Learning data-driven discretizations for partial differential equations
4
ENHANCEMENT OF SHOCK CAPTURING SCHEMES VIA MACHINE LEARNING
5
FINITENET: CONVOLUTIONAL LSTM FOR PDES
6
INCOMPRESSIBILITY & POISSON'S EQUATION
7
REYNOLDS AVERAGED NAVIER STOKES (RANS)
8
RANS CLOSURE MODELS
9
LARGE EDDY SIMULATION (LES)
10
COORDINATES AND DYNAMICS
11
SVD/PCA/POD
12
DEEP AUTOENCODER
13
CLUSTER REDUCED ORDER MODELING (CROM)
14
SPARSE TURBULENCE MODELS
Description:
Explore the potential of machine learning to revolutionize computational fluid dynamics in this 39-minute conference talk by Steve Brunton. Delve into key areas where machine learning can make significant impacts, including accelerating direct numerical simulations, improving turbulence closure modeling, and developing enhanced reduced-order models. Learn how incorporating physics into machine learning processes can lead to improved fluid simulations and new physical insights. Discover the importance of establishing benchmark systems, open-source software, data sharing, and reproducible research practices in harnessing machine learning's full potential for computational fluid dynamics. Gain insights into various topics such as data-driven discretizations for partial differential equations, enhancement of shock capturing schemes, convolutional LSTM for PDEs, Reynolds Averaged Navier Stokes (RANS) closure models, and sparse turbulence models.