which can render isolated stations unusable. By using RFs from a dense seismic array and incorporating gravity, we address the issue of non-uniqueness in converting the times of RF phases to layer thickness by comparing the predicted gravity to observations at each station. In areas where the density contrast may change, Bayesian inference with a graph Laplacian allows us to determine the effective density contrast by taking into account its…
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Taxonomy
TopicsSeismic Imaging and Inversion Techniques · Geophysical and Geoelectrical Methods · Seismic Waves and Analysis
