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Growing Science » Engineering Solid Mechanics » Numerical analysis of mixed mode I/II stress intensity factors of edge slant cracked plates

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Engineering Solid Mechanics
ISSN 2291-8752 (Online) - ISSN 2291-8744 (Print)
Quarterly Publication
Volume 5 Issue 1 pp. 61-70, 2017

Numerical analysis of mixed mode I/II stress intensity factors of edge slant cracked plates Pages 61-70 PDF Download PDF

Authors: A. S. Fayed

📋 Author Affiliations:
A.S. Fayed ORCID 1
1 Mechanical Engineering Department, Jazan University KSA on sabbatical leave from Materials Engineering Department, Faculty of Engineering Zagazig University, Egypt
doi 10.5267/j.esm.2016.8.001
31 Source: Scopus
Crossref 20 Source: CrossRef

🔑 Keywords:

Abstract: Mixed mode I/II stress intensity factors of an edge slant-cracked plate under tensile loading were assessed. A two-dimensional finite element analysis was employed using ABAQUS. Various crack lengths and angles were analyzed. The effect of the crack location at the plate edge was also examined. Crack initiation angles were calculated. In general, modes I and II stress intensity factor increase with increasing crack length. However, the rate of increase in mode I SIF decreases with increasing the main crack angle. The results showed that stress intensity factors decreased ad the crack mouth approaches the edge mid line. The crack location becomes more significant as the crack length increases. The angle of first cracking depends on crack length, location, and angle.

How to cite this paper
APA: Fayed, A. (2017). Numerical analysis of mixed mode I/II stress intensity factors of edge slant cracked plates. Engineering Solid Mechanics, 5(1), 61-70.
Chicago/Turabian: Fayed, A. 2017. "Numerical analysis of mixed mode I/II stress intensity factors of edge slant cracked plates." Engineering Solid Mechanics 5, no. 1 (2017): 61-70.
AMA: Fayed, A. Numerical analysis of mixed mode I/II stress intensity factors of edge slant cracked plates. Engineering Solid Mechanics. 2017;5(1):61-70.

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📚 Journal: Engineering Solid Mechanics | 📅 Year: 2017 | 📖 Volume: 5 | 📄 Issue: 1 | 👁️ Views: 4003 | 📊 Crossref: 20

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