simulation-based optimization for filter media design

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FILTREX™ Asia 2018 04 DEC 2018 - 05 DEC 2018 , SHANGHAI, CHINA SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN Christopher Kühnle, Dr. Mehdi Azimian, Dr. Liping Cheng , Dr. Andreas Wiegmann

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Page 1: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

FILTREX™ Asia 2018

04 DEC 2018 - 05 DEC 2018 , SHANGHAI, CHINA

SIMULATION-BASED OPTIMIZATION

FOR FILTER MEDIA DESIGN

Christopher Kühnle, Dr. Mehdi Azimian, Dr. Liping Cheng, Dr. Andreas Wiegmann

Page 2: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

GEODICT FOR FILTRATION:

GAS FILTRATION PORTFOLIO

-- 5 --

Filter MediaClean Filter

Parameters

Gas Filtration

ExperimentsGas Filtration Results

◼ Nonwoven fabrics

◼ Woven fabrics

◼ Foams

◼ Sintered ceramics

◼ Pleats and support meshes

◼ Media thickness

◼ Fiber diameters

◼ Fiber orientation

◼ Grammage

◼ Pore size distribution

◼ Bubble point

◼ Percolation path

◼ Single pass tests

◼ Diesel soot test dust

◼ Standard aerosol test dusts

◼ Initial pressure drop

◼ Pressure drop evolution

◼ Initial filter efficiency

◼ Fractional efficiencies

◼ Filter capacity

◼ Filter class

◼ Most penetrating particle size

Page 3: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

GEODICT FOR FILTRATION:

LIQUID FILTRATION PORTFOLIO

-- 6 --

Filter MediaClean Filter

Parameters

Liquid Filtration

ExperimentsLiquid Filtration Results

◼ Nonwoven fabrics

◼ Woven fabrics

◼ Foams

◼ Membranes

◼ Metal wire meshes

◼ Pleats & support meshes

◼ Media thickness

◼ Fiber diameters

◼ Fiber orientation

◼ Grammage

◼ Pore size distribution

◼ Bubble point

◼ Percolation path

◼ Multi pass tests

◼ Standard test dusts

◼ Initial pressure drop

◼ Pressure drop evolution

◼ Initial filter efficiency

◼ Fractional efficiencies

◼ Filter capacity

◼ Filter class

◼ Filter clogging behavior

Page 4: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

SIMULATE FILTRATION AT DIFFERENT SCALES

-- 7 --

Unresolved media

Unresolved media

Resolved media

Resolved media

Page 5: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

-- 8 --

DIGITAL MATERIAL DESIGN

Development of Materials

Image acquisition

Image analysisModels of

microstructures

Macroscopic material

parameters

Experimental

verification

Microstructure

simulation

Change Geometry Material Property

Page 6: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

© Math2Market GmbH-- 9 --

Flow and pressure drop

Pore Size Distribution

𝜇CT-SCAN OF CABIN AIR FILTER SAMPLE

Page 7: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

© Math2Market GmbH-- 10 --

Initial pressure drop 7 Pa

Pressure drop after 1000s 101 Pa

Total deposited dust after

1000s93 g/m²

Total filter efficiency 93% (weight)

FILTER LIFE TIME SIMULATION

Page 8: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

SIMULATE ON 𝜇CT SCANS

-- 11 --

(+) Allows simulations on real filter structures

(-) Modifications of the filter structure are not possible

Aim: create a model that mimics the tomography first (Digital Twin), then modify it to find structures with even better properties!

Page 9: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

CREATE 3D STRUCTURE MODELS

-- 12 --

Input parameters needed (straight fibers):

Porosity

Fiber type: cross sectional shape, diameter, length

Fiber orientation tensor

Thickness (height) of the filter media

Parameters might be

known from manufacturing process

measured experimentally

measured from CT image

Page 10: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

-- 15 --

FILTER LIFE-TIME SIMULATIONS

4. Deposit particles 5. Flow field 6. Repeat ...

1. Filter model 2. Flow field 3. Track particles

Page 11: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

-- 16 --

FILTER CAPACITY AND LIFE TIME

Page 12: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

FILTER MEDIA DESIGN

-- 17 --

Dust holding capacity (DHC), pressure drop, and

filter efficiency describe the performance of a filter

They influence each other and it is hard to

improve all of them at the same time

These parameters depend mainly on the

porous microstructure

(e.g. pore size distribution)

In this presentation we want to optimize the DHC

while keeping initial pressure drop and clean filter efficiency the same

Dust

holding

Capacity

Pressure

Drop 𝚫𝑷Filter

Efficiency

Page 13: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

MODELING OF COARSE/FINE MIXED MEDIA FILTER

-- 18 --

Exponential

Linear

Homogeneous

Thin glass

fibers

Same β ratio

Same inital

pressure-drop

Three

various

structures

Thick fibers (blue):

Diameter: 20 µm

Orientation: Anisotropic 8/1

Material: Glass

Vol. ratio: 60%

Thin fibers (Yellow):

Diameter: 4 µm

Orientation: Anisotropic 8/1

Material: Glass

Vol. ratio: 40%

𝛽𝑑 =𝑛≥𝑑,𝑈𝑝𝑠𝑡𝑟𝑒𝑎𝑚𝑛≥𝑑,𝐷𝑜𝑤𝑛𝑠𝑡𝑟𝑒𝑎𝑚

Thick glass

fibers

Homogeneous

Page 14: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

MODELING OF THREE FILTER MEDIA STRUCTURES

-- 19 --

Homogeneous Linear Exponential

Page 15: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

-- 20 --

MODELING OF THREE FILTER MEDIA STRUCTURES

Homogeneous Linear Exponential

Flow direction

Page 16: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

STRUCTURAL COMPARISON

-- 21 --

Structure Homogeneous Linear Exponential

Size [µm] 600x600x1600 600x600x1600 600x600x1600

Distribution of

coarse fiber / fine fiber

Uniform /

Uniform

Uniform /

Linear(1,2,3,4,5,6,……)

Uniform /

Exponential(1,2,4,8,16,……)

Permeability [m2] 5.47E-11 5.48E-11 5.53E-11

𝜷𝟐𝟐µ𝒎 200 200 200

Object solid volume

percentage in domain

(porosity in %)

6.11

(93.89 %)

5.9

(94.1 %)

5.43

(94.57 %)

Volume coarse fiber / Volume

fine fiber60/40 60/40 60/40

Page 17: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

EXPERIMENTAL SETUP

-- 22 --

Multi-pass filter test schematic based on

ISO 4548-12

Used Fluid: Oil

Temperature: 20 °C

Used Particles: ISO Fine A2 test dust

Particle Density: 2560 kg/m³

Particle Collision Model: Sieving

Flow regime: Laminar

Iso Fine A2 Test Dust Concentration

Page 18: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

TRANSIENT FILTRATION SIMULATION

(HOMOGENEOUS STRUCTURE)

-- 23 --

45 min 2 hr 25 min 3 hr 10 min

Page 19: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

TRANSIENT FILTRATION SIMULATION

(HOMOGENEOUS STRUCTURE)

-- 24 --

45 min 2 hr 25 min 3 hr 10 min

Page 20: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

ANIMATION OF THE FILTRATION SIMULATION

(LINEAR STRUCTURE)

-- 25 --

Page 21: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

COMPARISON OF PARTICLE DEPOSITIONS

-- 26 --

Homogeneous Linear Exponential

Page 22: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

MULTIPASS SIMULATION RESULTS:

PRESSURE-DROP OVER TIME

-- 27 --

0.0

0.4

0.8

1.2

1.6

2.0

2.4

0 2000 4000 6000 8000 10000 12000 14000 16000 18000 20000

Pre

ssu

re d

rop

[M

Pa]

Time [s]

Homogeneous

Linear

Exponential

➢ The exponentially increasing media shows the lowest pressure-drop increase through the life-time simulations.

Page 23: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

CONCLUSIONS

-- 29 --

✓ The simulations of filter and filtration can be done in

different scales.

✓ By modification of the micro-structure of filter media, the

macroscopic properties can be optimized.

✓ The gradient distribution of fibers through the medium

thickness, can improve the filtration characteristics.

✓ The exponential media shows the lowest pressure-drop

increase & the highest DHC through the life-time

simulations.

✓ The computer simulation helps to find the best performed

filter media without being physically produced.

Page 24: SIMULATION-BASED OPTIMIZATION FOR FILTER MEDIA DESIGN

Thank you for your attention.