Voids are inevitably formed as a by-product during manufacturing processes of composite materials and affect many of its mechanical properties including the transverse shear modulus. Although several analytical and empirical models are available for transverse shear modulus, they are based on simple assumptions, and none of them consider the effect of voids. In this work, we estimate transverse shear modulus through a finite element model that uses multiple-cells and three-dimensional analysis. The effect of voids on the transverse shear modulus is studied through a design of experiment approach via three primary parameters: fiber-to-matrix Young\u27s moduli ratio, fiber volume fraction, and void volume fraction. The results indicate that f...
A multiscale fracture model is developed to study the influence of defects appearing at a microscale...
The effects of stress triaxiality and initial porosity on void growth and coalescence are studied in...
The small strain shear modulus Gmax of granular materials is highly dependent on their current void ...
Voids are inevitably formed as a by-product during manufacturing processes of composite materials an...
In composite materials, transverse shear modulus is a critical moduli parameter for designing comple...
Finite element analysis was implemented to evaluate the transverse shear modulus of a unidirectional...
The effect of porosity on the transverse mechanical properties of unidirectional fiber-reinforced co...
This thesis examines the influence of monomodal vs. bimodal aspect ratio on the effective elastic mo...
It is well known that voids have detrimental effects on the performance of composites. This study ai...
© 2018 Elsevier Ltd Voids are an important type of manufacturing defects in fiber-reinforced composi...
Micro-mechanical 2D cell model studies have revealed ductile failure during intense shearing to be g...
ABSTRACT: An analytical expression for the transverse elastic stiffness of unidirectional fiber comp...
A micromechanical simulation approach in a Multi-Scale Modeling (MSM) framework with the ability to ...
This study investigates the effect of voids as manufacturing defects on the matrix-dominated strengt...
Porosity is a major manufacturing defect which affects the matrix dominate properties of continuous ...
A multiscale fracture model is developed to study the influence of defects appearing at a microscale...
The effects of stress triaxiality and initial porosity on void growth and coalescence are studied in...
The small strain shear modulus Gmax of granular materials is highly dependent on their current void ...
Voids are inevitably formed as a by-product during manufacturing processes of composite materials an...
In composite materials, transverse shear modulus is a critical moduli parameter for designing comple...
Finite element analysis was implemented to evaluate the transverse shear modulus of a unidirectional...
The effect of porosity on the transverse mechanical properties of unidirectional fiber-reinforced co...
This thesis examines the influence of monomodal vs. bimodal aspect ratio on the effective elastic mo...
It is well known that voids have detrimental effects on the performance of composites. This study ai...
© 2018 Elsevier Ltd Voids are an important type of manufacturing defects in fiber-reinforced composi...
Micro-mechanical 2D cell model studies have revealed ductile failure during intense shearing to be g...
ABSTRACT: An analytical expression for the transverse elastic stiffness of unidirectional fiber comp...
A micromechanical simulation approach in a Multi-Scale Modeling (MSM) framework with the ability to ...
This study investigates the effect of voids as manufacturing defects on the matrix-dominated strengt...
Porosity is a major manufacturing defect which affects the matrix dominate properties of continuous ...
A multiscale fracture model is developed to study the influence of defects appearing at a microscale...
The effects of stress triaxiality and initial porosity on void growth and coalescence are studied in...
The small strain shear modulus Gmax of granular materials is highly dependent on their current void ...