First of all, we have carried out high-fidelity simulations of turbulent wings in various configurations. We have conducted high-resolution large-eddy simulations (LESs) of a NACA4412 wing section at a Reynolds number based on freestream velocity and chord length of over 1 million, with several angles of attack up to 14 degrees. This enables analyzing, in a very high level of detail, both attached and detached cases. Furthermore, we have carried out high-resolution LES of a NACA0012 wing with a rounded wing tip, i.e. including the effect of wing-tip vortices, at a Reynolds number of 200,000 and angles of attack up to 10 degrees, again being able to assess both attached and detached cases. This is a unique database, with important implications in the context of wall-bounded turbulence.
When it comes to sensing the flow from the wall, we have further developed several deep-learning-based techniques, allowing very accurate predictions with a wide range of cases, including flat-plate turbulence and also three-dimensional wakes. In addition to being able to sense two-dimensional (2D) planes from the wall, we can also predict the three-dimensional (3D) volume above the wall, thus significantly enhancing the applicability of the sensing strategy. Also, when it comes to sensing an predicting the flow, we have developed a methodology based on beta variational autoencoders (betaVAE) and transformers to create reduced-order models (ROMs) which enable very robust predictions of the flow, outperforming classical methods e.g. based on proper-orthogonal decomposition (POD). Furthermore, we have also developed a novel methodology based on explainable deep learning which enables identifying the most important regions of turbulent flows, leading to results questioning the classical knowledge regarding coherent structures in turbulence.
Regarding the usage of deep reinforcement learning (DRL) for flow control, we have established a multi-agent reinforcement learning (MARL) methodology leading to extremely good flow-control results in a number of relevant turbulent cases, including: turbulent channel flow (where we reduce the drag more than the classical opposition control); turbulent separation bubble (where we reduce the separation length more than the classical periodic control); three-dimensional cylinder (where we reduce the drag more than the classical periodic control); and even Rayleigh-Béndard convection (where we reduce the Nusselt number more than the classical proportional control). This method, leading to breakthroughs in the context of flow control, is currently being applied to turbulent wings, leading to very promising results.
We have also started performing LES of more complex wing geometries, including high-lift devices and realistic wings. Finally, we have started the design of the experimental work, involving turbulent wings with jet actuators to reduce the drag, and also cases with separation aimed at reducing the stall conditions.