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FINITE ELEMENT MODELING OF RANDOM WASTE COTTON FIBER REINFORCED POLYETHYLENE COMPOSITES

Year 2012, Volume: 22 Issue: 4, 293 - 300, 31.12.2012

Abstract

This paper presents a procedure for developing a finite element model of random chopped cotton fiber reinforced polyethylene
composites to determine their mechanical properties. In experimental studies, composite plates with polymer (polyethylene) matrix and
waste cotton fabrics reinforcements were manufactured in two different volume fractions (7.5% and 15%) by custom made extrusion
technique. Some of the produced plates granulated down to the size enough to use in extrusion process and used again for plate production.
These processes were repeated at most 6 times. Each processed material was subjected to uniaxial tensile experiments and stress-strain
curves were obtained. In the finite elements analysis step, a unit cell model was developed and analyzed by ANSYS to obtain the
effectiveness of reinforcements and fiber orientation, according to volume fraction. Finite element analysis results were compared to
experimental test results and also effectiveness of fibers are investigated by the use of range of strain energy. It has been observed that by
increasing the volume fraction of the reinforcement material, mechanical properties such as strength has been improved.

References

  • 1. Vaidya UK, Chawla KK, Thattaiparthasarthy K. Balaji, and Goel A. The Process and Microstructure Modeling of Long-Fiber Thermoplastic Composites. 2008.
  • 2. Whitcomb JD. Three-dimensional stress analysis of plain weave composites. Composite Materials: Fatigue and Stresses (3rd volume), A92–39001, 1990. p. 16–39
  • 3. Guedes JM, Kikuchi N. Preprocessing and postprocessing for materials based on the homogenization method with adaptive finite element methods. Computer Method in Applied Mechanics and Engineering, 1990. p. 143–198.
  • 4. Chapman C. and Whitcomb J. Effect of assumed tow architecture on predicted moduli and stresses in plain weave composites. J. Composite Materials, 1995 29(16). p.2134–2159.
  • 5. Ng SP, Tse PC, Lau KJ. Numerical and experimental determination of inplane elastic properties of 2/2 twill weave fabric composites. Composites Part B, 1998 29B. p.735–744.
  • 6. Dasgupta A. Agarwal RK and Bhandarkar SM. Three-dimensional modelling of woven-fabric composites for effective thermomechanical and thermal properties. Composites Science and Technology, 1996 56. p. 209–223.
  • 7. Jones IA, Pickett AK. Mechanical properties of textile composites. Design and Manufacture of Textile Composites. Cambridge, 2005. p. 255–292
  • 8. Karkkainen RL, Sankar BV. A direct micromechanics method for analysis of failure initiation of plain weave textile composites. Compos Science and Technology 66: 2006. p. 137–150.
  • 9. Kim HJ. Swan CC. Voxel-based meshing and unit-cell analysis of textile composites. International Journal for Numerical Methods in Engineering 56: 2003. p. 977–1006.
  • 10. Lomov SV, Belov EB. Bischoff T et al. Carbon composites based on multiaxial multiply stitched preforms. Part I - Geometry of the preform. Composites Part A 33 2002. p. 1171–1183.
  • 11. Takano N, Uetsuji Y, Kashiwagi Y, Zako M. Hierarchical modelling of textile composite materials and structures by the homogenization method. Modelling and Simulation in Materials Science and Engineering 7: 1999. p. 207–231.
  • 12. Lomov SV, Ivanov DS, Verpoest I, Zako M, Kurashiki T, Nakai H, Hirosawa S. Meso-FE Modelling of Textile Composites: Road map, data flow and algorithms. Composites Science and Technology 67 2007. p. 1870–1891.
  • 13. D’Amato E. Nonlinearities in mechanical behavior of textile composites. Composite Structures 71 2005. p. 61–67.
  • 14. http://www.matbase.com/material/polymers/commodity/ldpe/properties, downloaded on 12/08/2012.
Year 2012, Volume: 22 Issue: 4, 293 - 300, 31.12.2012

Abstract

References

  • 1. Vaidya UK, Chawla KK, Thattaiparthasarthy K. Balaji, and Goel A. The Process and Microstructure Modeling of Long-Fiber Thermoplastic Composites. 2008.
  • 2. Whitcomb JD. Three-dimensional stress analysis of plain weave composites. Composite Materials: Fatigue and Stresses (3rd volume), A92–39001, 1990. p. 16–39
  • 3. Guedes JM, Kikuchi N. Preprocessing and postprocessing for materials based on the homogenization method with adaptive finite element methods. Computer Method in Applied Mechanics and Engineering, 1990. p. 143–198.
  • 4. Chapman C. and Whitcomb J. Effect of assumed tow architecture on predicted moduli and stresses in plain weave composites. J. Composite Materials, 1995 29(16). p.2134–2159.
  • 5. Ng SP, Tse PC, Lau KJ. Numerical and experimental determination of inplane elastic properties of 2/2 twill weave fabric composites. Composites Part B, 1998 29B. p.735–744.
  • 6. Dasgupta A. Agarwal RK and Bhandarkar SM. Three-dimensional modelling of woven-fabric composites for effective thermomechanical and thermal properties. Composites Science and Technology, 1996 56. p. 209–223.
  • 7. Jones IA, Pickett AK. Mechanical properties of textile composites. Design and Manufacture of Textile Composites. Cambridge, 2005. p. 255–292
  • 8. Karkkainen RL, Sankar BV. A direct micromechanics method for analysis of failure initiation of plain weave textile composites. Compos Science and Technology 66: 2006. p. 137–150.
  • 9. Kim HJ. Swan CC. Voxel-based meshing and unit-cell analysis of textile composites. International Journal for Numerical Methods in Engineering 56: 2003. p. 977–1006.
  • 10. Lomov SV, Belov EB. Bischoff T et al. Carbon composites based on multiaxial multiply stitched preforms. Part I - Geometry of the preform. Composites Part A 33 2002. p. 1171–1183.
  • 11. Takano N, Uetsuji Y, Kashiwagi Y, Zako M. Hierarchical modelling of textile composite materials and structures by the homogenization method. Modelling and Simulation in Materials Science and Engineering 7: 1999. p. 207–231.
  • 12. Lomov SV, Ivanov DS, Verpoest I, Zako M, Kurashiki T, Nakai H, Hirosawa S. Meso-FE Modelling of Textile Composites: Road map, data flow and algorithms. Composites Science and Technology 67 2007. p. 1870–1891.
  • 13. D’Amato E. Nonlinearities in mechanical behavior of textile composites. Composite Structures 71 2005. p. 61–67.
  • 14. http://www.matbase.com/material/polymers/commodity/ldpe/properties, downloaded on 12/08/2012.
There are 14 citations in total.

Details

Primary Language English
Journal Section Articles
Authors

Mustafa Bakkal

Şafak Yılmaz

Serhan Gerikalmaz This is me

Ömer Berk Berkalp

Publication Date December 31, 2012
Submission Date December 26, 2011
Acceptance Date November 7, 2012
Published in Issue Year 2012 Volume: 22 Issue: 4

Cite

APA Bakkal, M., Yılmaz, Ş., Gerikalmaz, S., Berkalp, Ö. B. (2012). FINITE ELEMENT MODELING OF RANDOM WASTE COTTON FIBER REINFORCED POLYETHYLENE COMPOSITES. Textile and Apparel, 22(4), 293-300.

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