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Investigation of a novel optical means to measure
mechanical properties of polyethylene glycol acrylate
photopolymers
Marisa Rocha
Irvine Valley College
Advisor: Prof. Roy McCord
Diabetes mellitus
• 29.1 million people or 9.3% of the U.S. population have
diabetes (National Diabetes Statistics Report, 2014)
• Metabolism disorder that causes high blood sugar levels
Source: www.quora.com
Diabetes mellitus
Source: www.holycrystals.in
Diabetes mellitus
• Type 1 – body does not produce insulin (10% of cases)
• Treatment: eat healthy, exercise and self-inject insulin
Source: www.diabeteseducator.org
Diabetes mellitus
• Type 2 – body does not produce enough insulin (90% of cases)
• Treatment: eat healthy, physically active, monitor blood
glucose and eventual medication
Source: www.kevinmd.com
One possible cure for Diabetes
• Implant encapsulated islet cells
• Induction of self-production and regulation of insulin
• Challenge: prevent rejection by immune system!
Source: www.dolomite-microfluidics.com
Bio-Compatible
membrane
Islet Cells
Semi-permeable membranes
Source: en.wikipedia.org
Membrane
Dialysing fluid
Example: Insulin
Blood
Semi-permeable membranes
Frequently used for islet microencapsulation:
• Alginate
• Chitosan
• PEG (polyethylene glycol)
• Agarose
• Sodium cellulose sulfate
• Water-insoluble polyacrylates Source: Advanced Materials
(http://onlinelibrary.wiley.com)
PEG hydrogels as bio-compatible
scaffolds
Physical and chemical
properties suitable for Tissue
Engineering:
PEG monomer content
controls:
– Diffusion coefficient
– Mechanical properties
Source: www.mckenzieillustrations.com
Investigation of PEGDA mechanical properties
• A convenient novel optical means
• Alternatives complicated, expensive
Preparation of Polymer plugs
• High and low concentrations of monomer
• Eosin Y as photoactivator
Eosin Y stained monomer disks before photopolymerization
1 inch
(25 mm)
Preparation of Polymer plugs
• 524nm illumination with +/- 30nm bandwidth
Photopolymerization platform with illumination + irradiance measuring photodiode
Preparation of Polymer plugs
• Stained with Evans blue dye
3 mm
Mechanical Properties of PEGDA
photopolymers
Optical technique to measure Elasticity
• Initial thickness
determined with
binocular
microscope
3 inches (75 mm)
One increment = 1.51 μm
Optical technique to measure Elasticity
• 28mm Nikon macro lens CCD camera, 800 x 600 pixels
uniform LED illumination
• Forces from 10mN to
128mN applied to plugs
between glass slides
Optical technique to measure Elasticity
• Area measurements
determined by
analysis of bright-
field microscope
digital images using
ImageJ software
Sample 8BE12 plug#4
Optical technique to measure Elasticity
Area increases as forces are applied
ImageJ software results
Calculating Elasticity
Applying Young’s Modulus formula
(stress / strain)
E (ε) = σ (ε) / ε
E = (F / A) / (ΔL / ΔL0)
E = F L0 / A0 ΔL
E = modulus of elasticity (N/m2 or Pa)
σ (ε) = stress = F / A (N/m2 or Pa)
ε = strain = ΔL / ΔL0 (m/m)
Calculating Elasticity
THICKNESS
IMAGE J
VALUES FROM IMAGE J BELOW
0.713 stress d thick elasticity
Label
F (N) Area (mm2) F/A L (mm) dL E kPa
1 8BE12_plug4_22mm2cover.tif
0.012
17.7
0.713
2 8BE12_plug4_cover+1g.tif
1 0.010
21.6
453 0.585 0.128 2.5
3 8BE12_plug4_cover+2g.tif
2 0.020
22.4
907 0.565 0.148 4.4
4 8BE12_plug4_cover+3g.tif
3 0.029
23.9
1360 0.529 0.184 5.3
5 8BE12_plug4_cover+4g.tif
4 0.039
25.5
1813 0.496 0.217 6.0
6 8BE12_plug4_cover+5g.tif
5 0.049
26.9
2267 0.469 0.244 6.6
7 8BE12_plug4_cover+6.2g.tif
6.2 0.061
27.5
2811 0.461 0.252 7.9
8 8BE12_plug4_cover+7.4g.tif
7.4 0.073
28.3
3355 0.446 0.267 9.0
9 8BE12_plug4_cover+8.6g.tif
8.6 0.084
28.6
3899 0.442 0.271 10.3
Elasticity Graph
0.000
0.050
0.100
0.150
0.200
0.250
0.300
0.350
0.400
0.450
0 500 1000 1500 2000 2500 3000 3500 4000 4500
Strain(m/m)
Stress (kPa)
Strain vs Stress - 8BE12_plug 4
Series1
Comparison of Results
Sample
8BE12_plug
1 cured 60s
8BE12_plug
2 cured 60s
8BE12_plug
3 cured 60s
8BE12_plug
4 cured 60s
E (kPa) 17.0 23.0 7.3 18.5
thickness 760 749 777 713
plug size 3 3 3 3
r2
0.85 0.85 0.83 0.76
Sample
8BD6 Plug 4
cured 60s
8BD6 Plug 5
cured 60s
8BD6 Plug 3
cured 60s
8BD6 Plug 2
cured 60s
E (kPa) 57.9 73.0 47.7 66.7
thickness
(um)
154 157 139 128
plug size
(mm)
3 3 2 2
r2
0.77 0.68 0.95 0.91
Lower Monomer Content Higher Monomer Content
Young’s Moduli average: 16.5 kPa Young’s Moduli average: 61.3 kPa
Comparison of Results
Lower Monomer Content Higher Monomer Content
Crystal-like Fragmentation Glass-like Fragmentation
Further Tests
• Yield stress
• Failure point
Comparison to Other Studies
• Compression Testing Devices:
Lujan. Mechanical Bioreactor.
Source: Tissue Engineering 17.3, 2011
Chan. Microplate Compression Method.
Source: Annals of Biomedical Engineering 36, 2008.
Works Cited
• Bahney, C. S. et al. “Visible Light Photoinitiation of Mesenchymal Stem Cell-Laden
Bioresponsive Hydrogels”. Eur Cell Mater 22 (2011): 43–55. Print.
• Chan B. P. et al. “A Microplate Compression Method for Elastic Modulus
Measurement of Soft and Viscoelastic Collagen Microspheres”. Annals of
Biomedical Engineering 36 (2008): 1254-1267. CrossRef. Web.
• Corbin, Elise A. et al. “Micromechanical Properties of Hydrogels Measured with
MEMS Resonant Sensors”. Biomedical Microdevices 15.2 (2013): 311-319. CrossRef.
Web.
• Drira, Zouheir, and Vamsi K. Yadavalli. “Nanomechanical Measurements of
Polyethylene Glycol Hydrogels Using Atomic Force Microscopy”. Journal of the
Mechanical Behavior of Biomedical Materials 18 (2013): 20-28. CrossRef. Web.
• Gabler, Stefan et al. “Determination of the Viscoelastic Properties of Hydrogels
Based on Polyethylene Glycol Diacrylate (PEG-DA) and Human Articular Cartilage”.
International Journal of Materials Engineering Innovation 1.1 (2009): 3-20. Print.
• Lujan, Trevor J. et al. “A Novel Bioreactor for the Dynamic Stimulation and
Mechanical Evaluation of Multiple Tissue-Engineered Constructs”. Tissue
Engineering 17.3 (2011). CrossRef. Web.

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HTCC Presentation 03222016

  • 1. Investigation of a novel optical means to measure mechanical properties of polyethylene glycol acrylate photopolymers Marisa Rocha Irvine Valley College Advisor: Prof. Roy McCord
  • 2. Diabetes mellitus • 29.1 million people or 9.3% of the U.S. population have diabetes (National Diabetes Statistics Report, 2014) • Metabolism disorder that causes high blood sugar levels Source: www.quora.com
  • 4. Diabetes mellitus • Type 1 – body does not produce insulin (10% of cases) • Treatment: eat healthy, exercise and self-inject insulin Source: www.diabeteseducator.org
  • 5. Diabetes mellitus • Type 2 – body does not produce enough insulin (90% of cases) • Treatment: eat healthy, physically active, monitor blood glucose and eventual medication Source: www.kevinmd.com
  • 6. One possible cure for Diabetes • Implant encapsulated islet cells • Induction of self-production and regulation of insulin • Challenge: prevent rejection by immune system! Source: www.dolomite-microfluidics.com Bio-Compatible membrane Islet Cells
  • 8. Semi-permeable membranes Frequently used for islet microencapsulation: • Alginate • Chitosan • PEG (polyethylene glycol) • Agarose • Sodium cellulose sulfate • Water-insoluble polyacrylates Source: Advanced Materials (http://onlinelibrary.wiley.com)
  • 9. PEG hydrogels as bio-compatible scaffolds Physical and chemical properties suitable for Tissue Engineering: PEG monomer content controls: – Diffusion coefficient – Mechanical properties Source: www.mckenzieillustrations.com
  • 10. Investigation of PEGDA mechanical properties • A convenient novel optical means • Alternatives complicated, expensive
  • 11. Preparation of Polymer plugs • High and low concentrations of monomer • Eosin Y as photoactivator Eosin Y stained monomer disks before photopolymerization 1 inch (25 mm)
  • 12. Preparation of Polymer plugs • 524nm illumination with +/- 30nm bandwidth Photopolymerization platform with illumination + irradiance measuring photodiode
  • 13. Preparation of Polymer plugs • Stained with Evans blue dye 3 mm
  • 14. Mechanical Properties of PEGDA photopolymers
  • 15. Optical technique to measure Elasticity • Initial thickness determined with binocular microscope 3 inches (75 mm) One increment = 1.51 μm
  • 16. Optical technique to measure Elasticity • 28mm Nikon macro lens CCD camera, 800 x 600 pixels uniform LED illumination • Forces from 10mN to 128mN applied to plugs between glass slides
  • 17. Optical technique to measure Elasticity • Area measurements determined by analysis of bright- field microscope digital images using ImageJ software Sample 8BE12 plug#4
  • 18. Optical technique to measure Elasticity Area increases as forces are applied ImageJ software results
  • 19. Calculating Elasticity Applying Young’s Modulus formula (stress / strain) E (ε) = σ (ε) / ε E = (F / A) / (ΔL / ΔL0) E = F L0 / A0 ΔL E = modulus of elasticity (N/m2 or Pa) σ (ε) = stress = F / A (N/m2 or Pa) ε = strain = ΔL / ΔL0 (m/m)
  • 20. Calculating Elasticity THICKNESS IMAGE J VALUES FROM IMAGE J BELOW 0.713 stress d thick elasticity Label F (N) Area (mm2) F/A L (mm) dL E kPa 1 8BE12_plug4_22mm2cover.tif 0.012 17.7 0.713 2 8BE12_plug4_cover+1g.tif 1 0.010 21.6 453 0.585 0.128 2.5 3 8BE12_plug4_cover+2g.tif 2 0.020 22.4 907 0.565 0.148 4.4 4 8BE12_plug4_cover+3g.tif 3 0.029 23.9 1360 0.529 0.184 5.3 5 8BE12_plug4_cover+4g.tif 4 0.039 25.5 1813 0.496 0.217 6.0 6 8BE12_plug4_cover+5g.tif 5 0.049 26.9 2267 0.469 0.244 6.6 7 8BE12_plug4_cover+6.2g.tif 6.2 0.061 27.5 2811 0.461 0.252 7.9 8 8BE12_plug4_cover+7.4g.tif 7.4 0.073 28.3 3355 0.446 0.267 9.0 9 8BE12_plug4_cover+8.6g.tif 8.6 0.084 28.6 3899 0.442 0.271 10.3
  • 21. Elasticity Graph 0.000 0.050 0.100 0.150 0.200 0.250 0.300 0.350 0.400 0.450 0 500 1000 1500 2000 2500 3000 3500 4000 4500 Strain(m/m) Stress (kPa) Strain vs Stress - 8BE12_plug 4 Series1
  • 22. Comparison of Results Sample 8BE12_plug 1 cured 60s 8BE12_plug 2 cured 60s 8BE12_plug 3 cured 60s 8BE12_plug 4 cured 60s E (kPa) 17.0 23.0 7.3 18.5 thickness 760 749 777 713 plug size 3 3 3 3 r2 0.85 0.85 0.83 0.76 Sample 8BD6 Plug 4 cured 60s 8BD6 Plug 5 cured 60s 8BD6 Plug 3 cured 60s 8BD6 Plug 2 cured 60s E (kPa) 57.9 73.0 47.7 66.7 thickness (um) 154 157 139 128 plug size (mm) 3 3 2 2 r2 0.77 0.68 0.95 0.91 Lower Monomer Content Higher Monomer Content Young’s Moduli average: 16.5 kPa Young’s Moduli average: 61.3 kPa
  • 23. Comparison of Results Lower Monomer Content Higher Monomer Content Crystal-like Fragmentation Glass-like Fragmentation
  • 24. Further Tests • Yield stress • Failure point
  • 25. Comparison to Other Studies • Compression Testing Devices: Lujan. Mechanical Bioreactor. Source: Tissue Engineering 17.3, 2011 Chan. Microplate Compression Method. Source: Annals of Biomedical Engineering 36, 2008.
  • 26. Works Cited • Bahney, C. S. et al. “Visible Light Photoinitiation of Mesenchymal Stem Cell-Laden Bioresponsive Hydrogels”. Eur Cell Mater 22 (2011): 43–55. Print. • Chan B. P. et al. “A Microplate Compression Method for Elastic Modulus Measurement of Soft and Viscoelastic Collagen Microspheres”. Annals of Biomedical Engineering 36 (2008): 1254-1267. CrossRef. Web. • Corbin, Elise A. et al. “Micromechanical Properties of Hydrogels Measured with MEMS Resonant Sensors”. Biomedical Microdevices 15.2 (2013): 311-319. CrossRef. Web. • Drira, Zouheir, and Vamsi K. Yadavalli. “Nanomechanical Measurements of Polyethylene Glycol Hydrogels Using Atomic Force Microscopy”. Journal of the Mechanical Behavior of Biomedical Materials 18 (2013): 20-28. CrossRef. Web. • Gabler, Stefan et al. “Determination of the Viscoelastic Properties of Hydrogels Based on Polyethylene Glycol Diacrylate (PEG-DA) and Human Articular Cartilage”. International Journal of Materials Engineering Innovation 1.1 (2009): 3-20. Print. • Lujan, Trevor J. et al. “A Novel Bioreactor for the Dynamic Stimulation and Mechanical Evaluation of Multiple Tissue-Engineered Constructs”. Tissue Engineering 17.3 (2011). CrossRef. Web.