Bayesian Emulation of Geotechnical Deterioration Curves Using Quadratic and B-Spline Hierarchical Models
Jordan L. Oakley, Aleksandra Svalova, Peter Helm, Mohamed Rouainia,, Stephanie Glendinning, Dennis Prangle, Darren Wilkinson

TL;DR
This paper develops Bayesian emulators using quadratic and B-spline hierarchical models to predict geotechnical deterioration over time, aiding infrastructure management and extending service life.
Contribution
It introduces fully-Bayesian Gaussian process emulators for slope deterioration, modeling temporal evolution with quadratic and B-spline approaches, based on limited computer experiments.
Findings
Models accurately predict factor of safety over time.
B-spline model better captures complex deterioration patterns.
Emulators can predict failure time effectively.
Abstract
The stability of geotechnical infrastructure assets, such as cuttings and embankments, is crucial to the safe and efficient delivery of transport services. The successful emulation of geotechnical models of deterioration of infrastructure slopes has the potential to inform slope design, maintenance and remediation by introducing the time dependency of deterioration into geotechnical asset management. We have performed computer experiments of deterioration, measured by the factor of safety (FoS), for a set of cutting slope geometries and soil properties that are common in the southern UK. Whilst computer experiments are an extremely useful and cost-effective method of better understanding deterioration mechanisms, it would not be practical to run enough experiments to understand relations between high-dimensional inputs and outputs. Therefore, we trained a fully-Bayesian Gaussian process…
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Taxonomy
TopicsInfrastructure Maintenance and Monitoring · Geotechnical Engineering and Analysis · Probabilistic and Robust Engineering Design
