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Title: | A comparative study of linear elastic and elasto plastic fracture modeling by XFEM |
Authors: | Gajjar, M. Pathak, H. Kumar, S. |
Keywords: | LEFM EPFM branch functions XFEM J-integral |
Issue Date: | 28-Aug-2021 |
Abstract: | In the present work, a comparative analysis has been presented between linear elastic and elasto-plastic fracture modelling of ductile structures using extended finite element method (XFEM). Three different fracture models namely “linear elastic fracture model (LEFM)”, “elasto-plastic fracture model (EPFM) with LEFM branch functions” and “elasto-plastic fracture model with EPFM branch functions” are implemented to check effectiveness of individual modelling approach for ductile structures. The non-linear consecutive relation of the elasto-plastic material is modelled by Ramberg-Osgood equation. The plasticity condition has been checked by isotropic hardening and von-Mises failure criterion. Further, Newton-Raphson iterative scheme has been used to solve nonlinear discrete equations. Few numerical cases are solved by all three presented approaches and comparative results are presented in the form of J-integral. |
URI: | http://localhost:8080/xmlui/handle/123456789/2539 |
Appears in Collections: | Year-2019 |
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