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中国科学院力学研究所机构知识库
Knowledge Management System of Institue of Mechanics, CAS
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Indexed By:EI
Source Publication:International Journal of Solids and Structures
Language:英语
Document Type:期刊论文
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A micromechanics-based strain gradient damage model for fracture prediction of brittle materials - Part II: Damage modeling and numerical simulations
期刊论文
International Journal of Solids and Structures, 2011, 卷号: 48, 期号: 24, 页码: 3346-3358
Authors:
Li J
;
Pham T
;
Abdelmoula R
;
Song F(宋凡)
;
Jiang CP(蒋持平)
;
Li, J (reprint author), Univ Paris 13, LSPM, Inst Galilee, CNRS UPR 3407, 99 Ave Jean Baptiste Clement, F-93430 Villetaneuse, France
Adobe PDF(1996Kb)
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View/Download:890/231
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Submit date:2012/04/01
Strain Gradient Theory
Damage
Fracture
Microcracks
Brittle Materials
Size Effect
Dynamic Fracture
Crack-growth
Plasticity
Stress
Localization
Formulation
Criterion
Toughness
Continuum
Elements
On The Cyclic Bending Behaviour Of A Hard Coating On A Ductile Substrate With Periodic Surface Hardened Regions
期刊论文
International Journal of Solids and Structures, 2008, 页码: 5661-5674
Authors:
Wu CW(吴臣武)
;
Zhang K(张坤)
;
Chen GN(陈光南)
;
Wu, CW (reprint author), Chinese Acad Sci, Inst Mech, 15 Beisihuanxi Rd, Beijing 100190, Peoples R China.
Adobe PDF(1713Kb)
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View/Download:898/192
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Submit date:2009/08/03
Hard Coating
Ductile Substrate
Periodic Surface Hardened Regions
Cyclic Bending
Interface Fracture
Subsurface Inclusions
Segmentation Cracks
Steel Substrate
Indentation
Stresses
Fracture
Design
A constitutive model for cavitation and cavity growth in rubber-like materials under arbitrary tri-axial loading
期刊论文
International Journal of Solids and Structures, 2007, 卷号: 44, 期号: 18-19, 页码: 6080-6100
Authors:
LiJ
;
Mayau D
;
Song F(宋凡)
;
Li, J (reprint author), Univ Paris 13, Inst Galilee, LPMTM, CNRS,UPR 9001, 99 Ave Jean Baptise Clement, F-93430 Villetaneuse, France.
Adobe PDF(468Kb)
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View/Download:926/268
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Submit date:2009/08/03
Rubber
Compressible Materials
Cavitation
Cavity Growth
Homogenization
Damage
Fracture
Hydrostatic Tension
Acoustic-emission
Solids
Deformation
Equilibrium
Instability
Bifurcation
Elasticity
Elastomers
Damage