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A cohesive model for fatigue failure of polymers
Spandan Maiti,
Philippe H. Geubelle
Aerospace Engineering
National Center for Supercomputing Applications (NCSA)
Mechanical Science and Engineering
Grainger College of Engineering
Beckman Institute for Advanced Science and Technology
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peer-review
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Keyphrases
Cohesive Model
100%
Fatigue Failure
100%
Cohesive Failure
66%
Polymeric Materials
33%
Two-parameter
33%
Stress Intensity Factor
33%
Number of Cycles
33%
Fracture Problems
33%
Fracture Simulation
33%
Fatigue Fracture
33%
Finite Element Framework
33%
Monotonic Loading
33%
Evolution Law
33%
Failure Model
33%
Crack Opening Displacement
33%
Fatigue Crack Propagation
33%
Paris
33%
Bilinear
33%
Log-log
33%
Semi-implicit
33%
Implicit Programming
33%
Crack Advance
33%
Failure Law
33%
Cohesive Stiffness
33%
Failure Curve
33%
Engineering
Fatigue Failure
100%
Cohesive Model
100%
Cohesive Failure
66%
Finite Element Method
33%
Applied Stress
33%
Stress-Intensity Factor
33%
Monotonic Loading
33%
Evolution Law
33%
Failure Model
33%
Crack Opening Displacement
33%
Fatigue Crack Propagation
33%
Crack Advance
33%
Failure Curve
33%
Material Science
Finite Element Method
100%
Crack Propagation
100%
Polymer
100%
Stress Intensity Factor
100%
Fatigue Crack
100%