Add to ORKGPeridynamics is a recently proposed continuum theory based on a non local approach and formulated with integral equations. The theory is suitable for dealing with crack propagation in solid materials. The original peridynamic formulation regarded dynamic problems and was adapted to the static case mainly using a relaxation method by introducing a substantial amount of numerical damping in the time integration. In the present work the implementation of the theory within an implicit code for static crack propagation phenomena based on the Newton-Raphson method is presented and applied to several examples of static crack propagation equilibrium problems. Results obtained with the newly developed procedure are presented for various structural c...
Crack propagation and branching are modeled using nonlocal peridynamic theory. One major advantage o...
A majority of the efforts in modeling crack propagation have used continuum models built upon partia...
A static meshfree implementation of the bond-based peridynamics formulation for linearly elastic sol...
The capability to predict damage and crack evolution by using adequate numerical techniques is becom...
The paper gives a brief introduction to the fundamentals of our static implementation of the peridyn...
The classical continuum theory is not capable of predicting failure without an external crack growth...
Peridynamics is a continuum reformulation of the classical partial differential equations of motion....
The peridynamic theory provides the capability for improved modeling of progressive failure in mater...
Environmental, economic and safety concerns require more and more precise capabilities to perform th...
Structural engineers should be able to describe all stages of the structural life even those involvi...
Structural engineers should be able to describe all stages of the structural life even those involvi...
A new nonlocal theory of continuum, called Peridynamics, was introduced in 2000. While the classical...
Peridynamics is a particle-based continuum model that represents a new approach to handle problems i...
A new nonlocal theory of continuum, called Peridynamics, was introduced in 2000. While the classical...
Peridynamics is a non-local continuum theory that was introduced by Silling. Its key advantage is it...
Crack propagation and branching are modeled using nonlocal peridynamic theory. One major advantage o...
A majority of the efforts in modeling crack propagation have used continuum models built upon partia...
A static meshfree implementation of the bond-based peridynamics formulation for linearly elastic sol...
The capability to predict damage and crack evolution by using adequate numerical techniques is becom...
The paper gives a brief introduction to the fundamentals of our static implementation of the peridyn...
The classical continuum theory is not capable of predicting failure without an external crack growth...
Peridynamics is a continuum reformulation of the classical partial differential equations of motion....
The peridynamic theory provides the capability for improved modeling of progressive failure in mater...
Environmental, economic and safety concerns require more and more precise capabilities to perform th...
Structural engineers should be able to describe all stages of the structural life even those involvi...
Structural engineers should be able to describe all stages of the structural life even those involvi...
A new nonlocal theory of continuum, called Peridynamics, was introduced in 2000. While the classical...
Peridynamics is a particle-based continuum model that represents a new approach to handle problems i...
A new nonlocal theory of continuum, called Peridynamics, was introduced in 2000. While the classical...
Peridynamics is a non-local continuum theory that was introduced by Silling. Its key advantage is it...
Crack propagation and branching are modeled using nonlocal peridynamic theory. One major advantage o...
A majority of the efforts in modeling crack propagation have used continuum models built upon partia...
A static meshfree implementation of the bond-based peridynamics formulation for linearly elastic sol...