Coupled large deformation phase-field and cohesive zone model for crack propagation in hard-soft multi-materials

This work presents a unified large deformation constitutive framework that couples the phase-field approach for bulk fracture with the potential-based Park–Paulino–Roesler cohesive zone model (PPR CZM) to study crack propagation in multi-material systems that contain interfaces. The phase-field component captures crack initiation and propagation within bulk constituents, whereas the PPR CZM captures failure mechanisms at the interface regions. The proposed unified framework is implemented via a user-element subroutine (UEL) within Abaqus and incorporates a large-deformation extension of the PPR CZM. The proposed coupled framework was used to examine fracture mechanisms in four scenarios: bi-layer hard-hard composite containing crack (notch) impinging on (1) a perpendicular interface and (2) an oblique interface, (3) tri-layer hard-soft multi-material composite containing crack perpendicular to interfaces, and (4) fiber-reinforced matrix composite with an interface and no notch. Results demonstrated that the unified framework successfully captured crack deflection and penetration in hard-hard bi-layers with dissimilar properties and both perpendicular and oblique interfaces, consistent with the expected response based on Linear Elastic Fracture Mechanics theroy. Furthermore, the large-deformation component of the framework was shown to provide an effective numerical tool for probing the underlying toughening mechanisms in hard-soft multi-material assemblies relative to their monolithic counterparts. Toughening in these composites was characterized by crack bridging and post-peak hardening in the force–displacement response. Finally, the framework accurately predicted complex fracture phenomena in fiber-reinforced composites, involving fiber–matrix debonding (via PPR CZM) and matrix cracking (via phase-field). The framework can inform the design of dissimilar hard-hard brittle materials and hard-soft composites, offering insights into fracture behavior and toughening mechanisms.

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Publication Details

Journal
Journal of the Mechanics and Physics of Solids
Published
2024-12-26
DOI
https://doi.org/10.1016/j.jmps.2024.106016
Citations
7
Primary Topic
Numerical methods in engineering
Type
article
Field-Weighted Citation Impact
1.88

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article

Coupled large deformation phase-field and cohesive zone model for crack propagation in hard-soft multi-materials

Reza Moini, Shashank Gupta, Aimane Najmeddine
7 citations
Journal of the Mechanics and Physics of Solids
Numerical methods in engineering
1.88
article

Coupled large deformation phase-field and cohesive zone model for crack propagation in hard-soft multi-materials

Reza Moini, Shashank Gupta, Aimane Najmeddine
article en
7 citations

Abstract

This work presents a unified large deformation constitutive framework that couples the phase-field approach for bulk fracture with the potential-based Park–Paulino–Roesler cohesive zone model (PPR CZM) to study crack propagation in multi-material systems that contain interfaces. The phase-field component captures crack initiation and propagation within bulk constituents, whereas the PPR CZM captures failure mechanisms at the interface regions. The proposed unified framework is implemented via a user-element subroutine (UEL) within Abaqus and incorporates a large-deformation extension of the PPR CZM. The proposed coupled framework was used to examine fracture mechanisms in four scenarios: bi-layer hard-hard composite containing crack (notch) impinging on (1) a perpendicular interface and (2) an oblique interface, (3) tri-layer hard-soft multi-material composite containing crack perpendicular to interfaces, and (4) fiber-reinforced matrix composite with an interface and no notch. Results demonstrated that the unified framework successfully captured crack deflection and penetration in hard-hard bi-layers with dissimilar properties and both perpendicular and oblique interfaces, consistent with the expected response based on Linear Elastic Fracture Mechanics theroy. Furthermore, the large-deformation component of the framework was shown to provide an effective numerical tool for probing the underlying toughening mechanisms in hard-soft multi-material assemblies relative to their monolithic counterparts. Toughening in these composites was characterized by crack bridging and post-peak hardening in the force–displacement response. Finally, the framework accurately predicted complex fracture phenomena in fiber-reinforced composites, involving fiber–matrix debonding (via PPR CZM) and matrix cracking (via phase-field). The framework can inform the design of dissimilar hard-hard brittle materials and hard-soft composites, offering insights into fracture behavior and toughening mechanisms.

Journal of the Mechanics and Physics of SolidsVol. 196
Princeton University (US)
National Science Foundation, Directorate for Engineering
Openalex Percentile: Top 15%
Numerical methods in engineering
1.88
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