Uncertainty Quantification
of numerical simulations has had increased interest in recent years and, as a
consequence, so has an interest in a procedure of Optimization under
Uncertainty. One of the main challenges in this field is the efficiency of
propagating uncertainties from the sources to the quantities of interest,
especially when there are many sources of uncertainty. Other important
challenges are the coupling of the optimization procedure with the uncertainty
quantification routines, usually approached as two independent problems, and
the necessity to efficiently perform a massive ensemble of numerical
simulations. The primary goal of this work is to develop algorithms for
efficient Uncertainty Quantification and Optimization under Uncertainty.
Two industrial applications
will be presented: the optimization of wind turbine blade shapes and the
optimization of a Formula 1 tire brake duct. Both problems are multi-objective
and the presence of uncertainties significantly impacts the estimation of their
responses making them well suited to assess the theoretical framework and the
algorithms that will be presented in this book.
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