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12/2017, Lecture Notes in Applied and Computational Mechanics, ISBN 9783319654621, Volume 86, 374
The third part discusses gradient enhanced modeling, in particular quasi-brittle and ductile damage, using the gradient enhanced approach. 
Multiscale modeling | Engineering | Engineering Design | Ceramics, Glass, Composites, Natural Materials | Continuum Mechanics and Mechanics of Materials
eBook
Computer Methods in Applied Mechanics and Engineering, ISSN 0045-7825, 08/2019, Volume 352, pp. 586 - 605
The general framework for growth and remodeling (G&R) of soft biological tissues shows a great potential for expanding our current understanding of biochemical... 
Finite elements | Growth and remodeling | Asymmetric fusiform aneurysm | Vascular adaptation | Collagen turnover | Fusiform aneurysm | Biomechanics | Aneurysms | Growth | Collagen | Elastin | Formulations | Computer simulation | Tissues | Remodeling | Biological activity | Blood flow | Biological models (mathematics) | Finite element method | Coronary vessels | Aorta | Hemodynamics | Three dimensional models | Curvature
Journal Article
Computer Methods in Applied Mechanics and Engineering, ISSN 0045-7825, 10/2019, Volume 355, pp. 113 - 134
Journal Article
Engineering Fracture Mechanics, ISSN 0013-7944, 01/2019, Volume 205, pp. 370 - 386
The phase-field approach to fracture modeling circumvents the crack-surface tracking problem by introducing the phase-field variable which separates the broken... 
Abaqus | Staggered algorithm | Stopping criterion | Phase-field modeling | Brittle fracture | CONTACT | FINITE STRAINS | CRACK-PROPAGATION | FORMULATION | SIMULATION | BALANCE | MECHANICS | ABAQUS IMPLEMENTATION | DUCTILE FRACTURE | Finite element method | Subroutines | Algorithms | Computer simulation | Tracking problem | Mathematical models | Criteria | Iterative methods | Computing time
Journal Article
Computational Mechanics, ISSN 0178-7675, 1/2017, Volume 59, Issue 1, pp. 1 - 19
A mixed meshless local Petrov–Galerkin (MLPG) collocation method is proposed for solving the two-dimensional boundary value problem of heterogeneous... 
Engineering | MLPG method | Collocation | Classical and Continuum Physics | Heterogeneous materials | Mixed approach | Theoretical and Applied Mechanics | Computational Science and Engineering | APPROXIMATION | MATERIAL INTERFACE | FORMULATION | PLATES | MLPG | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS | MECHANICS | ENRICHMENT | FINITE-ELEMENT
Journal Article
2018, Lecture Notes in Applied and Computational Mechanics, ISBN 3319654632, Volume 86
This book provides an overview of multiscale approaches and homogenization procedures as well as damage evaluation and crack initiation, and addresses recent... 
Engineering design | Engineering | Composites (Materials) | Composite materials | Glass | Continuum mechanics | Ceramics
Web Resource
Key Engineering Materials, ISSN 1013-9826, 09/2017, Volume 754, pp. 226 - 229
Journal Article
Key Engineering Materials, ISSN 1013-9826, 08/2018, Volume 774, pp. 632 - 637
Journal Article
Theoretical and Applied Fracture Mechanics, ISSN 0167-8442, 04/2019, Volume 100, pp. 289 - 297
Journal Article
Computer Methods in Applied Mechanics and Engineering, ISSN 0045-7825, 01/2016, Volume 298, pp. 303 - 324
A two-scale computational algorithm employing second-order computational homogenization under assumption of large strain is presented. A micro–macro transition... 
[formula omitted] continuity finite element | Heterogeneous material deformation responses | Periodic boundary conditions | Large strain second-order homogenization | Two-scale computational approach | continuity finite element
Journal Article
Materials, ISSN 1996-1944, 2013, Volume 6, Issue 9, pp. 3764 - 3782
In this paper, we provide the quantification of the linear and non-linear elastic mechanical properties of graphene based upon the judicious combination of... 
Molecular mechanics | Stiffness bounds | Elastic properties | Graphene | molecular mechanics | MATERIALS SCIENCE, MULTIDISCIPLINARY | SIZE | stiffness bounds | TENSION | NONLINEAR MECHANICS | FINITE-ELEMENT-METHOD | MECHANICAL-PROPERTIES | SHEETS | graphene | CARBON NANOTUBES | elastic properties | Mechanics | Materials and structures in mechanics | Physics
Journal Article
Key Engineering Materials, ISSN 1013-9826, 09/2016, Volume 713, pp. 297 - 300
Realistic description of heterogeneous material behavior demands more accurate modeling at multiple scales. Multiscale scheme employing second-order... 
Measure of nonlocal response in multiscale gradient modeling | Heterogeneous materials | Second-order computational homogenization | finite element | continuity microlevel | Fracture mechanics | Mathematical analysis | Consistency | Homogenization | Mathematical models | Modelling | Continuity (mathematics) | Homogenizing
Journal Article
Key Engineering Materials, ISSN 1013-9826, 09/2015, Volume 665, pp. 181 - 184
Realistic description of heterogeneous material behavior demands more accurate modeling at macroscopic and microscopic scales. To observe strain localization... 
Heterogeneous materials | Second-order computational homogenization | Gradient generalized periodic boundary conditions | continuity microlevel | finite element | Algorithms | Computation | Homogenization | Mathematical models | Softening | Continuity (mathematics) | Computer programs | Homogenizing
Journal Article
International Journal of Mechanical Sciences, ISSN 0020-7403, 06/2017, Volume 126, pp. 67 - 78
Realistic description of heterogeneous material behavior demands more accurate modeling at macroscopic and microscopic scales. In this frame, the multiscale... 
C1 finite element | Nonlocal-nonlocal second-order computational homogenization | Gradient boundary conditions | Aifantis strain gradient theory | finite element | CRACK-TIP | BOUNDARY-CONDITIONS | BEHAVIOR | SIZE | 2-D | MODEL | HOMOGENIZATION | ENGINEERING, MECHANICAL | ELASTICITY | MECHANICS | C-1 finite element | FORMULATIONS | FINITE-ELEMENT
Journal Article
International Journal of Solids and Structures, ISSN 0020-7683, 08/2017, Volume 120, pp. 171 - 185
A damage model for quasi-brittle materials embedded into the two dimensional continuity triangular finite element formulation based on the strain gradient... 
Quasi-brittle damage | Heterogeneous material | Strain gradient theory | C1 continuity finite element | continuity finite element | LOCALIZATION | MECHANICS | ENHANCED DAMAGE | C-1 continuity finite element | FORMULATION | WAVE-PROPAGATION | Mechanical engineering | Analysis | Models
Journal Article
International Journal of Solids and Structures, ISSN 0020-7683, 08/2017, Volume 120, p. 171
A damage model for quasi-brittle materials embedded into the two dimensional C1 continuity triangular finite element formulation based on the strain gradient... 
Damage assessment | Deformation | Stress-strain curves | Computer simulation | Two dimensional models | Brittle materials | Strain | Studies | Finite element method | Subroutines | Mathematical analysis | Finite element analysis | Damage | Regularization
Journal Article
Computer Methods in Applied Mechanics and Engineering, ISSN 0045-7825, 2010, Volume 199, Issue 17, pp. 1153 - 1164
Journal Article
Computer Methods in Applied Mechanics and Engineering, ISSN 0045-7825, 01/2016, Volume 298, p. 303
To access, purchase, authenticate, or subscribe to the full-text of this article, please visit this link: http://dx.doi.org/10.1016/j.cma.2015.09.017 A... 
Usage | Algorithms | Analysis | Mechanical engineering
Journal Article
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