Intensity of stress singularity for the circumferential V-shape corner front of a three-dimensional diamond-like defect

Three-dimensional diamond-like defects with circumferential V-shape corner fronts are often contained in engineering materials. In this paper, generalized stress intensity factors are calculated for this type of defect using a modified advanced finite element method. A super corner front element mod...

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Main Authors: Ping, X. ., Zhang, Y. X., Guo, Y. B., Xiao, Z. M., Jalde, J., Chen, M. C.
Other Authors: School of Mechanical and Aerospace Engineering
Format: Article
Language:English
Published: 2021
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Online Access:https://hdl.handle.net/10356/154094
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Institution: Nanyang Technological University
Language: English
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spelling sg-ntu-dr.10356-1540942021-12-31T14:08:42Z Intensity of stress singularity for the circumferential V-shape corner front of a three-dimensional diamond-like defect Ping, X. . Zhang, Y. X. Guo, Y. B. Xiao, Z. M. Jalde, J. Chen, M. C. School of Mechanical and Aerospace Engineering Engineering::Mechanical engineering Circumferential Corner Front Diamond-Like Defect Three-dimensional diamond-like defects with circumferential V-shape corner fronts are often contained in engineering materials. In this paper, generalized stress intensity factors are calculated for this type of defect using a modified advanced finite element method. A super corner front element model in the global coordinates is established to capture the stress singularities along the circumferential corner front. Three-dimensional numerical series eigen-solutions in the element have been transformed from asymptotic expressions in the local curvilinear coordinates. The element is suitable for a sharp V-shape corner with arbitrary opening and inclination angle. Singular stress fields near various shapes of diamond-like defects are systematically investigated. The interaction of an embedded defect with free surface or another identical defect is also investigated. The numerical results can be used as stress intensity parameters to predict fatigue strength at circumferential corner front of a diamond-like defect. Agency for Science, Technology and Research (A*STAR) The authors acknowledge the support of National Natu-ral Science Foundation of China under grantno. 51975411 and 51365013, the Natural Foundation of Tianjin, China, under grantno. 18JCYBJC88500, and the Personnel Training Plan forYoung and Middle-aged Innovation Talents in Universi-ties in Tianjin, China. The work was finished when X. CPing visited Prof. Z.M. Xiao at School of Mechanical andAerospace Engineering in Nanyang Technological Uni-versity as a visiting Scholar. The support of SingaporeA*STAR SERC AME Programmatic Fund for the“Struc-tural Metal Alloys Programme”(project WBSM4070307.051) is also acknowledged. 2021-12-16T00:54:05Z 2021-12-16T00:54:05Z 2020 Journal Article Ping, X. .., Zhang, Y. X., Guo, Y. B., Xiao, Z. M., Jalde, J. & Chen, M. C. (2020). Intensity of stress singularity for the circumferential V-shape corner front of a three-dimensional diamond-like defect. Fatigue and Fracture of Engineering Materials and Structures, 43(4), 802-817. https://dx.doi.org/10.1111/ffe.13189 8756-758X https://hdl.handle.net/10356/154094 10.1111/ffe.13189 2-s2.0-85078659811 4 43 802 817 en BSM4070307.051 Fatigue and Fracture of Engineering Materials and Structures © 2020 Wiley Publishing Ltd. All rights reserved.
institution Nanyang Technological University
building NTU Library
continent Asia
country Singapore
Singapore
content_provider NTU Library
collection DR-NTU
language English
topic Engineering::Mechanical engineering
Circumferential Corner Front
Diamond-Like Defect
spellingShingle Engineering::Mechanical engineering
Circumferential Corner Front
Diamond-Like Defect
Ping, X. .
Zhang, Y. X.
Guo, Y. B.
Xiao, Z. M.
Jalde, J.
Chen, M. C.
Intensity of stress singularity for the circumferential V-shape corner front of a three-dimensional diamond-like defect
description Three-dimensional diamond-like defects with circumferential V-shape corner fronts are often contained in engineering materials. In this paper, generalized stress intensity factors are calculated for this type of defect using a modified advanced finite element method. A super corner front element model in the global coordinates is established to capture the stress singularities along the circumferential corner front. Three-dimensional numerical series eigen-solutions in the element have been transformed from asymptotic expressions in the local curvilinear coordinates. The element is suitable for a sharp V-shape corner with arbitrary opening and inclination angle. Singular stress fields near various shapes of diamond-like defects are systematically investigated. The interaction of an embedded defect with free surface or another identical defect is also investigated. The numerical results can be used as stress intensity parameters to predict fatigue strength at circumferential corner front of a diamond-like defect.
author2 School of Mechanical and Aerospace Engineering
author_facet School of Mechanical and Aerospace Engineering
Ping, X. .
Zhang, Y. X.
Guo, Y. B.
Xiao, Z. M.
Jalde, J.
Chen, M. C.
format Article
author Ping, X. .
Zhang, Y. X.
Guo, Y. B.
Xiao, Z. M.
Jalde, J.
Chen, M. C.
author_sort Ping, X. .
title Intensity of stress singularity for the circumferential V-shape corner front of a three-dimensional diamond-like defect
title_short Intensity of stress singularity for the circumferential V-shape corner front of a three-dimensional diamond-like defect
title_full Intensity of stress singularity for the circumferential V-shape corner front of a three-dimensional diamond-like defect
title_fullStr Intensity of stress singularity for the circumferential V-shape corner front of a three-dimensional diamond-like defect
title_full_unstemmed Intensity of stress singularity for the circumferential V-shape corner front of a three-dimensional diamond-like defect
title_sort intensity of stress singularity for the circumferential v-shape corner front of a three-dimensional diamond-like defect
publishDate 2021
url https://hdl.handle.net/10356/154094
_version_ 1722355367151665152