Crack kinking and tunneling simulation for the single-fiber composite under transverse tension based on phase-field method

Abstract

<jats:p> Virtual tests for a single-fiber–reinforced composite model subjecting to transverse tension are carried out based on a phase-field method considering a varying interface toughness parameter. Without pre-treating the crack initiation location and propagation path, the complete fracture process is realized for the first time in a three-dimensional numerical model, including nucleation cracks on the fiber/matrix interface at the free end, tunneling cracks along the fiber axis, and kinked interface cracks deviating from the interface and penetrating into the matrix. The numerically calculated crack propagation process is in good agreement with the in situ observations in the literature, indicating that the present model provides a good real-time quantitative numerical method for three-dimensional fracture analysis of fiber-reinforced composites. Tunneling cracks tend to cause macroscopic interface debonding and fiber pull-out. The interface tunneling crack initiation and the transition to the steady state inside the model are captured and analyzed in the numerical model. Kinked interface cracks can merge with other matrix cracks, forming a macroscopic transverse crack fracture mode. The kinking behaviors affected by the initial crack size and the interface properties are investigated. This study for the detailed crack propagation is helpful in understanding the toughening mechanism of fiber-reinforced composites under transverse tension. </jats:p>

An extensive study on strain dependence of glass fiber-reinforced polymer-based composites

“…where s s u is the final strength of the glass fibers in the quasi-static state and s d u represents the same in the dynamic state. The c and p are constant coefficients of equation (2). The results of this study indicated a proper correlation between the modeled and experimental results.…”

“…In the second step of this research, the final strength of glass fibers depended on the strain rate. To predict the final strength of glass fibers, the Cooper-Simonds model was modified to equation (2).…”

“…The behavioral study of these structures under dynamic loading is of great importance. [1][2][3][4] However, the dynamic use of these fiber-reinforced composites is a new phenomenon and has attracted the attention of scientific and industrial communities. [5][6][7][8][9] Specific experiments are required to study these materials in applications with high-speed loading and investigate the effects of strain rate on their behavior.…”