Using Optimization to Reveal Scaling Laws in Turbulent Flows
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If you have a question about this talk, please contact June Rix.
In many fluid flow situations there is a prior unknown global quantity, such as heat flux in convection or mass flux in pressure-driven flow, which is of overriding physical interest. Understanding how this quantity scales with the non-dimensional parameters describing the flow
situation as one or more of these parameters become large (so that the flow is turbulent) is then a
fundamental problem. In this talk, I will briefly review one particular approach to tackling this issue based upon optimization and then discuss how a variety of new developments augur well for
future progress.
This talk is part of the Faculty of Mathematics Lectures series.
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