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Micromechanical Simulations on Hygro-Mechanical Properties of Bio-fiber Plastic Composites

Published online by Cambridge University Press:  01 February 2011

Yibin Xue
Affiliation:
axue@cavs.msstate.edu, Mississippi State University, Center for Advanced Vehicular Systerms, 124 Northgate Dr., Starkville, MS, 39759, United States
Kunpeng Wang
Affiliation:
kpwang@student.dlut.edu.cn, Dalian University of Technology, Dalian, N/A, China, People's Republic of
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Abstract

The hygro-mechanical properties of bio-fiber composites comprise two aspects: the coupling between moisture diffusion and mechanical deformations and the coupling of moisture contents and the constitutive behaviors. Bio-fiber is hydrophilic, which absorbs water promptly when environmental moisture content increases; as the moisture content in the fiber increases, its mechanical properties decrease. This paper presents a series of micromechanical simulations to predict the hygro-mechanical behaviors of woodfiber-reinforced plastic composites considering the effects of fiber arrangements on the stress-strain relations and moisture-expansions on three progressively constructed constitutive configurations: 1) the fiber is elastic orthotropic and expandable under moisture variations; the plastic matrix is elastic isotropic and insensitive to environmental moisture variations, and the interface between fiber and matrix is perfectly bounded; 2) the plastic matrix is hyperelastic and expresses a certain degree of damage as deformation progresses; and 3) the interface has a pseudo adhesive layer that obeys Smith and Ferrante's universal binding law implemented as a cohesive zone model in the micromechanical simulation. In configuration II, micromechanical simulations demonstrate significant reductions in the nominal elastic modulus of composites when a nonlinear elastic model for the polymer matrix is assumed. The prediction for stress-strain relationship is found to be comparable to the experimental measurements. A cohesive model in configuration III is introduced to evaluate the possible moisture degradation to the fiber-matrix interface, which results in a reduction in elastic modulus and failure strength of the composite s, as observed in experiments. The cohesive zone model parameters as a function of moisture content in the composites requires more attention in model correlation and guarantee more direct experimental observations.

Type
Research Article
Copyright
Copyright © Materials Research Society 2008

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References

Bledzki, A.K., Gassan, J., 1999. Composites reinforced with cellulose based fibers. Progress in Polymer Science. 24(2), 221274.Google Scholar
Chou, T W., Nomura, S., Taya, M., 1980. A Self-Consistent approach to the elastic stiffness of short-fiber composites. J Compos Mater. 14, 178188 Google Scholar
Cox, H.L., 1952. The elasticity and strength of paper and other fibrous materials. Br J Appl Phys. 3, 7279.Google Scholar
Hashin, Z., 1979. Analysis of properties of fiber composites with anisotropic constituents. Journal of Applied Mechanics, 46(3), 543550.Google Scholar
Holbery, J., Houston, D., 2006, Natural-Fiber-Reinforced Polymer Composites in Automotive Applications, JOM, November, 80-86, 2006.Google Scholar
Sprizig, W. A. and Richmond, O, 1979, Effect of hydrostatic pressure on the deformation behavior of polyethylene and polycarbonate in tension and in compression, Polymer Engineering and Science, 19:16:11291139 Google Scholar
Drucker, D.C., and Prager, W., 1952, Soil Mechanics and Plastic Analysis or Limit Design, Quarterly of Applied Mathematics, 10:157.65.Google Scholar
Chandra, N., Li, H., Shet, C., Ghonem, H., Some issues in the application of cohesive zone models for metal.ceramic interfaces, International Journal of Solids and Structures 39(2002) 28272855.Google Scholar
Mori, T., Tanaka, K., 1973. Average stress in matrix and average elastic energy of materials with misfitting inclusions. Acta Metallurgica. 21, 571574.Google Scholar
Needleman, A., 1992. Micromechanical modeling of interfacial decohesion. Ultramicroscopy 40 (3), 203214.Google Scholar
Nabi, S.D., Jog, J.P., 1999. Natural fiber polymer composites: a review. Advances in Polymer Technology. 18(4): 351363.Google Scholar
Rowell, R.M., 1998b. Economic opportunities in natural fiber.thermoplastic composites. in: Science and technology of polymers and advanced materials. Plenum Publishing Corp., New York, pp. 869872.Google Scholar
Segurado, J., Llorca, J., 2002. A numerical approximation to the elastic properties of sphere-reinforced composites. Journal of the Mechanics and Physics of Solids. 50:2107–21.Google Scholar
Tvergaard, V., Hutchinson, J.W., 1992. The relation between crack growth resistance and fracture process parameters in elastic.plastic solids. Journal of the Mechanics and Physics of Solids 40 (6), 13771397.Google Scholar
Wang, K, Xue, Y, Zhang, H, MF, Horstemeyer, 2007, Micromechanical Simulation on Hygro-Mechanical Properties of Woodfiber-Reinforced Plastic Composites, 9th International Conference on Wood & Biofiber Plastic Composites, ISBN 1-892529-50-5, pp 339–46.Google Scholar
Xue, Y., Veazie, D.R., Glinsey, C., Horstemeyer, M.F., Rowell, R.M., 2007. Environmental Effects on the Mechanical and Thermomechanical Properties of Aspen Fiber-Polypropylene Composites. Composites B: Engineering. 38, 152–58.Google Scholar