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Flexible Self Locking Pin-less Joint Lance Woolley Ben Henrie

Flexible Self Locking Pin-less Joint

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Flexible Self Locking Pin-less Joint. Lance Woolley Ben Henrie. Compliant Chair. Complex Geometry. Original Design. Modified Design. Required Information Compressive stress upper compliant member Tensile stress lower compliant member. Required Modeling Mesh size 0.15 – 0.3 cm - PowerPoint PPT Presentation

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Page 1: Flexible Self Locking Pin-less Joint

Flexible Self Locking Pin-less Joint

Lance Woolley

Ben Henrie

Page 2: Flexible Self Locking Pin-less Joint

Compliant Chair

Page 3: Flexible Self Locking Pin-less Joint

Complex Geometry

Original Design Modified Design

Page 4: Flexible Self Locking Pin-less Joint

Required Information

• Required Information• Compressive stress

upper compliant member

• Tensile stress

lower compliant member

• Required Modeling• Mesh size

• 0.15 – 0.3 cm

• Mesh technique• Mapped

• Free

• Target surface

Page 5: Flexible Self Locking Pin-less Joint

Simplified Model

• Plane of Symmetry

• 2-D Plane

• Constraints• Horizontal Pin-Slider• Vertical Rollers

• Loads• Fx = 723 N

• Fy = -123 N

Page 6: Flexible Self Locking Pin-less Joint

Free Mesh for Original Design

Free Mesh at 0.20 Free Mesh at 0.15

Page 7: Flexible Self Locking Pin-less Joint

Deformed Shape for Original Design

Page 8: Flexible Self Locking Pin-less Joint

Stress with 0.20 Mesh for Original Design

Page 9: Flexible Self Locking Pin-less Joint

Stress with 0.15 Mesh for Original Design

Page 10: Flexible Self Locking Pin-less Joint

Free Mesh for Modified Design

Mesh at 0.15 Mesh at 0.30

Page 11: Flexible Self Locking Pin-less Joint

Deformed Shape for Modified Design

Page 12: Flexible Self Locking Pin-less Joint

Stress for Modified Design

Page 13: Flexible Self Locking Pin-less Joint

Conclusion

• FEA showed were the stresses would be present

• Model was simplified by a factor of eight

• Mesh size plays an important roll in an accurate models

• Both designs need to be modeled non-linearly