1. Supercritical matrix microcracking in brittle matrix plain weave composites under uniaxial tension
- Author
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S. I. Haan, Jonathan L. Kuhn, M.C.L. Patterson, and P.G. Charalambides
- Subjects
Cracking ,Matrix (mathematics) ,Materials science ,Brittleness ,Mechanics of Materials ,Bundle ,Plain weave ,General Materials Science ,Composite material ,Anisotropy ,Instrumentation ,Supercritical fluid ,Parametric statistics - Abstract
A stress induced supercritical non-linear microcracking model is employed as part of an incremental and iterative hierarchical modeling scheme aimed at investigating the evolution of damage in brittle matrix plain weave fabric composites subjected to uniaxial tension. The study focuses exclusively on matrix micro-damage and its effect on the macroscopic non-linear composite response. For a given load increment, the requisite micro-stresses and associated state of matrix microcracking are updated through an iterative converging scheme that employs the semi-analytical approximate model to compute micro-stresses and the discrete microcracking model to evaluate micro-damages. A wide range of non-linear stress–strain curves were obtained through parametric studies. Degradation of the in-plane effective properties of the unit-cell and evolution of the volumetric matrix damage were monitored throughout the simulations. The simulated predictions were then used to develop empirical in-plane effective property degradation laws in terms of the applied loading. Damage-induced macroscopic elastic anisotropies were predicted as was the formation of macroscopic damage zones consistent with discrete micro-fracture events such as inter-bundle matrix cracking, bundle mode-I cracking, and transverse bundle matrix cracking. Stress–strain curves obtained from the model were compared favorably with their experimental counterparts obtained from literature and commercial sources.
- Published
- 2003