Fiber Packing and Morphology Driven Moisture Diffusion Mechanics in Reinforced Composites

TL;DR

This paper investigates how fiber packing and morphology influence moisture diffusion in fiber reinforced composites, introducing a tortuosity factor to predict diffusivity based on micro-architecture for improved material design.

Contribution

It develops a finite element-based model to quantify the impact of fiber architecture on moisture diffusion and establishes a relationship between tortuosity and diffusivity for composite optimization.

Findings

Tortuosity correlates with diffusivity, enabling easier prediction of moisture transport.

Fiber morphology significantly affects diffusion pathways and rates.

A computational framework for designing moisture-resistant composites is proposed.

Abstract

Fiber reinforced polymer composite (FRPC) materials are extensively used in lightweight applications due to their high specific strength and other favorable properties including enhanced endurance and corrosion resistance. However, these materials are inevitably exposed to moisture, which is known to drastically reduce their mechanical properties caused by moisture absorption and often accompanied with plasticization, weight gain, hygrothermal swelling, and de-bonding between fiber and matrix. Hence, it is vital to understand moisture diffusion mechanics into FRPCs. The presence of fibers, especially impermeable like Carbon fibers, introduce tortuous moisture diffusion pathways through polymer matrix. In this paper, we elucidate the impact of fiber packing and morphology on moisture diffusion in FRPC materials. Computational models are developed within a finite element framework to evaluate moisture kinetics in impermeable FRPCs. We introduce a tortuosity factor for measuring the extent of deviation in moisture diffusion pathways due to impermeable fiber reinforcements. Two-dimensional micromechanical models are analyzed with varying fiber volume fractions, spatial distributions and morphology to elucidate the influence of internal micromechanical fiber architectures on tortuous diffusion pathways and corresponding diffusivities. Finally, a relationship between tortuosity and diffusivity is established such that diffusivity can be calculated using tortuosity for a given micro-architecture. Tortuosity can be easily calculated for a given architecture by solving steady state diffusion governing equations, whereas time-dependent transient diffusion equations need to be solved for calculating moisture diffusivity. Hence, tortuosity, instead of diffusivity, can be used in future composites designs, multi-scale analyses, and optimization for enabling robust structures in moisture environments.