Linear and curvature internal heterogeneous boundaries influences on mixed mode crack propagation using level set method
Interactive crack-internal heterogeneous boundaries have been of a great concern to researchers and engineers. Extended finite element method (X-FEM) has recently emerged as an approach to implicitly create a discontinuity based on discontinuous partition of unity enrichment (PUM) of the standard fi...
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Iranian Society of Structrual Engineering (ISSE)
2017
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oai:doaj.org-article:33b49605c7de494bb1a8b4e86d1cdbbf2021-11-08T15:46:44ZLinear and curvature internal heterogeneous boundaries influences on mixed mode crack propagation using level set method2476-39772538-261610.22065/jsce.2017.67302.1001https://doaj.org/article/33b49605c7de494bb1a8b4e86d1cdbbf2017-11-01T00:00:00Zhttps://www.jsce.ir/article_45909_affc9408002a6ed49b7e90e7b56d6415.pdfhttps://doaj.org/toc/2476-3977https://doaj.org/toc/2538-2616Interactive crack-internal heterogeneous boundaries have been of a great concern to researchers and engineers. Extended finite element method (X-FEM) has recently emerged as an approach to implicitly create a discontinuity based on discontinuous partition of unity enrichment (PUM) of the standard finite element approximation spaces. The extended finite element method (X-FEM) in the combination with level set method (LSM) has been utilized. In this contribution, predefined cracks and internal boundaries are created without meshing the internal boundaries. Soft/hard circular inclusions (interfaces), voids and linear interfaces are considered as internal discontinuities. In addition, the stress intensity factors for mixed mode crack problems are numerically calculated by using interaction integral approach. The interaction integral method is based on the path independent J-integral. The 4-noded rectangular element is considered to discretize the assumed plates. The effects of shape, size and schemes of internal boundary distributions are numerically simulated. The results are shown that the crack paths are attracted to soft internal boundaries and move away from the hard internal boundaries. Also, the influences of internal voids are much more than inclusions. In addition, the linear internal interface has affected the crack growth paths entirely and is created a complicate crack path. All numerical examples are demonstrated the flexibility and capabilities of X-FEM in the applied fracture mechanicsAbdolghafour KhademalrasoulIranian Society of Structrual Engineering (ISSE)articleextended finite element methodlevel set methodinterfacescrack propagationinteraction integralBridge engineeringTG1-470Building constructionTH1-9745FAJournal of Structural and Construction Engineering, Vol 4, Iss 3, Pp 42-54 (2017) |
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extended finite element method level set method interfaces crack propagation interaction integral Bridge engineering TG1-470 Building construction TH1-9745 Abdolghafour Khademalrasoul Linear and curvature internal heterogeneous boundaries influences on mixed mode crack propagation using level set method |
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Interactive crack-internal heterogeneous boundaries have been of a great concern to researchers and engineers. Extended finite element method (X-FEM) has recently emerged as an approach to implicitly create a discontinuity based on discontinuous partition of unity enrichment (PUM) of the standard finite element approximation spaces. The extended finite element method (X-FEM) in the combination with level set method (LSM) has been utilized. In this contribution, predefined cracks and internal boundaries are created without meshing the internal boundaries. Soft/hard circular inclusions (interfaces), voids and linear interfaces are considered as internal discontinuities. In addition, the stress intensity factors for mixed mode crack problems are numerically calculated by using interaction integral approach. The interaction integral method is based on the path independent J-integral. The 4-noded rectangular element is considered to discretize the assumed plates. The effects of shape, size and schemes of internal boundary distributions are numerically simulated. The results are shown that the crack paths are attracted to soft internal boundaries and move away from the hard internal boundaries. Also, the influences of internal voids are much more than inclusions. In addition, the linear internal interface has affected the crack growth paths entirely and is created a complicate crack path. All numerical examples are demonstrated the flexibility and capabilities of X-FEM in the applied fracture mechanics |
format |
article |
author |
Abdolghafour Khademalrasoul |
author_facet |
Abdolghafour Khademalrasoul |
author_sort |
Abdolghafour Khademalrasoul |
title |
Linear and curvature internal heterogeneous boundaries influences on mixed mode crack propagation using level set method |
title_short |
Linear and curvature internal heterogeneous boundaries influences on mixed mode crack propagation using level set method |
title_full |
Linear and curvature internal heterogeneous boundaries influences on mixed mode crack propagation using level set method |
title_fullStr |
Linear and curvature internal heterogeneous boundaries influences on mixed mode crack propagation using level set method |
title_full_unstemmed |
Linear and curvature internal heterogeneous boundaries influences on mixed mode crack propagation using level set method |
title_sort |
linear and curvature internal heterogeneous boundaries influences on mixed mode crack propagation using level set method |
publisher |
Iranian Society of Structrual Engineering (ISSE) |
publishDate |
2017 |
url |
https://doaj.org/article/33b49605c7de494bb1a8b4e86d1cdbbf |
work_keys_str_mv |
AT abdolghafourkhademalrasoul linearandcurvatureinternalheterogeneousboundariesinfluencesonmixedmodecrackpropagationusinglevelsetmethod |
_version_ |
1718441647523495936 |