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Use of M integral for rubbery material problems containing multiple defects
Jui Hung Chang
, Deh Jun Peng
土木工程學系
研究成果
:
雜誌貢獻
›
期刊論文
›
同行評審
23
引文 斯高帕斯(Scopus)
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深入研究「Use of M integral for rubbery material problems containing multiple defects」主題。共同形成了獨特的指紋。
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Keyphrases
M-integral
100%
Rubbery Materials
100%
Multiple Defects
100%
Physical Meaning
50%
Two Dimensional
50%
Large Deformation
50%
Geometric Center
50%
Fracture Behavior
50%
Closed Contour
50%
Energy Parameters
50%
Parameter Dependence
50%
Near-tip
50%
Tip Area
50%
Singular Stress Field
50%
Surface Energy
50%
Path-independent
50%
Structural Integrity
50%
Defect Evolution
50%
Mechanical Systems
50%
Material Degradation
50%
Fracture Parameters
50%
Invariant Parameters
50%
Engineering
Two Dimensional
100%
Large Deformation
100%
Fracture Behavior
100%
Stress Field
100%
Energy-Based Parameter
100%
Closed Contour
100%
Structural Integrity
100%
Mechanical Systems
100%
Physical Meaning
100%
Fracture Parameter
100%
Interfacial Energy
100%
Physics
Fracture Behavior
100%
Stress Distribution
100%
Large Deformation
100%
Interfacial Energy
100%
Material Science
Moscovium
100%
Fracture Behavior
33%
Stress Field
33%
Large Deformation
33%
Surface Energy
33%