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Fliegener, Micromechanical Finite Element Modeling of Long Fiber Reinforced Thermoplastics, KIT-Bibliothek (2015). Ziemys, A multiscale MD–FE model of diffusion in composite media with internal surface interaction based on numerical homogenization procedure, Computer Methods in Applied Mechanics and Engineering, 269 (2014) 123–138. Barbero, Formulas for the stiffness of composites with periodic microstructure, International Journal of Solids and Structures, 31 (21) (1994) 2933–2944. Rolfes, Multiscale progressive failure analysis of textile composites, Composites Science and Technology, 70 (1) (2010) 61–72. Bednarcyk, Micromechanics of Composite Materials: A Generalized Multiscale Analysis Approach, Butterworth-Heinemann (2012). Kim, On the rule of mixtures for predicting the mechanical properties of composites with homogeneously distributed soft and hard particles, Journal of Materials Processing Technology, 112 (1) (2001) 109–113. Kang, Probabilistic analysis for mechanical properties of glass/epoxy composites using homogenization method and Monte Carlo simulation, Renewable Energy, 65 (2014) 219–226. Jonoobi, Mechanical properties of hybrid kenaf/glass reinforced epoxy composite for passenger car bumper beam, Materials & Design, 31 (10) (2010) 4927–4932. Kim, Design optimization and manufacture of hybrid glass/carbon fiber reinforced composite bumper beam for automobile vehicle, Composite Structures, 131 (2015) 742–752. At the macroscale level, at which these properties could be verified, we compared the equivalent mechanical properties calculated with experimental test results, such as those of tensile, shear stiffness and Poisson’s ratio.ĭ.-H.

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Based on the proven homogenization technique, we modeled RUCs for randomly distributed nonwoven carbon fiber fabric (NW-CFF) composites at the mesoscale level and calculated its equivalent properties. At the microscale level, this method was compared with the rule of mixture (ROM) theory, which is a typical homogenization technique. To calculate the equivalent mechanical properties of composites, we modeled repeating unit cells (RUCs) for homogenization-based multiscale approach, and performed finite element analysis. We then compared these results with the experimental results. In this study, we performed a numerical analysis using homogenization technique to evaluate the equivalent mechanical properties of composites combining a nonwoven carbon fiber fabric reinforcement and epoxy resin matrix. For composite materials, it is very important to predict mechanical properties due to their various constituents and manufacturing method.

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Recently, the use of discontinuous-fiber-reinforced plastics has increased, compared to that of continuous-fiber-reinforced plastics, owing to their cost efficiency, weight reduction, and relatively easy fabrication and handling.

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Continuous and discontinuous carbon fiber are used as representative reinforcing materials in composite manufacturing. Hence, carbon-fiber-reinforced plastic (CFRP) composites have drawn significant interest from the automotive and aerospace industries. To improve fuel efficiency in the automotive industry, several researchers have made many attempts to replace heavy materials among the automotive components.















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