Strain gradient continuum plasticity theories: theoretical, numerical and experimental investigations
GZ Voyiadjis, Y Song - International Journal of Plasticity, 2019 - Elsevier
Over the last three decades, a number of researchers have used the gradient-enhanced
plasticity theory to model the microstructural material behavior, which is not able to be …
plasticity theory to model the microstructural material behavior, which is not able to be …
Geometrically necessary dislocations and related kinematic hardening in gradient grained materials: A nonlocal crystal plasticity study
Gradient grained metals whose microstructure is characterized by a spatially graded grain
size distribution show a better strength-ductility combination than their homogeneous …
size distribution show a better strength-ductility combination than their homogeneous …
A standard experimental method for determining the material length scale based on modified couple stress theory
A standard experimental method for determining the intrinsic material length scale of
modified couple stress theory is proposed based on a non-contact laser Doppler vibration …
modified couple stress theory is proposed based on a non-contact laser Doppler vibration …
Hierarchical microstructure based crystal plasticity-continuum damage mechanics approach: Model development and validation of rolling contact fatigue behavior
A microstructure-based integrated crystal plasticity (CP) and continuum damage mechanics
(CDM) model is proposed for simulating rolling contact fatigue (RCF). The damage process …
(CDM) model is proposed for simulating rolling contact fatigue (RCF). The damage process …
Unlocking the potential of second-order computational homogenisation: An overview of distinct formulations and a guide for their implementation
IA Rodrigues Lopes, FM Andrade Pires - Archives of Computational …, 2022 - Springer
Multi-scale models enriched with the second gradient of the displacement field and based
on the concept of representative volume element (RVE) are examined and discussed in …
on the concept of representative volume element (RVE) are examined and discussed in …
Grain size effect of FCC polycrystal: A new CPFEM approach based on surface geometrically necessary dislocations
M Jiang, Z Fan, S Kruch, B Devincre - International Journal of Plasticity, 2022 - Elsevier
A multiscale modeling methodology involving discrete dislocation dynamics (DDD) and
crystal plasticity finite element method (CPFEM) was used to study the grain size effect in …
crystal plasticity finite element method (CPFEM) was used to study the grain size effect in …
[HTML][HTML] Consistent determination of geometrically necessary dislocation density from simulations and experiments
The use of Nye's dislocation tensor for calculating the density of geometrically necessary
dislocations (GND) is widely adopted in the study of plastically deformed materials. The …
dislocations (GND) is widely adopted in the study of plastically deformed materials. The …
Multi-aspect size effect transition from micro to macroscale: Modelling and experiment
Size effects (SEs) impede the mass production of high-performance miniaturised
components via micro-forming. Although many studies have examined SEs from multiple …
components via micro-forming. Although many studies have examined SEs from multiple …
Three-dimensional crystal plasticity simulations using peridynamics theory and experimental comparison
A Lakshmanan, J Luo, I Javaheri… - International Journal of …, 2021 - Elsevier
Abstract A three-dimensional (3D) peridynamics (PD) model of crystal plasticity (CP) is
presented for predicting the fine-scale localization in polycrystalline microstructures …
presented for predicting the fine-scale localization in polycrystalline microstructures …
On vibrations of nanobeam systems
HB Khaniki - International Journal of Engineering Science, 2018 - Elsevier
Differential form of Eringen's nonlocal elastic theory has some inaccuracies in analyzing
small-scale structures with different boundary conditions. For this reason, Eringen's two …
small-scale structures with different boundary conditions. For this reason, Eringen's two …