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SLM Components in CFRP
Composite Assemblies
Presented by Lyle Campbell
Supervised by Professor Tim Sercombe
Project Purpose
• Develop SLM cores
• Out-perform current
methods
• Construct and test
FRP assemblies
with SLM
components
SLM core assembly of upright
developed in this work
Sandwich Structure Response
• Bending
dominant over
large spans
• Shear significant
over short spans
Sandwich panel deflection modes.
Adapted from Hexcel (2000)
Cores and SLM
• Layer by layer
additive
manufacturing
• Geometric freedom
• Al12Si
Selective Laser Melting process schematic
(Mumtaz and Hopkinson, 2009)
‘Shear Lattice’ Core
• Align material along
principal directions
• High shear, low
axial properties
• Low solid fraction
applications, <10%
Illustration of shear lattice unit cell
with two major shear planes depicted
‘Web’ Core
• Closed cell structure
• Even load distribution
• Higher mechanical
properties
• High stiffness
applications
Schematic of web core section
Failure Modes
• Shear overloading
• Buckling
– Struts
– Webs
– Skins
• Core crush
• De-bonding
Upper; Honeycomb shear wrinkling.
Adapted from Bertrand (2006)
Lower; Adhesive filleting at web
core-skin interface.
Modelling and Testing
• ASTM 273 not
possible
• Short span 3
point bend
• HyperMesh 12.0
Upper; 3 point bend test set-up
Lower; Half symmetry 3 point
bend FE model
Results – 3 Point Bend
0
5
10
15
20
25
30
35
40
45
10% 12% 14% 16% 18% 20% 22% 24%
SampleStiffness(kN/mm)
Solid Fraction (Percentage)
Lattice Measured
Web Measured
Lattice FEM
Web FEM
All error bars show one
standard deviation
Results – Shear Modulus
0
1
2
3
4
5
6
7
10% 12% 14% 16% 18% 20% 22% 24%
ShearModulus(GPa)
Solid Fraction (Percentage)
Web Ideal
Lattice Ideal
Web Short Span
Lattice Short Span
Ideal = 2.8 x short span
Results –Normalised Specific Shear
Modulus
0.0
0.5
1.0
1.5
2.0
2.5
Honeycomb 18% Web 21% Lattice Foam
*Normalised w.r.t. honeycomb
Joining Cores
• Bolted joint
• Tapered
interference fit
• Mechanical
interlocking with
adhesive
– Grid of rectangular
tongue and slot Illustration of similar joint.
Adapted from Décor Arts Now (2014)
Testing
• Lap shear test
• Sandblast & acetone bath
• Adhesive failure
Sandwich Panel Inserts
• Introduce concentrated
loads into panel
– Bending into skins
– Shear into core
Typical ‘cotton reel’ panel insert.
Adapted from Shurlock (n.d.)
Insert Design
• Avoid large
modulus step
changes
• Smooth deflection
profile
• Tapered density
SLM inserts
Upper; UWAM high load insert
design. Adapted from Bertrand
(2006)
Lower; Illustration of shear deflection profile
around insert.
Testing, Model Verification
Left; Single shear insert test in
foam core sandwich panel.
Right; Insert pull-out test in foam
core sandwich panel.
Insert Density Study
• Lattice properties varied
and effects examined
• Design requires balance
depending on design
constraints
– Insert mass, diameter
– Skin peak stress
– Bulk core peak stress
Plot of major principal stress illustrating
stress concentrations at insert-core junctions
Final Insert Design
• Cubic profile for tapered
stiffness profile on ‘top hat’
• Female thread
• Core properties reduce
radially
• Lattice stiffness compromise
• 25g, 45% of equivalent CF
stack
Cross section view of panel insert designed
for pull-out and single shear. 60 mm OD.
FSAE Vehicle Upright
• Connects wheel to
suspension system
• High stiffness
requirement
Schematic of UWAM 2014 rear axle unsprung
assembly
Design and Modelling
Left; Complete upright core assembly Right; exploded view of upright core assembly
Testing and Results
• Modelled in HyperMesh
• Physical testing and
stiffness comparison
• 20% Discrepancy
– Manufacturing errors
– Simplified FEM
geometry
– Tetrahedral elements &
mesh density
• 0.05 degrees/g, 800 grams,
first design iteration
Cross section through upright testing assembly
Outcomes and Conclusions
• Developed core structures that outperform current core materials
used by UWAM
• Developed methods for assembling core structures into larger
components
• Developed sandwich panel inserts which improve on current
UWAM design
• Developed composite upright suitable for further testing on a
vehicle
• Developed requisite manufacturing techniques and modelling
methods for the above components
Future Work
• Small feature build quality
• Surface finish improvement
• Strength and failure modes,
axial loading
• Fatigue
• Compare wider variety of
cores
• Thermal modelling of inserts
• Energy absorption
• Modelling of adhesive layer
Presentation References and
Sources
• Hexcel Composites, 2000. Honeycomb Sandwich Design Technology, s.l.:
Hexcel Composites.
• Hopkinson, N and Mumtz, K, 2009 Selective laser melting of thin wall parts
using pulse shaping. Journal of Materials Processing Technology, Volume 210,
pp. 279-287.
• Bertrand, A., 2007. Composite Chassis Construction for the 2006 UWAM
FSAE Car, s.l.: University of Western Australia.
• Shur-Lok, n.d. Fasteners for Sandwich Structure Catalog. [Online]
[Accessed May 2014].
• European Corporation for Space Standardisation, 2011. Space Engineering;
Insert Design Handbook. Noordwijk: European Space Agency.
• Cote, F., Deshpande, V. & Fleck, N., 2006. The Shear Response of Metallic
Square Honeycombs. Journal of Mechanics of Materials and Structures, 1(7),
pp. 1281-1299.
Questions
Mesh Independence - Hex
0.3
0.32
0.34
0.36
0.38
0.4
0.42
0.44
0 5 10 15 20 25 30
Deflection(mm)
Element Count (Thousands)
Mesh Independence - Tet
0.3
0.32
0.34
0.36
0.38
0.4
0.42
0.44
0 100 200 300 400 500
Deflection(mm)
Element Count (Thousands)
Tet Deflection
Material Property Testing,
Composite FE Model Validation
Results – Shear Strength
0
5
10
15
20
25
30
35
40
10% 12% 14% 16% 18% 20% 22% 24%
ShearStrength(MPa)
Solid Fraction
Web Measured
Lattice FEM
Lattice Measured
Web FEM
0
0.2
0.4
0.6
0.8
1
1.2
1.4
1.6
Honeycomb 14% Web 21% Lattice Foam
Results –Normalised Specific Shear
Strength
Results – Compressive Modulus
0
100
200
300
400
500
600
8% 10% 12% 14% 16% 18% 20% 22%
Young'sModulus(MPa)
Solid Fraction
Web
Lattice
Results – Normalised Specific
Compressive Modulus
0.0
0.2
0.4
0.6
0.8
1.0
1.2
Honeycomb 10% Web 11% Lattice Foam
Results – Compressive Strength
0
10
20
30
40
50
60
70
8% 10% 12% 14% 16% 18% 20% 22%
CompressiveStrength(MPa)
Solid Fraction
Web
Lattice
Results – Normalised Specific
Compressive Strength
0.00
0.50
1.00
1.50
2.00
2.50
Honeycomb 18% Web 21% Lattice Foam
SLM Settings, Material Properties
Scan Speed (mm/s) Laser Power (W) Laser Focus (mm)
400 200 4
σy (MPa) σUTS (MPa) Density Elastic Modulus (GPa)
223 ± 11 355 ± 8 97.5 ±0.3 68

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Lyle 20777285 Presentation

  • 1. SLM Components in CFRP Composite Assemblies Presented by Lyle Campbell Supervised by Professor Tim Sercombe
  • 2. Project Purpose • Develop SLM cores • Out-perform current methods • Construct and test FRP assemblies with SLM components SLM core assembly of upright developed in this work
  • 3. Sandwich Structure Response • Bending dominant over large spans • Shear significant over short spans Sandwich panel deflection modes. Adapted from Hexcel (2000)
  • 4. Cores and SLM • Layer by layer additive manufacturing • Geometric freedom • Al12Si Selective Laser Melting process schematic (Mumtaz and Hopkinson, 2009)
  • 5. ‘Shear Lattice’ Core • Align material along principal directions • High shear, low axial properties • Low solid fraction applications, <10% Illustration of shear lattice unit cell with two major shear planes depicted
  • 6. ‘Web’ Core • Closed cell structure • Even load distribution • Higher mechanical properties • High stiffness applications Schematic of web core section
  • 7. Failure Modes • Shear overloading • Buckling – Struts – Webs – Skins • Core crush • De-bonding Upper; Honeycomb shear wrinkling. Adapted from Bertrand (2006) Lower; Adhesive filleting at web core-skin interface.
  • 8. Modelling and Testing • ASTM 273 not possible • Short span 3 point bend • HyperMesh 12.0 Upper; 3 point bend test set-up Lower; Half symmetry 3 point bend FE model
  • 9. Results – 3 Point Bend 0 5 10 15 20 25 30 35 40 45 10% 12% 14% 16% 18% 20% 22% 24% SampleStiffness(kN/mm) Solid Fraction (Percentage) Lattice Measured Web Measured Lattice FEM Web FEM All error bars show one standard deviation
  • 10. Results – Shear Modulus 0 1 2 3 4 5 6 7 10% 12% 14% 16% 18% 20% 22% 24% ShearModulus(GPa) Solid Fraction (Percentage) Web Ideal Lattice Ideal Web Short Span Lattice Short Span Ideal = 2.8 x short span
  • 11. Results –Normalised Specific Shear Modulus 0.0 0.5 1.0 1.5 2.0 2.5 Honeycomb 18% Web 21% Lattice Foam *Normalised w.r.t. honeycomb
  • 12. Joining Cores • Bolted joint • Tapered interference fit • Mechanical interlocking with adhesive – Grid of rectangular tongue and slot Illustration of similar joint. Adapted from Décor Arts Now (2014)
  • 13. Testing • Lap shear test • Sandblast & acetone bath • Adhesive failure
  • 14. Sandwich Panel Inserts • Introduce concentrated loads into panel – Bending into skins – Shear into core Typical ‘cotton reel’ panel insert. Adapted from Shurlock (n.d.)
  • 15. Insert Design • Avoid large modulus step changes • Smooth deflection profile • Tapered density SLM inserts Upper; UWAM high load insert design. Adapted from Bertrand (2006) Lower; Illustration of shear deflection profile around insert.
  • 16. Testing, Model Verification Left; Single shear insert test in foam core sandwich panel. Right; Insert pull-out test in foam core sandwich panel.
  • 17. Insert Density Study • Lattice properties varied and effects examined • Design requires balance depending on design constraints – Insert mass, diameter – Skin peak stress – Bulk core peak stress Plot of major principal stress illustrating stress concentrations at insert-core junctions
  • 18. Final Insert Design • Cubic profile for tapered stiffness profile on ‘top hat’ • Female thread • Core properties reduce radially • Lattice stiffness compromise • 25g, 45% of equivalent CF stack Cross section view of panel insert designed for pull-out and single shear. 60 mm OD.
  • 19. FSAE Vehicle Upright • Connects wheel to suspension system • High stiffness requirement Schematic of UWAM 2014 rear axle unsprung assembly
  • 20. Design and Modelling Left; Complete upright core assembly Right; exploded view of upright core assembly
  • 21. Testing and Results • Modelled in HyperMesh • Physical testing and stiffness comparison • 20% Discrepancy – Manufacturing errors – Simplified FEM geometry – Tetrahedral elements & mesh density • 0.05 degrees/g, 800 grams, first design iteration Cross section through upright testing assembly
  • 22. Outcomes and Conclusions • Developed core structures that outperform current core materials used by UWAM • Developed methods for assembling core structures into larger components • Developed sandwich panel inserts which improve on current UWAM design • Developed composite upright suitable for further testing on a vehicle • Developed requisite manufacturing techniques and modelling methods for the above components
  • 23. Future Work • Small feature build quality • Surface finish improvement • Strength and failure modes, axial loading • Fatigue • Compare wider variety of cores • Thermal modelling of inserts • Energy absorption • Modelling of adhesive layer
  • 24. Presentation References and Sources • Hexcel Composites, 2000. Honeycomb Sandwich Design Technology, s.l.: Hexcel Composites. • Hopkinson, N and Mumtz, K, 2009 Selective laser melting of thin wall parts using pulse shaping. Journal of Materials Processing Technology, Volume 210, pp. 279-287. • Bertrand, A., 2007. Composite Chassis Construction for the 2006 UWAM FSAE Car, s.l.: University of Western Australia. • Shur-Lok, n.d. Fasteners for Sandwich Structure Catalog. [Online] [Accessed May 2014]. • European Corporation for Space Standardisation, 2011. Space Engineering; Insert Design Handbook. Noordwijk: European Space Agency. • Cote, F., Deshpande, V. & Fleck, N., 2006. The Shear Response of Metallic Square Honeycombs. Journal of Mechanics of Materials and Structures, 1(7), pp. 1281-1299.
  • 26. Mesh Independence - Hex 0.3 0.32 0.34 0.36 0.38 0.4 0.42 0.44 0 5 10 15 20 25 30 Deflection(mm) Element Count (Thousands)
  • 27. Mesh Independence - Tet 0.3 0.32 0.34 0.36 0.38 0.4 0.42 0.44 0 100 200 300 400 500 Deflection(mm) Element Count (Thousands) Tet Deflection
  • 29. Results – Shear Strength 0 5 10 15 20 25 30 35 40 10% 12% 14% 16% 18% 20% 22% 24% ShearStrength(MPa) Solid Fraction Web Measured Lattice FEM Lattice Measured Web FEM
  • 30. 0 0.2 0.4 0.6 0.8 1 1.2 1.4 1.6 Honeycomb 14% Web 21% Lattice Foam Results –Normalised Specific Shear Strength
  • 31. Results – Compressive Modulus 0 100 200 300 400 500 600 8% 10% 12% 14% 16% 18% 20% 22% Young'sModulus(MPa) Solid Fraction Web Lattice
  • 32. Results – Normalised Specific Compressive Modulus 0.0 0.2 0.4 0.6 0.8 1.0 1.2 Honeycomb 10% Web 11% Lattice Foam
  • 33. Results – Compressive Strength 0 10 20 30 40 50 60 70 8% 10% 12% 14% 16% 18% 20% 22% CompressiveStrength(MPa) Solid Fraction Web Lattice
  • 34. Results – Normalised Specific Compressive Strength 0.00 0.50 1.00 1.50 2.00 2.50 Honeycomb 18% Web 21% Lattice Foam
  • 35. SLM Settings, Material Properties Scan Speed (mm/s) Laser Power (W) Laser Focus (mm) 400 200 4 σy (MPa) σUTS (MPa) Density Elastic Modulus (GPa) 223 ± 11 355 ± 8 97.5 ±0.3 68

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  7. Composite materials have a large number of possible failure modes. Modes directly related to the core were assessed to ensure components would not fail. Simple analytical models and large safety margins were used. Margins were easy to accommodate as high stiffness requires low stress anyway. Failure in the test specimens was always core shear failure.
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