ArticleJournal of the mechanics and physics of solids2022
Energy release rate for cracks in hydrogels undergoing finite deformations.
Article in Journal of the mechanics and physics of solids, 2022. The graph could read no effect estimate from its abstract, so it casts no vote on the map. Cited by 8 papers.
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Who cites it
8 citing papers in PubMed.
- Applications of a continuum model for brush gels.International journal of solids and structures · 2026Article
- Red blood cell aggregation within a blood clot causes platelet-independent clot shrinkage.Blood advances · 2025Article
- Fluid effects on the fracture toughness of gels.Journal of the mechanics and physics of solids · 2025Article
- Understanding blood clot mechanical stability: the role of factor XIIIa-mediated fibrin crosslinking in rupture resistance.Research and practice in thrombosis and haemostasis · 2025Article
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- Article
- Cracks in tensile-contracting and tensile-dilating poroelastic materials.International journal of solids and structures · 2024Article
- Fracture toughness of fibrin gels as a function of protein volume fraction: Mechanical origins.Acta biomaterialia · 2023Article
Corrections and comments
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Authors and funding
3 authors.
Funding
Abstract
The rupture of hydrogels and swellable elastomers involves large deformations, and there exists a large literature devoted to their experimental characterization including methods for measuring and enhancing fracture toughness. Analytical investigations of the fracture of hydrogels have recognized the importance of large deformations and the contributions of liquid flow, but they have largely been restricted to plane-strain formulations that ignore through-thickness effects. In this paper, boundary-initial value problems for cracked specimens are solved in plane-strain and three dimensions for both permeable and impermeable boundary conditions and various rates of loading. The transient stress, strain and chemical potential fields near the crack tip/front are found to be notably different than the asymptotic solutions of linear poroelasticity and large deformation plane-strain formulations. The energy release rate is computed using a poroelastic path-independent integral
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