Contour Location for Reliability in Airfoil Simulation Experiments using Deep Gaussian Processes
Annie S. Booth, S. Ashwin Renganathan, Robert B. Gramacy

TL;DR
This paper introduces a novel hybrid criterion for contour location in reliability analysis using deep Gaussian processes, effectively addressing optimization challenges posed by Bayesian inference and enhancing performance in aerospace simulations.
Contribution
It develops a hybrid exploration criterion combining entropy and uncertainty for DGP-based contour location, overcoming derivative-based optimization issues in Bayesian settings.
Findings
Effective in synthetic benchmarks
Successful application to RAE-2822 airfoil simulation
Improves reliability analysis accuracy
Abstract
Bayesian deep Gaussian processes (DGPs) outperform ordinary GPs as surrogate models of complex computer experiments when response surface dynamics are non-stationary, which is especially prevalent in aerospace simulations. Yet DGP surrogates have not been deployed for the canonical downstream task in that setting: reliability analysis through contour location (CL). In that context, we are motivated by a simulation of an RAE-2822 transonic airfoil which demarcates efficient and inefficient flight conditions. Level sets separating passable versus failable operating conditions are best learned through strategic sequential designs. There are two limitations to modern CL methodology which hinder DGP integration in this setting. First, derivative-based optimization underlying acquisition functions is thwarted by sampling-based Bayesian (i.e., MCMC) inference, which is essential for DGP…
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Taxonomy
TopicsGaussian Processes and Bayesian Inference · Model Reduction and Neural Networks · Advanced Multi-Objective Optimization Algorithms
