Extracting Fundamental Parameters of 2-D Natural Thermal Convection Using Machine Learning
POSTER
Abstract
The Lattice Boltzmann Method (LBM) is an approach for modeling mesoscopic fluid flow and heat transfer, based on modelling distributions of particles moving and colliding on a lattice, which scales to macroscopic flow, as perturbation of the Boltzmann Equation from equilibrium1. We simulate the natural thermal convection of a fluid via LBM in a 2-D rectangular box being heated from below, cooled from above, and use the results as a training dataset to build a deep learning model. A convolutional neural network (CNN) is used to extrapolate the Rayleigh (Ra) and the Prandtl (Pr) numbers used to generate the simulation. The model has a great potential for industrial application like electronic equipment cooling or scientific research such as thermal convection of the Earth’s mantle.
References
[1] Sharma, K. V., Straka, R., & Tavares, F. W. (2020). Current status of Lattice Boltzmann Methods applied to aerodynamic, aeroacoustic, and thermal flows. Progress in Aerospace Sciences, 115, 100616.
References
[1] Sharma, K. V., Straka, R., & Tavares, F. W. (2020). Current status of Lattice Boltzmann Methods applied to aerodynamic, aeroacoustic, and thermal flows. Progress in Aerospace Sciences, 115, 100616.
Presenters
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Mohammad A Boroumand
University of Louisiana at Lafayette
Authors
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Mohammad A Boroumand
University of Louisiana at Lafayette
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Gabriele Morra
University of Louisiana at Lafayette
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Peter Mora
King Fahd University of Petroleum and Minerals, Saudi Arabia