The matrix component of composite structures is generally brittle. In any damage occurrence, fracture propagates rapidly through the structure. This study proposes a novel toughening enhancement model for unidirectional (UD) composites to overcome these damage-propagation issues. The toughening mechanism is established by introducing the so-called micro defects/cracks for increasing the toughness of the matrix constituent of the composite structure. Mechanical simulations are performed utilizing a non-local continuum formulation known as Peridynamics (PD). The PD formulation facilitates modeling material discontinuities such as complex crack/defect formations with arbitrary size, orientation, and location features in composite structures. H...
Metals and ceramics are the two widely used materials in naval, aerospace, and structural engineerin...
This study uses Peridynamics (PD) to predict the crack propagation in ceramic matrix composites (CMC...
In peridynamic models for fracture, the dissipated fracture energy is regularized over a non-local r...
The matrix component of composite structures is generally brittle. In any damage occurrence, fractur...
The dynamic interaction between propagating cracks and stress waves is a complex and challenging pro...
Damage and failure in composite materials under dynamic loading has been extensively studied in expe...
Extensive efforts have been devoted to understanding brittle failure using numerical simulation, ...
We propose a computational method for a homogenized peridynamics description of fiber-reinforced com...
The critical effect of micro level defects should be examined at macro level to better understand th...
We propose a peridynamic formulation for a unidirectional fiber-reinforced composite lamina based on...
A recently introduced nonlocal peridynamic theory removes the obstacles present in classical continu...
A recently introduced nonlocal peridynamic theory removes the obstacles present in classical continu...
Peridynamics is a reformulation of classical continuum mechanics that utilizes integral equations in...
International audienceModelling the damage of composite materials is not an easy task because differ...
This study focuses on developing novel modeling techniques for fiber-reinforced composites with poly...
Metals and ceramics are the two widely used materials in naval, aerospace, and structural engineerin...
This study uses Peridynamics (PD) to predict the crack propagation in ceramic matrix composites (CMC...
In peridynamic models for fracture, the dissipated fracture energy is regularized over a non-local r...
The matrix component of composite structures is generally brittle. In any damage occurrence, fractur...
The dynamic interaction between propagating cracks and stress waves is a complex and challenging pro...
Damage and failure in composite materials under dynamic loading has been extensively studied in expe...
Extensive efforts have been devoted to understanding brittle failure using numerical simulation, ...
We propose a computational method for a homogenized peridynamics description of fiber-reinforced com...
The critical effect of micro level defects should be examined at macro level to better understand th...
We propose a peridynamic formulation for a unidirectional fiber-reinforced composite lamina based on...
A recently introduced nonlocal peridynamic theory removes the obstacles present in classical continu...
A recently introduced nonlocal peridynamic theory removes the obstacles present in classical continu...
Peridynamics is a reformulation of classical continuum mechanics that utilizes integral equations in...
International audienceModelling the damage of composite materials is not an easy task because differ...
This study focuses on developing novel modeling techniques for fiber-reinforced composites with poly...
Metals and ceramics are the two widely used materials in naval, aerospace, and structural engineerin...
This study uses Peridynamics (PD) to predict the crack propagation in ceramic matrix composites (CMC...
In peridynamic models for fracture, the dissipated fracture energy is regularized over a non-local r...