Peridynamics via finite element analysis
By R. Macek, Stewart A. Silling. 2007
656 citations recorded by the source corpus.
Subfields: Civil and Structural Engineering, Electrical and Electronic Engineering, Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/bbb017e72e7c3443429c646c02e8bbbb0dc79f9a
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Civil and Structural Engineering
- Florin Bobaru
- Stewart A. Silling
- Erdogan Madenci
- Pizhong Qiao
- Quang-Huy Le
- Selda Oterkus
- Guanfeng Zhang
- R. Lehoucq
In Electrical and Electronic Engineering
- Florin Bobaru
- Stewart A. Silling
- Pablo Seleson
- Erdogan Madenci
- R. Lehoucq
- Quang-Huy Le
- Pizhong Qiao
- Abigail Agwai
In Mechanics of Materials
- Florin Bobaru
- Stewart A. Silling
- Erdogan Madenci
- Pizhong Qiao
- Quang-Huy Le
- Pablo Seleson
- R. Lehoucq
- Selda Oterkus
Citations in the corpus
- An improved peridynamic approach for quasi-static elastic deformation and brittle fracture analysis (2015, methodology): “In addition, the bond-based PD model has been coupled with the classical continuum models [22–27] for multi-scale failure analysis.”
- Peridynamic analysis of fiber-reinforced composite materials (2012, background): “As explained in [Macek and Silling 2007], the thickness of the region over which the boundary conditions are applied should be comparable to the size of the horizon.”
- Variable Horizon in a Peridynamic Medium (2015, methodology): “Stewart A. Silling David J. Littlewood Multiscale Science Department Sandia National Laboratories P.O Box 5800 Albuquerque, NM 87185-1322 Pablo D. Seleson Oak Ridge National Laboratory”
- Ordinary state-based peridynamics for plastic deformation according to von Mises yield criteria with isotropic hardening (2016, background): “Based on numerical experiments, Macek and Silling (2007) suggested that the extent of the fictitious boundary layer be equal to the horizon, , in order to ensure that the imposed prescribed constraints are accurately reflected in the real domain.”
- Peridynamic Theory of Solid Mechanics (2010, methodology): “The resulting FE model of the peridynamic equations was applied in [50] to penetration problems.”
- A two‐dimensional ordinary, state‐based peridynamic model for linearly elastic solids (2014, methodology): “Silling SA.”
- Implementation of peridynamic beam and plate formulations in finite element framework (2018, methodology): “Moreover, commercial finite element softwares such as ANSYS, Abaqus can also be utilized by following the approach presented in Macek and Silling [21].”