Many fracture mechanics models based on either 3D-axisymmetric or 2D-planar models are used to predict mechanical parameters of composites, such as their fracture toughness, matrix crack initiation stress and stiffness. In this study, fracture mechanics models for a composite geometry with a matrix crack under uniform crack pressure are developed using both 3D-axisymmetric and 2D-planar assumptions. Three critical parameters, namely the stress intensity factor at the crack tips, the maximum crack-opening displacements and the stress ratios at the interface, which are used to quantify the above mechanical parameters of a composite, are compared for the two models. The results for the stress ratios at the interface, which are used to predict ...
Solved is the problem of a penny-shaped crack in a fiber surrounded by a finite radius matrix subjec...
Solved is the problem of a penny-shaped crack in a fiber surrounded by a finite radius matrix subjec...
A fracture model based on two dimensional plane stress/strain elasticity theory for the problem of d...
Many fracture mechanics models based on either 3D-axisymmetric or 2D-planar models are used to predi...
Many fracture mechanics models based on either 3D-axisymmetric or 2D-planar models are used to predi...
The application of advanced composite materials, such as graphite/epoxy, has been on the rise for th...
The application of advanced composite materials, such as graphite/epoxy, has been on the rise for th...
Failures in fiber-reinforced polymeric composites are often found to occur in the matrix. This matri...
Deflection of a matrix crack at the fiber/matrix interface is the initial mechanism required for obt...
Quantitative understanding of the parameters which control composite fracture is imperative to the i...
Fiber-reinforced composite has the advantages of being light in weight with superior properties, whe...
Quantitative understanding of the parameters which control composite fracture is imperative to the i...
In the current project, two main types of crack problems in fiber-reinforced composite materials: cr...
Improving the fracture toughness of the polymer matrix has been a concentration of research effort f...
Solved is the problem of a penny-shaped crack in a fiber surrounded by a finite radius matrix subjec...
Solved is the problem of a penny-shaped crack in a fiber surrounded by a finite radius matrix subjec...
Solved is the problem of a penny-shaped crack in a fiber surrounded by a finite radius matrix subjec...
A fracture model based on two dimensional plane stress/strain elasticity theory for the problem of d...
Many fracture mechanics models based on either 3D-axisymmetric or 2D-planar models are used to predi...
Many fracture mechanics models based on either 3D-axisymmetric or 2D-planar models are used to predi...
The application of advanced composite materials, such as graphite/epoxy, has been on the rise for th...
The application of advanced composite materials, such as graphite/epoxy, has been on the rise for th...
Failures in fiber-reinforced polymeric composites are often found to occur in the matrix. This matri...
Deflection of a matrix crack at the fiber/matrix interface is the initial mechanism required for obt...
Quantitative understanding of the parameters which control composite fracture is imperative to the i...
Fiber-reinforced composite has the advantages of being light in weight with superior properties, whe...
Quantitative understanding of the parameters which control composite fracture is imperative to the i...
In the current project, two main types of crack problems in fiber-reinforced composite materials: cr...
Improving the fracture toughness of the polymer matrix has been a concentration of research effort f...
Solved is the problem of a penny-shaped crack in a fiber surrounded by a finite radius matrix subjec...
Solved is the problem of a penny-shaped crack in a fiber surrounded by a finite radius matrix subjec...
Solved is the problem of a penny-shaped crack in a fiber surrounded by a finite radius matrix subjec...
A fracture model based on two dimensional plane stress/strain elasticity theory for the problem of d...