Practical Aspects of Micromechanics Based Simulation of Polymer Matrix Composites

Author:

Major Zoltan1,Reiter Martin1,Jerabek Michael2

Affiliation:

1. Johannes Kepler University Linz

2. Borealis Polyolefine GmbH

Abstract

As particle filled and fiber reinforced polymer matrix composites are frequently used in many demanding industrial applications, the proper prediction of the deformation behavior of these materials is of high practical importance for a reliable product design. To predict the thermo-mechanical behavior, micromechanics based simulations were performed using both the mean field homogenization methods (MFH) and full-scale finite element (FS-FE simulations on a material specific representative volume. The applicability and limitations of both methods are introduced based on five different practical examples. Both thermoplastic polymers and elastomers were used as matrix materials with combination of fillers made from different materials having different aspect ratio and revealing a wide variation of alignments and arrangements. While conventionally the behavior of composites revealing processing induced microstructure is predicted for practical engineering applications, novel artificial micro-structures revealing special functionalities might also be designed and their behavior predicted for supporting material development efforts.

Publisher

Trans Tech Publications, Ltd.

Subject

Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics,General Materials Science

Reference31 articles.

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2. K. Renner, J. Moczó and B Pukanszky, Micromechanical Deformation Processes in Polymer Composites: Measurements andpractical Consequences, APST1, July 2009, Linz, in Proceedings of a Conference on Polymer Science (eds. Schwarzinger and Brüggemann).

3. A.M. Hartl et al. Comparison of methods to characterize damage onset in short glass fiber filled polypropylene, ICCM19, Montreal, Canada, (2013).

4. Eshelby J. D.: The determination of the elastic field of an ellipsoidal inclusion, and related problems. Proc. Roy. Soc. A, 241, 376-396 (1957).

5. Doghri, I. et al. Mean-field based on a general incrementally affine linearization method,. International Journal of Plasticity, Vol. 26, pp.219-238, (2010).

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