2D AXISYMMETRIC VS. 3D SOLID ELEMENT PHASE-FIELD DAMAGE MODELING

Proceedings of 41st Danubia-Adria Symposium Advances in Experimental Mechanics (pp. 139-142)

 

AUTOR(I) / AUTHOR(S): Vladimir Dunić , Aleksandar Bodić , Miroslav Živković 

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DOI:  10.46793/41DAS2025.139D

UVOD / INTRODUCTION:

Phase-field damage modeling (PFDM) is very popular among researchers and engineers, because it offers applications to various fields of interest. Investigating damage in structures and predicting its evolution, which can lead to material stiffness degradation and structural failure, is the most interesting aspect. Various research groups at the top world universities have implemented the latest findings into the commercial and research finite element method (FEM) codes, and the PFDM will probably be recognized technique for structural safety monitoring.

However, the practical application is in one of the top interests, but some disadvantages decrease the possibility of efficient and accurate FEM simulations. One of them is the need for a fine FE mesh in the zone where material damage is expected, which makes models with large numbers of degrees of freedom and huge computational time. In this scope, it is important to implement the PFDM for various types of finite elements such as 2D axisymmetric elements, which can decrease the size of the problem by modeling only a cross-section of the axisymmetric structure.

In this paper, we have implemented a previously developed PFDM theory into the 2D axisymmetric element and compared the simulation results to the 3D solid element for the well-known large strain circular bar example.

KLJUČNE REČI / KEYWORDS:

PROJEKAT / ACKNOWLEDGEMENT:

This research is supported by the Science Fund of the Republic of Serbia, #GRANT No 7475, Prediction of damage evolution in engineering structures – PROMINENT and by the Ministry of Science, Technological Development and Innovation, Republic of Serbia, Agreement No. 451-03-137/2025-03/200107.

LITERATURA / REFERENCES:

  • Dunić, V., Gubeljak, N., Živković, M., Milovanović, V., Jagarinec, D., Djordjevic, N. Experimental Characterization and Phase-Field Damage Modeling of Ductile Fracture in AISI 316L, Metals, 2024, 14(7), 787.
  • Dunić, V., Živković, M., Milovanović, V. Phasefield Fatigue modeling in ductile materials, The 9th European Congress on Computational Methods in Applied Sciences and Engineering – ECCOMAS 2024, Lisbon, Portugal, 3-7 June 2024. (e-source)
  • Dunić, V., Živković, M.; Critical total-strain based Phase-Field Damage Model implementation for ductile fatigue, 5th International Conference on Computational Engineering ICCE 2024, Darmstadt, Germany, 30 September-2 October 2024. (e-source)
  • Dunić, V., Živković, J., Milovanović, V., Pavlović, A., Radovanović, A., Živković, M. Two-Intervals Hardening Function in a Phase-Field Damage Model for the Simulation of Aluminum Alloy Ductile Behavior, Metals, 2021, 11(11), 1685.
  • Živković, J., Dunić, V., Milovanović, V., Pavlović, A., Živković, M. A Modified Phase-Field Damage Model for Metal Plasticity at Finite Strains: Numerical Development and Experimental Validation, Metals, 2021, 11(1), 47.
  • Miehe, C., Welschinger, F., Hofacker, M. Thermodynamically consistent phase-field models of fracture: Variational principles and multi-field FE implementations. Int. J. Numer. Methods Eng. 2010, 83, 1273–1311.
  • Živković, M., Dunić, V., Rakić, D., Grujović, N., Slavković, R., Kojić, M. PAK-DAM Software for Damage and Fracture Simulation; Faculty of Engineering, University of Kragujevac: Kragujevac, Serbia, 2025.
  • Simo, J.C., Miehe, C. Associative coupled thermoplasticity at finite strains: Formulation, numerical analysis and implementation. Comput. Methods Appl. Mech. Eng. 1992, 98, 41–104.
  • Kojić, M., Bathe, K.J. Inelastic Analysis of Solids and Structures, Springer: Berlin/Heidelberg, Germany, 2005.