Turbulent scalar flux in inclined jets in crossflow: counter gradient transport and deep learning modelling

01/14/2020
by   Pedro M. Milani, et al.
0

A cylindrical and inclined jet in crossflow is studied under two distinct velocity ratios, r=1 and r=2, using highly resolved large eddy simulations (LES). First, an investigation of turbulent scalar mixing sheds light onto the previously observed but unexplained phenomenon of negative turbulent diffusivity. We identify two distinct types of counter gradient transport, prevalent in different regions: the first, throughout the windward shear layer, is caused by cross-gradient transport; the second, close to the wall right after injection, is caused by non-local effects. Then, we propose a deep learning approach for modelling the turbulent scalar flux by adapting the tensor basis neural network previously developed to model Reynolds stresses (Ling et al. 2016a). This approach uses a deep neural network with embedded coordinate frame invariance to predict a tensorial turbulent diffusivity that is not explicitly available in the high fidelity data used for training. After ensuring that the matrix diffusivity leads to a stable solution for the advection diffusion equation, we apply this approach in the inclined jets in crossflow under study. The results show significant improvement compared to a simple model, particularly where cross-gradient effects play an important role in turbulent mixing. The model proposed herein is not limited to jets in crossflow; it can be used in any turbulent flow where the Reynolds averaged transport of a scalar is considered.

READ FULL TEXT

page 5

page 11

page 18

page 20

research
07/14/2023

Investigation of Deep Learning-Based Filtered Density Function for Large Eddy Simulation of Turbulent Scalar Mixing

The present investigation focuses on the application of deep neural netw...
research
11/17/2018

Deep Learning of Turbulent Scalar Mixing

Based on recent developments in physics-informed deep learning and deep ...
research
05/17/2022

Isogeometric Hierarchical Model Reduction for advection-diffusion process simulation in microchannels

Microfluidics proved to be a key technology in various applications, all...
research
05/03/2021

Embedded training of neural-network sub-grid-scale turbulence models

The weights of a deep neural network model are optimized in conjunction ...
research
11/29/2021

Deep Decomposition for Stochastic Normal-Abnormal Transport

Advection-diffusion equations describe a large family of natural transpo...
research
11/24/2020

Discovering Hidden Physics Behind Transport Dynamics

Transport processes are ubiquitous. They are, for example, at the heart ...
research
09/20/2018

On the self-similarity of line segments in decaying homogeneous isotropic turbulence

The self-similarity of a passive scalar in homogeneous isotropic decayin...

Please sign up or login with your details

Forgot password? Click here to reset