Hugo Girard ; Aurélien Doitrand ; Behrad Koohbor ; Renaud Rinaldi ; Nathalie Godin et al. - Comparison between 2D and 3D fiber-matrix debonding simulation for inverse identification of interface fracture properties

jtcam:12997 - Journal of Theoretical, Computational and Applied Mechanics, June 30, 2025 - https://doi.org/10.46298/jtcam.12997
Comparison between 2D and 3D fiber-matrix debonding simulation for inverse identification of interface fracture propertiesArticle

Authors: H Girard ORCID1; A Doitrand ORCID1; B Koohbor ORCID2; R Rinaldi ORCID1; N Godin ORCID1; J Bikard ORCID3

  • 1 Matériaux, ingénierie et science [Villeurbanne]
  • 2 Department of Mechanical Engineering, Rowan University, Glassboro, New Jersey 08028, USA
  • 3 Solvay (France)

Fiber-matrix debonding in single fiber specimen is studied experimentally and numerically based on the coupled criterion for which various 2D and one 3D configurations are used. Debonding initiation and propagation are mainly due to normal opening stresses in a 3D model whereas shear stresses play a minor role contrary to a 2D front model, i.e. in a plane normal to the fiber main axis. The 3D model enables describing the free surface singularity similarly to a 2D side model, i.e. along the fiber main axis. The latter cannot represent the debonding arrest and stable propagation after initiation. Overall, a 2D front model under plane strain assumption provides the best description of debonding initiation loading level compared to the 3D model, yet for a larger debonding opening. Experimental debonding openings are determined using DIC, providing the debonding initiation remote loading and corresponding opening. Tensile strengths and critical energy release rates respectively slightly higher and in the same order of magnitude are identified in 3D, based on the debonding opening, compared to a 2D front model.


Published on: June 30, 2025
Accepted on: January 27, 2025
Submitted on: February 5, 2024
Keywords: fiber-matrix debonding,finite fracture mechanics,inverse identification,3D,coupled criterion,[PHYS.MECA.MEMA]Physics [physics]/Mechanics [physics]/Mechanics of materials [physics.class-ph]