time-accurate modeling of liquid mixing and blending: application of the lattice-boltzmann method

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Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method John Thomas, President, M-Star Simulations Nicolle Courtemanche, Sr. Application Engineer, SPX Flow, Inc. LLC Lightnin Richard Kehn, Director R&D, SPX Flow, Inc. LLC LIGHTNIN

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Page 1: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

John Thomas, President, M-Star Simulations

Nicolle Courtemanche, Sr. Application Engineer, SPX Flow, Inc. LLC Lightnin

Richard Kehn, Director R&D, SPX Flow, Inc. LLC LIGHTNIN

Page 2: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Liquid blending (baffled tank) Lack of baffles (problems with suspension)

Mixing governs process yield, efficiency, and repeatability

Page 3: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Fermenter reactor Continuous stirred tank reactor

Static mixer

Mixing is an inherently transient, 3D, and multi-physics problem

Page 4: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Theory

Experiment

Simulation

Process optimization involves theory, experiment, and simulation

Page 5: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Presentation overview

New algorithms and architectures

Test cases and validation

Expanded scope and strategy

mstarcfd.com Slide 5 of 32

Page 6: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

NEW ALGORITHMS AND ARCHITECTURES

mstarcfd.com Slide 6 of 32

Page 7: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Navier-Stokes and Boltzmann describe same physics

Navier-Stokes

Discrete Boltzmann

Chen et al. (1992). Recovery of Navier-Stokes equations using a lattice-gas Boltzmann method.

Succi, Sauro (2001). The Lattice Boltzmann Equation for Fluid Dynamics and Beyond.

Page 8: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Boltzmann is more computationally attractive

Navier-Stokes Boltzmann

Problem Set-up

Dynamics Typically steady-state Inherently transient

Mesh type/size Variable, ~106

Uniform, ~109

Parallelizability Practical

Trivial

Page 9: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Boltzmann enables superior turbulence models

Conventional RANS Model

(k-e Turbulence Model) Boltzmann LES Model

Page 10: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

High resolution means no explicit meshing

Page 11: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method
Page 12: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Approach has been around for decades…

Nov. 19, 1985

Page 13: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

…just needed technology to catch-up.

10-2

10-1

100

101

102

103

104

$US/GB

or

$US/GFLOP

Cloud HPC

GPU-centric

HPC

ASCI White

10 TFLOP, $140 MM

Intel Celeron

10 TFLOP, $500

Page 14: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Key points: CFD

mstarcfd.com Slide 14 of 32

Boltzmann describes same physics

Superior turbulence models

No user meshing

Approach follows megatrends

Page 15: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

TEST CASES AND VALIDATION

mstarcfd.com Slide 15 of 32

Page 16: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Test configuration: angular offset mount mixing system

mstarcfd.com Slide 16 of 32

Tank Set-Up

17.5” diameter dish-bottom

18” depth

Water at STP

Impeller Set-Up

5.9” A310 (single and double)

10˚ vertical angle

3” off-bottom

101 RPM to 289 RPM

Validation Goals

Homogenization vs. speed

Vortex formation (single @350 RPM)

Experimental work carried out at

SPX Flow’s Rochester R&D Center

(LIGHTNIN)

Page 17: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

RANS CFD Predicts General Features of Flow can also be used to run tracer blend time study

mstarcfd.com Slide 17 of 32

Set-up time: 10 min

CPU time: 1.25 hours (20 cores)

149 RPM A310 System

Page 18: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

LBM CFD Predicts 3D Evolution of Flow Field and Transport

mstarcfd.com Slide 18 of 32

Resolution=5 mm (4.9 MM vertices)

Timestep=600 μs (113,000 cycles)

Set-up time: 10 min

CPU time: 5.5 hours (20 cores)

101 RPM Double A310 System

Page 19: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Measured and Predicted Blend Times

mstarcfd.com Slide 19 of 32

149 RPM Neutralization Reaction 149 RPM Salt Homogenization

Page 20: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Predicted versus Measured Blend times

mstarcfd.com Slide 20 of 32

Page 21: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

DMT Predicts Correct Vortex Morphology

mstarcfd.com Slide 21 of 32

M-Star DMT Input: surface tension, density, viscosity

No correlations or tuning parameters.

350 RPM

Page 22: Time-Accurate Modeling of Liquid Mixing and Blending: Application of the Lattice-Boltzmann Method

Summary and Action

mstarcfd.com Slide 22 of 32

Experiment, theory and simulation work

together in optimizing reactor design

(there is not one single design tool!)

Major advances in HPC have led to major

advances in process simulation

These improved models provide higher

fidelity data with less effort

Predictions agree very well with

experiment