Probabilistic Micromechanics and Macromechanics of Polymer Matrix Composites

Abstract

A probabilistic evaluation of an eight-ply graphite/epoxy quasi-isotropic laminate was completed using the integrated composite analyzer (ICAN) in conjunction with Monte Carlo simulation and fast probability integration (FPI) techniques. Probabilistic input included fiber and matrix properties, fiber misalignment, fiber volume ratio, void volume ratio, ply thickness, and ply layup angle. Cumulative distribution functions (CDFs) for select laminate properties are given. To reduce a number of simulations, a fast probability integration (FPI) technique was used to generate CDFs for the select properties in the absence of fiber misalignment. These CDFs were compared to a second Monte Carlo simulation done without fiber misalignment effects. It is found that FPI requires a substantially less number of simulations to obtain the cumulative distribution functions as opposed to Monte Carlo Simulation techniques. Furthermore, FPI provides valuable information regarding the sensitivities of composite properties to the constituent properties, fiber volume ratio, and void volume ratio.

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