Evaluation on an internal surface crack in a compound tube

In this paper stress intensity factors of a longitudinal semiellipti-cal surface crack on the inner surface in a compound tube subjected to internal pressure are presented. Variations of modulus of elasticity and thickness for the inner part of the tube are used in order to evaluate their effects on...

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Main Authors: Ali A.A., Purbolaksono J., Khinani A., Rashid A.Z., Tarlochan F.
Other Authors: 57213370267
Format: Article
Published: 2023
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spelling my.uniten.dspace-307752023-12-29T15:53:04Z Evaluation on an internal surface crack in a compound tube Ali A.A. Purbolaksono J. Khinani A. Rashid A.Z. Tarlochan F. 57213370267 8621252500 26326351400 26326524600 9045273600 Boundary element modeling Composite structure Stress intensity factor Surface crack Tube Asphalt pavements Cracks Elastic moduli Elasticity Stress intensity factors Structure (composition) Surface defects Tubes (components) Boundary element modeling Boundary elements Compound tubes Inner region Inner surfaces Internal Pressure Internal surfaces Modulus of elasticity Surface cracks Boundary element method In this paper stress intensity factors of a longitudinal semiellipti-cal surface crack on the inner surface in a compound tube subjected to internal pressure are presented. Variations of modulus of elasticity and thickness for the inner part of the tube are used in order to evaluate their effects on the normalized stress intensity factors. The boundary element method is used to analyze the problems. The increasing of thickness of the inner region causes decreasing values of the normalized stress intensity factor, as the modulus of elasticity for the inner part is greater than that of the outer part. Conversely, if the modulus of elasticity for the inner region is smaller, the increasing of thickness of the inner part would give increasing values of the normalized stress intensity factor. A larger inner radius and smaller thickness of the tube gives a higher normalized stress intensity factor. � 2009 by ASME. Final 2023-12-29T07:53:04Z 2023-12-29T07:53:04Z 2009 Article 10.1115/1.4000346 2-s2.0-77955196578 https://www.scopus.com/inward/record.uri?eid=2-s2.0-77955196578&doi=10.1115%2f1.4000346&partnerID=40&md5=a697c20e2d4b88bd0702d0f6c41b7cbc https://irepository.uniten.edu.my/handle/123456789/30775 131 6 64501 Scopus
institution Universiti Tenaga Nasional
building UNITEN Library
collection Institutional Repository
continent Asia
country Malaysia
content_provider Universiti Tenaga Nasional
content_source UNITEN Institutional Repository
url_provider http://dspace.uniten.edu.my/
topic Boundary element modeling
Composite structure
Stress intensity factor
Surface crack
Tube
Asphalt pavements
Cracks
Elastic moduli
Elasticity
Stress intensity factors
Structure (composition)
Surface defects
Tubes (components)
Boundary element modeling
Boundary elements
Compound tubes
Inner region
Inner surfaces
Internal Pressure
Internal surfaces
Modulus of elasticity
Surface cracks
Boundary element method
spellingShingle Boundary element modeling
Composite structure
Stress intensity factor
Surface crack
Tube
Asphalt pavements
Cracks
Elastic moduli
Elasticity
Stress intensity factors
Structure (composition)
Surface defects
Tubes (components)
Boundary element modeling
Boundary elements
Compound tubes
Inner region
Inner surfaces
Internal Pressure
Internal surfaces
Modulus of elasticity
Surface cracks
Boundary element method
Ali A.A.
Purbolaksono J.
Khinani A.
Rashid A.Z.
Tarlochan F.
Evaluation on an internal surface crack in a compound tube
description In this paper stress intensity factors of a longitudinal semiellipti-cal surface crack on the inner surface in a compound tube subjected to internal pressure are presented. Variations of modulus of elasticity and thickness for the inner part of the tube are used in order to evaluate their effects on the normalized stress intensity factors. The boundary element method is used to analyze the problems. The increasing of thickness of the inner region causes decreasing values of the normalized stress intensity factor, as the modulus of elasticity for the inner part is greater than that of the outer part. Conversely, if the modulus of elasticity for the inner region is smaller, the increasing of thickness of the inner part would give increasing values of the normalized stress intensity factor. A larger inner radius and smaller thickness of the tube gives a higher normalized stress intensity factor. � 2009 by ASME.
author2 57213370267
author_facet 57213370267
Ali A.A.
Purbolaksono J.
Khinani A.
Rashid A.Z.
Tarlochan F.
format Article
author Ali A.A.
Purbolaksono J.
Khinani A.
Rashid A.Z.
Tarlochan F.
author_sort Ali A.A.
title Evaluation on an internal surface crack in a compound tube
title_short Evaluation on an internal surface crack in a compound tube
title_full Evaluation on an internal surface crack in a compound tube
title_fullStr Evaluation on an internal surface crack in a compound tube
title_full_unstemmed Evaluation on an internal surface crack in a compound tube
title_sort evaluation on an internal surface crack in a compound tube
publishDate 2023
_version_ 1806427354308804608
score 13.214268