Modern engineering design processes face the challenge of integrating data from diverse sources into consistent predictive models, known as multi-fidelity models. This integration offers advantages like reduced costs and improved design quality. However, a key challenge is developing algorithms that automatically identify the best distribution of design investigations, considering the compromise between sampling cost and desired accuracy.
This case study presents a machine-learning algorithm that addresses the challenge by guiding numerical experiments at different fidelity levels, adaptively selecting sampling locations, and optimizing the design using Optimus.
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