Simulation of Crack Growth in a Cell Containing an Inclusion Using Cohesive Elements

Jarosław Galkiewicz

doi:10.4028/www.scientific.net/SSP.250.16

Paper Titles

The Use of a Power Law Function for Fatigue Life Estimation for Block Loads
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Fatigue Crack Growth in Specimens with Rectangular Section under Torsion and Bending with Torsion
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Simulation of Crack Growth in a Cell Containing an Inclusion Using Cohesive Elements
p.16

Fracture Analysis of EN AW-6063 Aluminum Alloy Thin-Walled Welded Stairs
p.22

Analysis of the State of Stress at the V-Hole Ended Notch for Mode II
p.29

Investigations on Magnetoelectric Composites Based on Terfenol-D & PZT in an Alternating Magnetic Field Conditions
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Analysis of Ceramic Elements with Ring-Crack Defects in Lubricated Rolling Contact
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Mean Stress in Algorithms Estimating Fatigue Life of Selected Structural Materials
p.50

Effect of Frictional-Mechanical Treatment of the Low Alloy Steels on Some Exploitation Properties in Sea Water Simulated Solution
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Simulation of Crack Growth in a Cell Containing an Inclusion Using Cohesive Elements

Abstract:

In this study, two cases of crack growth initiation from a foreign particle in a representative elementary volume are analyzed. The task is completed with a cohesive model implemented in ABAQUS. The results are compared with those obtained for an inclusion-free cell.

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Periodical:

Solid State Phenomena (Volume 250)

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16-21

DOI:

https://doi.org/10.4028/www.scientific.net/SSP.250.16

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Online since:

April 2016

Authors:

Jarosław Galkiewicz*

Keywords:

Cohesive Model, Ductile Fracture, Fracture Mechanics, Inclusion

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