State-of-the-art review on the progressive failure characteristics of geomaterials in peridynamic theory
XP Zhou, YT Wang - Journal of Engineering Mechanics, 2021 - ascelibrary.org
Peridynamic (PD) theory is an integral-type nonlocal continuum mechanics theory that
reformulates the equation of motion in local continuum mechanics as an integrodifferential …
reformulates the equation of motion in local continuum mechanics as an integrodifferential …
[HTML][HTML] A review of peridynamic theory and nonlocal operators along with their computer implementations
This study presents a comprehensive exploration of Peridynamic (PD) theory, with a specific
focus on its theoretical foundations and practical implementations, including various PD …
focus on its theoretical foundations and practical implementations, including various PD …
A micropolar peridynamic model with non-uniform horizon for static damage of solids considering different nonlocal enhancements
Y Zhang, X Yang, X Wang, X Zhuang - Theoretical and Applied Fracture …, 2021 - Elsevier
Peridynamic models typically adopt regular point distributions and uniform horizons, limiting
their flexibility and engineering applicability. In this work, a micropolar peridynamics …
their flexibility and engineering applicability. In this work, a micropolar peridynamics …
Dual-horizon peridynamics modeling of coupled chemo-mechanical-damage for interface oxidation-induced cracking in thermal barrier coatings
The interface oxidation-induced cracking process in thermal barrier coatings (TBCs) is rather
complex. It involves the material changes of chemical reactions, dynamic migration and …
complex. It involves the material changes of chemical reactions, dynamic migration and …
Ordinary state-based peridynamics for nonlinear hardening plastic materials' deformation and its fracture process
In this paper, a modelling for ordinary state-based peridynamics to simulate plastic
deformation is presented. This modelling can simulate nonlinear-hardening plastic mode …
deformation is presented. This modelling can simulate nonlinear-hardening plastic mode …
A stabilized node-based smoothed radial point interpolation method for functionally graded magneto-electro-elastic structures in thermal environment
S Ren, G Meng, J Wang, L Zhou, H Zhao - Composite Structures, 2020 - Elsevier
It is well-known that the standard finite element method (FEM) has the disadvantage of
'overly-stiff'and could not offer reliable enough solutions. We proposed a novel stabilized …
'overly-stiff'and could not offer reliable enough solutions. We proposed a novel stabilized …
The unified nonlocal peridynamics-based phase-field damage theory
The peridynamic correspondence model is a promising and attractive candidate for the
modeling of localized failure in solids, in that it can incorporate many local classical damage …
modeling of localized failure in solids, in that it can incorporate many local classical damage …
A stable non‐ordinary state‐based peridynamic model for laminated composite materials
Non‐ordinary state‐based peridynamics (NOSBPD) has instability issue due to zero‐energy
modes during nodal integration. A zero‐energy mode controlling scheme of NOSBPD for …
modes during nodal integration. A zero‐energy mode controlling scheme of NOSBPD for …
[HTML][HTML] Damage-augmented nonlocal lattice particle method for fracture simulation of solids
Fracture of solids, particularly for ductile metallic materials, typically involves elastoplastic
deformation and associated damaging processes. This paper proposes a general damage …
deformation and associated damaging processes. This paper proposes a general damage …
An adaptive coupling approach of local and non-local micromechanics
This study proposes a novel method for predicting the microcrack propagation in composites
based on coupling the local and non-local micromechanics. The special feature of this …
based on coupling the local and non-local micromechanics. The special feature of this …